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) | GRM 501 X1004 0102 O2 gods-kardel
Urne
Rundbuget med to x-formede ører. Fortrykket, facetteret rand
Højde: 29 cm.
Diameter: ca 18 cm.
Indhold: ildskørnet jern + rest af fibula (nål nåleskede bøjle) brændte knogler. Datering: ældre rom. Jernalder |
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+Ix/wABr9l/jDpbTeC9QmhiaWSGJpAqjJ4Br8drqeaa4MjeW7SyncrZzuznJ7/xfzrGUVT0R0K9XV9DjtN+Hf21SWfbk4UMcZrtfDfw7t7Bp/NjjlXbkSEZ3DcoZfYjcDn0B/HYs7Z7aWCVPkWWVcNzjK9fTpnse9WGuikZZJd8qncGZc7uACQTyuecjjOfyi7NFBR1RPYeDbvxRe6dplnH591eTrFBwxBkOBhu/fr+dfePwf8A2M9B8M2kFx4h3a3ftEN0UzFoY2PJAHfB6E+nQV5h+wZ8Oz4o1/VPGd9EzJp+bG2LD5XlOGd/qFKjj+8a+9re3VEHFbU46XZhVnryxPKdS/Zj+HGuWqw3nhDS5FAwGFuquP8AgQwf1rwT4z/8E+NHubP+0vAJbT7yMlpNNnlZ4ZlA6IzZKtkdzg57V9squD6Cn+WDnvWjipKzOdSadz8bZDceHdfutP1SGS1v7WQwOkww6Oowcj16fhWdc3u+7nQszFULsw5x1PNfYv8AwUA+CNtHZ23xG0y1SOaGRbfVSi/fRsLHKfcHCk9ww9K+MbGRJroPIQ44LIrAMe2OvfHUeo4rz50baHpQq82qHRfatJBv7MyALGyssbHlG+98vcYwc9sA810UzXFnbaZryYa4jnF95rEkq6SDA9cY2/n1rOs3a3jkgdmEbYGGYg8Ekhie+Bx9fepb5J5dNtNOlbzk3IiJuwQSBntyfu/kPQURjy6FSd0frR8K9aGu+CtJvQ4fzYFbI+ldXd8wsO+OK4P4E6NcaH8MdAtbpGjuFtlZ0cYK55xj2Br0KSPzFIr0keSc74k1yDRltGutAutWgW3Z2mt7cTGLAA24PqCfyrcs9YF1YxXJtLm23vsMVwgR05xkjPTv+NN33cahUMRCjHKn/GmtPfY6Qn/gB/xrt9pHuRykh1+y/eL56ebGhkaEuocKMfNjPTmra30LSJGsgZ3BK7eQQPevP9O+HSWXjjUfFbzSXGp3aCICSQ+XEoxwq/gK6r/SFjZPs9uAwIJVSCQRjr9KlVF1M6aqO/Ora6ehF4sj3JCfc/0oqC8jdoirIqjOQF6dOlFc1SScro61sUNFgngtz9om812YkYHCj09/r/KtlKo2v3RV5K7kDHN9w/So7P8A1Q44p8hxG/0NRWjfu1rCv0FEvKR06072qFW96durkGR3lpFeW8kMyLJHIpVkYZBBHII9K+DP2iv2EbiK/fXfh9AJ0dnkm0qRwGQk5AhJAG0ZPBPGOCelfe+6o5FDA55pOKktSoycXdH45654V8ReDWOm+JdFutOYMGVLmMp82MZU9Dx6Z6Uvh34d+J/HE32fw7o11qU5CoPIXKqG6FycKB6knvX65a14X0zXrY2+oWNveQEgmO4jDrkHI4I9ag0PwrpPhiyS00vT7bT7VCSsNrEsaDPoAMVn7HzNvb+Wpx/7OPwtb4S/CnRNAuPLOoxxma9kjOQ07nc+D3AJ2g+iivVl6YrPW6SL+LFWI7pX6HNbrQ5dy6vSnVAslSbqYjlvir4Pi8ffDvxDoMkay/brKWFVfpvKnafwbB/Cvx/udIvdBvrjTL+3kiu7WZ4jFKmHDKSMMCMj8a/and2rlde+GvhTxNeNdar4c0rUblhgzXVlHI5HHGWUnsPyrOUebY0hLl3Py48GeAfEPjC8jk0PRr3VGhlAJt0d0jPo56KD7ke9fW3wQ/Y3j0+e31XxzHDd3MD+bDp8RDRK5P33OOTjA2jjrnNfUuk+H9P0O1W2sLOCyt1+7FbxhEH0AGK1FjC9BSjBLcqVRvRDraERoFXsKsVGtPOK0Mh+BSbRSrTqQDdo9Ka0Y64qXjvTWNIZl6gmIzxRUl//AKsj9KKQzxr+2vElr40j0+zsnn8PNFi7vJWw4YA4CHPptGcZPJ4613slla3FvaA3qqYYvLXzmDnkYJOTknGec9cHmslNJs7dATDGgHfAFYereN/DWhsVnvLcOOqqQTWsaqje/UiFFwcm5N3d9enkvI9Ha+tfIZUuImIUgKrg9qSCbbGu3k8ZyccV4pefH/wppucTZI7qAP61iXX7XHhO1+RbhS3YGRR0/GpqVVI1UWfRv2pR3pftSjvXyD4h/bo8OaWDtng3L/D524n2wK5OT/goRYTTCC2sjNO3CqqMR06bhwD9TWPOtivZu1z7p+1jkZ/Wk+1L6ivhxv23NaumcWuguzIP4l2hvoSayl/bk164Yf8AEr8n5PMI25IXnk9gOD19KrmRPKfezXS46iuA8f8Aj46EjQ25Blxnd1xXykf2ydTX95KHCBtp2oo+p5NVtc/as0zxFDexWOlXY1qOEvDJeIjQbwnG4Bw23J7EHik5aDUGdv40+OV5osUlxdXE/lx5J2BjjAzjjv7Unws/bD0LWNTjsDrMEsrEKsbuAcnAAwee9eML8Z7bUtEZvEGiNHqpkyY9NhYxHgYYgtnoDxz92uL1zxl4C1PUY5I9IPnRfvBM0QSSOTJHY59896z5macp+pOi+IoNTs450cYYZxmtQaijfxD86/MGP9qzxJp9taWUPlGGNSHuEdg7EHAIXnHHYmtPTf2pfFFwV8m5di38LMVPJwBzjk/0rT2hn7Nn6W/bk9aVb5OPmFfnW37UPi21hlkuDKohl8qRGbDI3uM9OnPTn61dtv2rvESzzRyW96WhGXKKzqOP7y5H/wCo0e0D2b6H6ErdrnG79alW6U96/PnTf234PtPkT6lLBJwMyhgv5kYH412mn/tjacuDLr9mP96eP/GnzEcp9rLcD1p/nflXy5o/7VVjeRqyX9rMuM7lII/Q102n/tJabdZAmt3I4O2Tp+tHMgsfQCzZ71KsnvXj+mfHDTLrGWXH+y4rqLH4laVdbSJ9v+9RzILM7pWprN3rCtPFFjc42XCH8a047uOYAo4b6GncLDLz7popt5jYaKkDzvx94Jfx14UvNJh1S50aeddq3trjzIvcZ79fzr5Y1b9gHUobh7nTfGX2mZjktfQMJCfUuHJz7kd6+0oBwO1WNgNRyqW5vzOOx+Znjb9j74k+H4ZJPs58RorHb9nuDNtU99rlTnp0BrwvxD8O/EPhO+lk1jwhqm1WyZWtHQRDghhxhjntnkV+0UlqrjkVB/ZcDDmNT68UuRC9o9j8NtQ0eCSFhDG6Oo5BGGHfkGqGj3mp21vtsYZ55CVYqvKNtORn3HP51+5N54P0e+Ym5020uGb5SZIFbj05FZ9x8L/C92pWXw/psg64a0jP9Kxjh+XqdE8TzdLH44af8QtSs2B1LRrmyichDLCNy8Y7cYx7V0eh+LLa9jlle6RrMLszwrZPJVtw6Hnrjv71+pF9+zX8OdQDed4Q0s7jn5YAvP4Vg3X7HfwovM+Z4Os26dGkHTp0at+VmHtEfn3pupG8tbhkkikAOSZCpBVs55zjH4VSs2lWcrF5cDRhiZlGPMBAAXjr/Svv++/Yf+Ft3atBDolxYq2f+PW+mTGTn+9618L/ALQXwJ+I3w18da1ouhaXJqnhhAh0+63hpfIKjav3gxZTlc4525pyuKMkYt14kh0eRZ728jtvLYbWHJbjsuQT0x7Vm6p8QtMvbyWeWBr2IIEjaFcL1yx+Y559K8y1bwv4iuA0WoRPZzoTvhZSr+5bdz+tZdnod/YQvKUmljSRSVGdpYHlT7/SueUraHTGN9bXR7Taqos59nkTB5GkIIyVyVC4ycfkO1aGl+G7fVGy119mj2nMigqBJ2AIOcY5yR69a9U/ZS/ZxHx+8N6vruqXl9osEN2LeIxIn79goZySRnjKj8691/4YNtLZwbPxVcxAcfvLUMfzDCmozlrYfNTj7tz4zktfss0qu8ct3G5jE80ZKyrtDD7oAyOc4POe4re0u/1HT7FzHCrwDH2kyIEz0UCPqGyAfc4J5r6avP2CL2S4aaHxgp6HY1kyjcM4JxJ7n86zF/YT8UxJcIPFGmusrbwfsrqc4wM/McjBP+NaWkZ80LaM+RdUt4byG8mfJlklMg80ZcqST83vjFdz8LP2OfF3xeZbu2tE0XR3XcL6+QgP/uJ95vrwPevqr4K/sT/8Id42vNa8VXdnrFrHhrCxgRhEr92dW9MDA5HOewr61sbGK0jVI0CIOAFHFbdDje5+beof8Ey/G32w/ZNb0Oa26fvGljb8gh9u9ZkP/BOf4raPNM9lqOkK5O1Wt76VMr7nYDX6iKvoMU7aPSjQD85/Cv7Dfxgjtt174ot7OcHCD+0ZZMDPU/IRXaWv7LHx08OwpLYeN9Kv5s8210GKf99eWCa+5dop20VHKrlqTtY8P+GPwr8cWOm2z+LdY0w3hjBlh02GQhXwMjczcjr2r1rS9BGn7T5rSsO56VrgCg1RJWus+WaKLo/IaKAMq3+6Ksrz2rNt7yNsYcH6Gra3K4zu/Ws7m1izt4IpdvoKgFwvrTvtC+tO4uUl2jNLgdRUAuF9ad5wOee9O4uUk8sdfXihYxmmeevOTS+ev0ouLlJVAxmuf8VeErfxAis0aNMgKqXXIwevFbn2getL5o9etO4rHwp+0V8JfiV/wkJGg+DtN17QZsCMwQ5njbn74Z9vX+ID8PXzb4Y/sZfEvxn4gkm17ToPCejtKVlWSQbxhDjy41yMbgoySPUZr9MGKt1oXaDkYrKUIyepvGrKKtHQwfh34GsPh74P0vw/pybbWxgWENjBcjqx9yck+5rpdgpqyDjmnCUVrexhvqxwjHYUgjHpR5g9aPNA6EUXFYcsYzwKkUGovOGetL5w9aLhYnWnBhVbzh2NO84VNwsWMhc0u78qr+ePUClMo9aLgSk0rNUBnX1prXC460XAS6PyGiq9xcAqeaKLgfI6/st/GlTlfDUy/TVrT/49U0f7M/xxjzt0G7X/AHdYtR/7Wr9GaK4/qdPuzp+tT7I/Oxf2c/jzH93R74Y9Nath/wC16sxfAP4/x9NL1Bf+41bf/Hq/Qqin9Th3YvrM+yPz9j+CP7Q8eNthqCj21q1/+PVZj+EP7RkfSy1D/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| ESM 2307 X558-2 070301 Ragekniv af jern
Ragekniv i jern fra urnefyld. -Kittet sammen med fibula |
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) | ESM 125/65 1216 0715 Smykke eller dragttilbehør af jern
Fibula - jern. L. 6,5 cm B. 2,4 cm Omslået fod - høj bøjle - forreste del konveks - dekoreret med 2 længderiller med mellemrummet udfyldt med et perlemønster - tværsnit oval, forreste del konkav, tværsnit trekantet velbevaret. |
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) | ESM 2307 X026 0715 Smykke eller dragttilbehør af jern
Fibel af jern.
Kostrzewski's N-fibula? |
![](data:image/jpeg;base64,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) | ESM 2307 X558-2 0715 Smykke eller dragttilbehør af jern
Fibula i jern - kittet sammen med ragekniv med samme X-nummer. |
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| SJM 455 x001z 0715 Smykke eller dragttilbehør af jern
Jernfragmenter, med mulig fibula |
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) | SJM 806 x035 0715 Smykke eller dragttilbehør af jern
Brudstykker af jernfibel med spiraloprullet hoved. Bøjlen er knækket, men har muligvis været en ABC-fibula af Kostrzewskis typen fra periode II.1b. |
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) | SJM 818 X149-3 0715 Smykke eller dragttilbehør af jern
Fibula med dekoration på buen
Svajet jernfibel med trådformet bøjle, Kostrzewski type M |
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) | SJM 818 X149-4 0715 Smykke eller dragttilbehør af jern
Fibula med firkantet dekoration på buen
Svajet jernfibel med trådformet bøjle, Kostrzewski type M |
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| VKH 953 x0279 071501 Dragtnål af jern
Spænde eller fibula af jern sammenhørende. Fragmenteret dele i 3 stk. |
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) | ASR 1265 x020 0807 Smykke eller dragttilbehør af kobberlegering
Fragment af fod fra fibula - antagelig ældre romsersk jernalder. Der kan enten være tale om et boplads- eller gravfund. |
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Jh/x7f+RF/xrvKKLBc4AeF9U/59s/8AbRf8aT/hFdUx/wAeuD/10X/GvQKKXKFzz0+FdU7Wv/kRP8aYfCeqn/l15/66J/jXotFOwXPNz4R1b/n0/wDIif40h8I6t/z6Z/7aJ/jXpNFFgueZt4P1hv8Al0wf+uqf41HJ4N1llIFn/wCRU/8Aiq9QoosFzyv/AIQvW8f8ef8A5FT/ABpv/CE63niy4/66p/8AFV6tRRYLnkbeBddOcWP0/fR//FVG3gLXm/5cf/I0f/xVewUUWC5463gHXj/y4/8AkaP/AOKor2KiiwXCiiimIKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/2Q==) | ASR 2344 x111 0807 Smykke eller dragttilbehør af kobberlegering
Lille stump af hovedplade og lidt bøjle fra fibula. På hovedpladen en større, dobbelt punktcirkel. På undersiden rester af dobbelt nålefæste med lidt rustspor efter jernnål. Største mål 13 x 15 mm. |
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) | ASR 440 x1016 0807 Smykke eller dragttilbehør af kobberlegering
1 ovalt - stærkt fragmenteret, ingen kant bevaret -, pladeformet fibula eller beslag af guldbelagt bronze. På bagsiden ses rester af formodet øsken, samt hvidmetal-belægning. Forsiden består af elementer fra gribedyr, mindst 2-3 ben, der griber om hinanden kan udskilles. Datering: antagelig 9. århundrede |
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) | ASR 1000 x025 080701 Fibula af kobberlegering
Rektangulært beslag, sekundært omdannet til fibula, kraftigt forbrændt og delvist omsmeltet i forbindelse med ligbrændingen. |
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| ASR 1021 x002 080701 Fibula af kobberlegering
Dyr i cirkel-spænde, Guds lam / Angus Dei. Dyr der kigger bagover ryggen indenfor en cirkel. Forneden øsken, bagpå rester af nåleanordning. Diameter: 3 cm. |
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) | ASR 1021 x022 080701 Fibula af kobberlegering
Næsten komplet lille skålfibel. Kun kanten er næsten helt 'afgnavet' grundet korrosion. Ornamentikken står tydeligt. Øjne, ribben og de fire lårbensbuer ses tydeligt. Bevaret str: 3,3 x 1,5 x 0,6 cm. På bagsiden lidt rester fra nåleanordning. |
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) | ASR 1021 x023 080701 Fibula af kobberlegering
Komplet bevaret Urnesfibel, ca. 2,7 x 2,7 cm. Nåleordning næsten komplet på bagsiden. Type m. tværstreger før tre små kløer |
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7v/AE0H5Gip5kFmb9Lmkpa6UZsUVjSZbVWPQbT/ADxWzWKT/wATAn/fH6is59C6e7LIA78/Wo7vP2WXHXYcflUu7msXxdqFzYaKXtJlguJbi3txKyhvLEkyRlgDwSAxIzxkDINK2hsYln4LkutCjjku2jaazMW3Znyy1vHF684KE/8AAqnbQZP7YjtvOYjL3fmbeObtZtn5DFaPhG8u7nS5kvbgXk1vdT24uCoVpFSRlUsFAG7AAOABkdB0rivEnjjW9L13VLGC+09YGdFtriRf+Pcn72R/Eq4Jcn7oBIJ+YRzZBqdP/wAIi1jBFL9p8xre2SP7n3tkc6568Z879Kmt/Dcklmf36jzbZowrJkAtFEnPPbyyf+BVvTrI9rIsRTzih2swJTdjgkZ5GazPCd5d3+hRPfOkl0ss0TvDH5anZK6AhcnAwo7mnyoVyg2gmXVfIMoIU/ad2P8Ap7EwH6YqK48IGzsonWVG+y2yR9Dk7IZk49P9b/Out4X2JqhrjyppF20U1tbMEJMt4N0SL/EzAEZAXJ6j6ilygYMXg97i3ncTrG08DRpx9zfFCn44MOfxp0fh6X+1HiaUcMtxnHy4+1tNj644rU8K3l1qGhW1xdLGJH3FTGhQPHuPlttJJXcu04J4zWtz17+tLlW4zmZfDL2dpE/nq32W1RD8vXZFMhP4+YPyqJvC811DcyLNGourWSMZzkF4oEBP/fo/mK6O8aSS2ljhCecylV81SUzjuB1Ht3qn4Z1GbUtLEk8axyxyyQkKpQYRyoO0nK5ABwemaLLYDBbQZm1Q2YMeRIt7uJI4+2mbHTrj9ar3fhO60+wjnaSIi1s0V9rHJ2W9whxx6yr+Ga7gqC24gFsY3Y5x6Vk+LtVj0nw9eTvGJ2ZRDFAxwJZHIREz23MwGfejlQGInha7mhu5VkiC3VvIqAk5UvDboM8esTfmKkXw9c/2iYmlVnEguOpxt+2GbH128fWuk0u8gvdPhlt5Y5otu0PF90kHBx+II/CrPy7t2Bu6Z70uUDj7jwzdWtlHJJIjmCzjjkIJyxSGdSRx6yD9ajXwreXEVxJG8apcW0iKGJ6tDboMjHrE35itrxjrE2h+Hri8ggW5kDRxiNkZx88ioSQoLEAMTgDPFT+HNQfVNGt7h3hd2DBvs6sqghiNu1wGBGMEEAggijlQzAXR7gatJb7kEnmLdfeJGz7a0v57f1oTw3d2NlC0pi229nGjbT3SCZGx+Mg/Wuv8pPN8zYu8jbvxzjrjNYfjjXV8O+G7m7eOOVWaO3KyOVQebIseWIBOBvycDPHFFgJodInZZZF2lZYyF59UiH80NFWfC+rf2vodrdbrd94I3WspkjOCRwSAe3IIyDkdqKdkZtHR7TRtNOorr5UYXGjNZDWl0t0HWEFPmz8wzzWzRScExqXKZ3lT/wDPH/x4f41Fd6f9ut5Le4s0ngkG145NrKw9CDWtRRyIrnZjWeljTrZLe0s47aBM7YogqqMnJ4HuTUUmgW8y3CSaZbyJcMHmVo0IkYYwW9TwOvpW9RRyIOdmaIZ8cQ4/4EP8abDZvApWO3Eabi2F2gZJyT17kmtSijkQc7M/yZv+eX/jw/xqlrHh+HxBpdxp2oWn2izuF2yxF8BhnOMgg1u0UezQc7Miz0s2NukMUcmxenmSlz+bEk1MYZ+0Wf8AgQ/xrRoo9mg52ZF1ppvbd4JoC8b9cPtPsQQcgg8gjkUlhpI0u1EFtAyRgs3zSb2JJJJLEkkkk8mtiij2aD2jM5reZuPLI/4EP8arahosWqWjW17YxXluxy0VwqupPuDxW1RR7NBzs57QvDFp4Z0yLTtK06KwsYtxSCAKqLkljgZ7kk1e+zz/APPM/mP8a06KXs0HtGY93psl1bvCVlRWx80Umxhg54INR6dov9l2wggibZvZyXfcWZmLMSSe5Jrcoo9mh+0Zltazn/ln+o/xqlrHh3+27B7SdZURmR1kicK6OjB0YH1DKDzkccgiuhoo9mg9ozn9H8P/ANi6elpCsjqrPI0krgs7uxd2J9SzE8cc8UV0FFHs0L2jCiiitTMKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP//Z) | ASR 1021 x041 080701 Fibula af kobberlegering
Fragment af dyreformet fibel af bronze ornamenteret med geometrisk stregornamentik, måske urnesstil? Dyret har mandelformet øje og spiralornament på skulderen. Dyret er højrestillet og ses i profil. Der er svage rester af nåleanordning på bagsiden. Mål: 4x2,1 cm. |
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) | ASR 1021 x042 080701 Fibula af kobberlegering
Foden og dele af bøjlen fra en ret spinkel fibel. Foden ender i et stiliseret dyrehoved. Antagelig en korsformet fibel. På undersiden rester af nåleskede. |
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) | ASR 1031 x003 080701 Fibula af kobberlegering
1 Bronzefibel, med indpunslede cirkel-mærker på hoved- og fodplade. Noget 'afgnavet' i kanterne. På undersiden spor efter nåleskede, samt nålehæfte, incl. jernspor efter nål. |
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GISqZCqj+9619u+F9RsvsWFYCRlzjHBruoRa2Pjc8ScoN+Ztx6vBMrM9sio33G9KwtUhgbh1iaZuUOK15DCmntJ1GfuYrJk+wSLDId5YNyMdBXar9T5FrWyKdm5usCP93JG3zgL1qv4jjzqEDQFtxGGwMVuWscStIynanUPWPqGrQyXUY2nep2hvWlHe5cua1j6L/Yfs3tfinqZMzSxtokpwx6Hz4K+3q+Iv2JWDfFzVSMqTocpKE9P39vX27Qfb5UuXDJebCiiig9gKKKKACiiigAooooA/O79qjUI7X9orxLkMXVrTjsf9Ehrzuxu44r+6d4yZpM/LnoK9D/az0cXH7QHiK5ZtvNrt/C1hrgrjR54bu2m8vJlUbWArLq0fneKv7eb/vP8zRMMe2IxrhWAZjnmmCGJb4TSDagUgbT1qusNyq5kUp5eV+tXN0Wn6eb27Rwg5OR0GOtS/MyTvokVZkklvi1uM4AOSeMVy2seDbrx3JPZW00cM/nLGkLMAJSQSe/YfzqHxB8R4445YdMgeOJvlN056nrgD6V6D8D/AA2994j0nVtS8mPR5G81TdREqzLywz2PGffOK8LGYhV5Qw9PZvV+SP0DJcpqYVyxmI0aWi63Z47rP7KPja+X7PFYMY921ZFAkyc9M1ky/sZ+PdBmmhZDBIFBleNxkKc8cH2P5V+iR8Wac2vbzpen6RYTQrAb1rlkPmhskbAO47Y9K47QZ9NTVtTugzSW0Q8qOWHdH5rkghj3YZz2NdSpwp6Rf9fce25ubu0fEEX7FPjC6czzSta26jIef5d3pn3rsdN/YT1C6s45dU11LeR2wuMtgHvnHFfY3inUNHj0I3SO908JxMWc48zIBXg9eQcelYth5s9uDCjC5aQnzhLjYMfLgd8cVvyfMy2Pl7S/2I/DuiXkd5q+uyunm7I4sBDLj+LLdgcfhWHeeG9d8IaxdWMTte6dbsRbyqPm8sdOnoP0r6wutDjj1aymu79ZNy+XcNO2SI87mJPQE46DtWLqTWs39nmzt4UsJo2MVuybXlG07pD+WOfWjmkmuXQxqUKVaLjUXMjwRNUu7q3ADnIUEEdD9arRyXSXCSSI23gn0NWL7w/qunrqV/YRzFVzctG6HAhLY/rUNxeS/Y44mZikgzu9K9bD1lWXK90fneaZfPAVFOOsH+Hkze3QTxskJI3D5o81zk2ntDJIFDFQwYA9RT4GZLhZA0iyKODng0+Oee6uGlIIkx8yk9a6eRHkuo9D6U/YamEvxU1T+IjQ5Ru/7bwcV9xV8LfsLGA/F3WPJ+XGhzblJ7/aLevumuaUeV2Pu8pk5YZN92FFFFQewFFFFABRRRQAUUUUAfAn7V3nL8aPEJjTeAbY4x/07RV5lJcajNBaPLIypjG0dq9S/am0+W8+NXiGVJCgi+zHbuxuH2eKvF9X1CcWvkwoxdGyTurH7Vj89xd1WqPzf5m3NY3c8LK7sY924Pms7XNS8m0sIL5mEDzpHIcbvlz6VPo63NzbrGz7oiAWy3Iql4iSV9Y0zToPLZXlDeY3PIOcfU15eaVHSwdSUex7HD2HhXzKlGW17/dqYHhGw0A+KVuNYhM8dlO4a3kJCS/KdvQHHOPbkV9P+Dtb0n4daToem3Wi3VxHIhuI47OPzTMso2l+cYAzj8QRXivw28Hx+LPilr2i21teQqryXJkSMSlwFAKFDjGSTzn0r3DVrWO4sdPswksN9MFWxDT5aGMMQIwWHADDJXrgn2ry8rjL2Cle99V+F/xP03MZRdZxta2/4nT6heDVL+GTT0a9a9Ad7O8h2tBhsBSOuSqj8zWda+LvDmq6fqKQpcW0bSgQupO7IGCyjHAHv2rOt9a1HStX0SK8eNrqaN3LM3lLIuGJwSMAfdwFz3GKWz1Dw/4Z1Sxt7gyWFjc2zyPbqhmxNvIJyRyMYwB6ivZ5uazPKtZtMjt9J8P6grm3truVHw4klB8vzAmAQPXOcnFbtv4bjtbL/TplSQHzP3bgbYyMDkd/1qdf9C1G51BIrltKs4xJBFsCs4C5KbcDnJH4ZqPwrqIvk+36lGsWoysFW1yWiRN/GPTOefoK1i0lYl3K9rpMrayE8pSLdEeGFW+/yVO76Zz+NT6h4VsNQa8vjZlLi3SSMyMvyKcYUKvU8+2Oa9CbRrVtPlnW68kywN5d5jaiszKoBPc4xxXI+LmmuJbGzhlkjNoTvu7gbUkIUMVPtkEe/FURfU8MlsbrxJp8rjVYbOC+WSxuI3TYIUQF27d9oAFfNCasZPHV7p3neTAYQ6q3BJA6/lXvl3rt1411xrfRYTeadpZmmkuFjEaSuxOcHuMHjPpXgGraDcv8ULma+O5beH5ZUIKkDAGCOvFZ4eV68bHDmsVLA1ObsdraSxWkEZBE6NwQeoqeaOFJY1Y5L9Cvb61Rt7y18hNoZWQ9MdaS4kzdLJ8+xyMjPSvorH5Sqmh9M/sNwLD8YNZ2r/zA5fm9f39vX3NXwj+wnJu+MOrorFoxoUxGT3+0W9fd1clT4j7/ACaXNhE/NhRRRWR7gUUUUAFFFFABRRRQB+e/7VGohfj14qhkiYLGLbZIGwCfssJrxdbwIxd4mMzMCoJ4Ir3H9qGJX+Onireu9SbXK45/49Yq8lW3tVjAfJAGMkcrg9KjZn57i4p15tvq/wAzQ0u4Kj9xEiyYPmLXH/EvUJNN+xXFiwaXzlYgZ+Uj/JrtZVtPNjSF8A8+YG9RXAeP9Wi0vVrFJcAO2wN1BPY/nivNx9Pnw81a56mS1/ZY6k721/M9H+GuvW+l+J49Tisbi5N9C3217edklTbyzEg8DpwfavorwLo41XT9DLut5Z2E63rO7FGeOVAyj5jkFTu6dcV8T/CXxqnhfXprrVr2OO3lkdt0se8DdwwKjqCCR+NfWNuvhfSbbTNd0KWWG21S1WGCWQTMrMBtMag52nALD8RXiZZ7tFJ7R/I/UMw1q37jbyZPFEdxe3olMVtctHYW5UYjRG4IJ6ZK9D6imaXqkx09IZrA3UguY3HGEhZzgqMdiCODXq3jbw8sOmWUkLW7PJHCLuNECSNIw7AA859cVw8kbx2txYJcC3ubWdbueIAh5kjJJwSPmbKg/hj0r12pRep5aknoa2q2eoXVnBZWVvLb2wlUyNdJgK3Xaueahn8M3l09nbTN50ccpjdMl8ccEkdSCa7K4uLlfB+o6ksA1EyjzbaBn2hm25zgHnAyTVfwRHc6hpK2d21vbysiyQy7MjIbJ5HJIz09xWnLdivoUPF2rSeC/Bd1czQS3djpNxE+1ZQIzKcEZJ7ZI+UA8kelebQeJpNS1bUdZ1iZdOhmgd47UHdw3XI9yMeteufEzwzY+OvBFzDqGoTWe2U7be3+60qn7pC/eGBnP4181XHii3m8e3Phyw1OTTLO3snF5MYw7Tyqx+Rc9OCB2qKiakktiotWbe5Z+GWqWrabrIgVrWG6vJJYtJih2y/MvHJz8oGT7A9q8B8Ra4kfj+/sUjGI4fKULztGfevXPG0z/CnRGjW6N3dXsEk1xc+QEeMsuwpkdOD0H6Yr5P0nxNLrnxMmns2LQxqIiz85wT/jXRhl++jpseRm/wDuU1fex6vZxvcRFJMxgH5Xp11o84kUs7lsZBB4NVLrWJ/M8rKgMPuqta9vqE509EZjIvTdjla+gPy9WtZnvf7AMLR/GrXS24H+wpvlJ/6eLev0Ar4N/YRYt8ZdWJ+Y/wBgTfN/28W9feVclT4j73J/91XqwooorI9sKKKKACiiigAooooA+B/2ooY1+OfiJ2l2OwtioHTi3iHNeQR6KNRuLpCWDKCx64Nes/tMLK3x/wDFXz7lZbZUQDO3/RYa8o/tObS9SEElwCJB9/juOlZtq5+fYpf7RO+3M/zINOW2XekYyVGGVuo+leY/HnQH/saO7jLr5TZHqK9L+xCK5EzyGPcThweDXN/EyxOqaDcs8rb1HCk8NWNaPNTaFhJclaLv1PCNH1z+2I11KeTzLmBhHLCw+9zkH8a+yvhLrWj+OPAaReHFm0zX7WWCGe3kuneAAsAZlRidpzwdvbPqK/P43E2lXszQjZIvVT9a9F+FvxMm0lpkiC+azHIzhiMc8181Th7OTfRn63TxKr01GXxL8T9W/AOoWlxoeoajcAaXbQzGymE0jPGvl/emDseAeeB7Vz/xD8SaJq3iCyuNOnfYy/ZpvssRLOm4ZfcBj0OM/wA6+S/hz8dNI1qzi8Pare6uLW4uRO0MMuYUlBBWRwOWXgZGegz1r6l8CWc/ijz7pjp+madBcQsJYXZgqAkBkLZ3K2Ohxya9hVFOKijlcHGXMzb8O+IprPT5bCOAXd6vmRRkEYSA45I/vbRg46VHp6SCP7dLctFpkUhXyoVMgJZxwenygL0NYXibXbOx1e7+xyx+XdTSR+ZCylflxl1fPBIHIqjZfFTw34Yle0vboCK3Qu9vLhxOx/kRuJqnJRdmwUXLZGt46+J2m6Lc/wDCI26sTetJO95HxJL8oKKqdlPA4POK8Qswbrx7fQNLBpt3qF4Yw32bBaNFONvHG44PHTFO8YfErw7ceOm1eO9mmW3jEcczD5YUH3EU5IYYJ5I4rxXxl8forrUtQ1a9vpI7q3O+K4JJYDI+UemeTmspTu7IpQ5Vdm7+1r8UNJjsdS0zTnZlt4ws188pdpZdoyiknoDkfia+ffgTama1kuZ+dzbi3fmvG/HnxBuvHWs7mZltRISqZJLc9T719CfAnTw2ituBXK8DHWvVwlPlld7s+Uzyr+5SR6RHHbQ3SlnDBh8rmr9vJB5ckKyBH7HHBqt9lO5FSFm5+ZcdBUm1YZGZ4S1uvU55Feqfn6T2PpD9gPj4uawCSW/sObt/08W9ffFfBn7BcizfF7V2RcJ/YU23nt9ot6+865KnxH32T/7qvVhRRRWR7gUUUUAFFFFABRRRQB+f/wC03dCx/aD8SPuCuxtccZ4+yRCvItQNvfahHIse5h95dvU5r1X9rB3b47eJFCMVH2XLr/D/AKNFXmMdu9tarI7n72FkyOaze5+fYlN16mv2n+ZIYfs7AzBpI9+BHjkVn6tpr31rcQMGeGRMjgZWteO1W4vi7ORMMMFZuDSTqLe4l2x5lYENGSSMe1LRs5fhPkH4oeEbjw/rTSAnbLnDdsVwMM32W6DKdki89cZr62+IXhKDxRp7skX71Oi45r5U8R+G7vTNaeKaJo1Q/KSK8atRdOT7H2mBxca0FG+qOi8LfE++8N28n2COO3uW+V58bn298Z6fhX0f4R+Jura34ajsItfvbG7ktgqpC4WKSM8Y47gFuo4BNfICo0Nwwfhz9012/wAOfFcmm6pb2kkhjccxu3QH0+hry69N2cqWj8up9ZhMTeahW1Xn0PftS+HOsX1xNHb+IY1+z7GkSe6KkmTJGM4B6ckdKq654P8AEPhnRNaN55MtzpQVpJPN3NPGXKB4x0YBlOSPb1rOa4k1qe61qfybWQ4VrfzOZBwMEE9Dg12mra/4is/ArC88JzxR2Vu1u7SpsSSBmQndkn+JQeKnB3qRSqq7XXz/AK/I9DF2pu9PRM8s8IeIGuby4g1aJWt2tWmjlXAKsvPT0I/WvB/jB4gefWnsrfZHBtDN5Z655wa7rxx4pm/tJrOOKC1jtxtzbuSrDHrx6mvJr7TTeXDyli8jtn617lNRpvU8GtVcnZlTwbon9sa1BEfu7hmvsrwT4bj03So4S4QBRtYHmvJ/gn8L83Ed/OrLjnaR1r6LRbe1bzIYn+UbTHs6V7dDa58Fm1f2s+SOyKhvGtFSIldwH38HpT2jWeQBDuDD5l28Gm3HlpA21ZHjkPzMRytP+07Wiwkiqv3Gz1rrufPtP7z6J/YOtDbfGPWeGRf7BmwhGMf6Rb19518K/sNzS3Pxl1aSVdjf2BMMZ6/6Rb8191Vy1PiPu8n/AN1XqwooorM9sKKKKACiiigAooooA/P39qrzrj43+KEgRVZPsxZmB+b/AEWE143qN5evGqiNRaqRldp4Nex/tXTXEvxw8R28W+MZtsSKP+nWLivJ7W3utRVvMaRJY1GF4w1T11PzrFrmxE7d3+ZFZ3V9DOQuJFkjG1ynK1qXjaiu1f4+ol2+1TR6ZKqwyRhmfkPHu7VHcNLCpGGliI5y/wB2l5Iws47mfCt2s8ckqgP0xgAN71wfxL+Go8TTSyRRgXDZyoxXocyy3EUaSKsY/wCWU27vWlBoUqywo9xF9qbDBvaolHmjaWxtCpKnJOnuj4Q8YeDb/wAO3xjmR25wD6VgRvLZ3ETqxWSNgRIDyMGvurxr4R0zxBceRIkYnjB3sE618r/FLwaNJ1WRrSJltQfm4ryqtF01fofW4TMFXahJWZ714X1XT/8AhGYb1IIdSu7rZ88gBZCRyST90cntmt3WPGdj/wAK/WCSQMbMgIkke5B87MD97j7xzlTnA/H5l0H4jT+HtBGnOHMf/LORDgkeh+hqC88bJqCXJmfl8sseeD/vCvFwuHnSqScdmfeVMTTr0Y3eqMzxBDCyyvEm1XZvx+bsO2K1Pht4Bk8QXSzSRsY0ORxWMt0uua1CtpbBF43L2J719K/D/T7jRrGB0sY0fHzBhxivdpR55+SPiMzxXslaO7Om8O6CNP0uILHyv3WFWrszrqCO1uwZhxg8GtBPEUsFvuRIjGTgqB0ovLy+maHdJGUb7hVeleqnY+LnJy1ZlXWjvJvIj8s9SpJwak/suf7DHMIAUXHybeR71Zu7i9uLj7PJcbZI+QwXipF1S8kt/MZ2Xb8uwL96tozMXFvU92/YW81vi1qxkHyjQ5gp24x/pFvxX3RXw9+w/Cw+LOrTb22SaJMTG3Y+fb19w0pO7PtcpVsKl5sKKKKk9kKKKKACiiigAooooA+Bv2qHZ/jJ4niPEe+1PmKfu/6LFXk7WCrDHLLLsdMhZFf72K9L/ak2/wDC/PFfzZXFqZIyPvf6LDXmEFwjWpZFMkG8gQlORWXVnweKSdeb83+Zbtpxv86N/LuCcbS2QeKryQv5UqxlN2cyBiTSRSKLV8I+eCHxytOSM3GcGRhnPmZHNLUyumWNyTaaqKu5FPdeVqlcGS32yG4ctjhgORViS6SFRnCOBx83Bqit1BfZVmWJwx3AnqKLCk0a/mJdaYDLG5m3f8fHGK89+InhOHXNPucxhZFThg33q73zyNNl+zhDaL96Mjn8KxryEzWDFT5kcinbtXJWlKKcbMKU+Wakj4o12zk0q+kjMYLKSNhrMU/uwVAbP3uOlehfE7R7ix1x5HyXY/IwXivPiksTFBkEn5vevAkuWTife0Z+0pxkei/CPQVvdaiLLuQtw+M85r63j0maGJbcheEBVwvtXzL8ELeZtQVkVvLz93OD9a+kJrhVlh3XjFWUBlL8ivVwyfKfKZlJSrWuQ2tkf3qhSjL/AAkDBq5Np8q2sdzDN8ythomI4qCGKEzSSNOGRfuHd/OnXH2Y2rs0qpcZBVgCQa7WeP0JZrRGYss3mIyZcluVNULOFLiRkNwNiH5Dup/2y3ijQjcJMEOFThqp2OoWbTzBEdN3BQL+tNCb18j6W/Yphih+K2q7m3XR0WXkZxt8+D/61fa1fEv7D0cifEvVC29lbRpdrN6efBxX21VI+yyr/dl6sKKKKZ64UUUUAFFFFABRRRQB+ff7UG3/AIX94oMy7Y/9GAkzjn7JDXkStJBqCPtCy5Gxd3ysKKKy6s+DxX8afq/zLrTTCa6jCRByp3RknH1qot9c2ums8MKhByyEHPvRRUo5rvcz7SR9QkBaIkYP8P3a1yVezeFYNrqcibaKKKrrYa2TLdvHNc2pE7NbNs45ADYrOin8mRtqfvOjKW4IPeiipTKklocH8Qvhvb+INNlktZFe5xuKk8rXi0nwf1eGWPfFmBj/AKwDNFFc1ShCVpdTqw2NrU04p6Ht/wAO/DNrodnCkpVL0Y2nb1ru7q403fEkqbLhTzhPvUUV0xioqyOKdSVSTlIlaOyXe8QkZHHzR7ahgvraOzmiNvJNF2J/hooqxW0uQT3wks1VbXEQPySl/wCdUrK3ZtQOUj81l4+bg0UUC5Vex9PfsUKi/EbUwuAw0iUMvP8Az2gr7Qooqo7H2WWf7uvVhRRRVHqhRRRQB//Z) | ASR 1076 x002 080701 Fibula af kobberlegering
Fragment af formodet korsformet fibula (del af hovedpladen og bøjlen). Største mål: 2,6 cm. |
![](data:image/jpeg;base64,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) | ASR 1076 x005 080701 Fibula af kobberlegering
Fragment af korsformet fibel, bestående af hovedpladen med bagudvendende knop, samt del af bøjlen.Største mål: 2,9 cm. |
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) | ASR 1077 x019 080701 Fibula af kobberlegering
Komplet fuglefibel. 5,3x2,2 cm, med bevaret nåleskede og -fæste. Flot ornamentik. Godt bevaret efter Ribeforhold. |
![](data:image/jpeg;base64,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) | ASR 11 x3072 080701 Fibula af kobberlegering
Større fragment af Urnesfibel, ca. 2 x 3 cm. Kons. Identisk (samme form) med spændet ASR1021x23, Type m. tværstreger før tre små kløer |
![](data:image/jpeg;base64,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) | ASR 11 x3260 080701 Fibula af kobberlegering
Cirkulær broche (Ø: 2,2 cm.) med dyreornamentik, Guds lam / Agnus Dei. Tydeligt nålefæste bagpå. Nålen mangler. |
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) | ASR 11 x3315 080701 Fibula af kobberlegering
Skiveformet, ret tung og massiv genstand. Med rester bagpå af nålefæste, øsken eller lignende. Der kan være tale om en knap, men evt. også et smykke m. spor af nålefæste bagpå. Belagt m. sølv/hvidmetal. diameter: 26 mm. |
![](data:image/jpeg;base64,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) | ASR 11 x4711 080701 Fibula af kobberlegering
Fragment af fuglefibula, ca. 2,5x2,5 cm. Kons. Synes at være ret komplet, men med meget nedbrudt overflade. |
![](data:image/jpeg;base64,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) | ASR 1200 x0052;08 080701 Fibula af kobberlegering
Fragment. Muligvis fra skiveformet, gennembrudt smykke. Guds lam/bagudvendt dyr? RX30. Største mål: 1,5 cm. |
![](data:image/jpeg;base64,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) | ASR 1200 x0791 080701 Fibula af kobberlegering
Skiveformet, cirkulær genstand, meget korroderet overflade. Med rester af nålefæste eller lignende på den ene side i form af to nitter. Broche?/fibel? Diameter: 2,1 cm. |
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) | ASR 1265 x001 080701 Fibula af kobberlegering
Cirkulær skivefibel med spor af forgyldning. Diameter ca. 25 mm. På forsiden svage spor efter ornamentikken, der antagelig hovedsaglig udgøres ef to større S-formede slyng. På bagsiden rester af ophæng, både som øsken og nålefæste + -skede. |
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) | ASR 1265 x002 080701 Fibula af kobberlegering
Cirkulært bronzesmykke, diameter ca. 25 mm. Ornamentikken er stort set bortkorroderet, der ses kun små, svage partier hist og her. Ligner evt. x1? På bagsiden spor efter ophæng, i form af især nålefæste, evt. også -skede og øsken? |
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sJYqDz3VSDzVb/hcXhy40m4lsNT+2sqkpC4Ksz84ByP84qlfaxErJXuYXx7+J0vh2xOk6VI0Fy6ZnuFOGRW6KPQkA/hjFfJd/4uksNQkE98bdNpJkLZZT3A9zwK634qa9MdWP2idX1C5kZpGZhhVP8AF9B0x2xivCdWuodR1hYYcvBGhzI3dsZLfTNdL9xabnPG83d7Hb/DbW5rjxvZ3MEE80dukmX3YO1sruJ9gTxXVfFma5XxdbxwuVis1CW9wmdwjAwmO/AAGO2Kp/Dixi03Q2vpNsks4yIxwUVOFDY69yfWrPxHtzDd3ixh1QTOmxgNwAbocd+taxinFpmMn+8Rzd98QrnQvEmsQwSfbZ5tkTzbQcyIRlgQeRkZHY5rY+F+tPeKEkYK8crBowQCM85/MmvJGQxak6AbmDbuvv8A/rrtPA97bWHidkG5kuE27VGSCDn/ABrjtbY76SUJWR9Y+F9QZPIiXfK0gJ5TICjHUmvRdJv5Giw6ttbjarHPP8q8a8G6hJJHHHsbYo4YmvUdOVZljbeMIVIRmwM5647/AI1su6HLezOts5osqu1pf4ffHrWvDPtUFAq8c4UZ4PbPrXP26lgyp3IG4nv1xWpb2+YwZG+bcMKTkNx1/PtWeoaWPR/g7Jn4laDluGM+FJ5/1Enb86Kh+Cpkj+KGkITgfvg21cAnyJP/AK35UUkTIzPGUcjeN/EIePCNf3A3Yyf9a3T8KzY4TAqnIiAOTkZyex/+tWp40uEbxtr3mxmONNQuNzbfvfvGGc/hWLJiYAIdg6jcMKcegx+OanSwO9x8e6R3UHGOuABwff8Az1qS1jPUbQqnHT9arySRrbnazeefusRxn+vBpFma0iKoVkdjtJAAbnv+VK2oX0JLy93YVPLwq4H5cVHbsdu9gWGMhMnnI5rPuNastOkSO6u7eNX4/eTKhwOcdc+vQVk618R/D/h6AST36S8Z2W5D/MDxj3p2fULrodfCrKkrPtEjEgndnv6D2ri/FPxc8JeE742+o67FBcocNFyw+hIH1GK8y+IH7S1jp+k3Vvooka/lQrFNKuBHnqTycnn9K+X/ABB4gi1TbK7vPcMCZvM/hbIAA9eefwquUjm7H23D8dPA9wpca/EoVscoxYY56Ed+tU9X/aK8Gwx+ba3ktxLkgRrCSzY6H0//AF18S2s8Rk3bFkcDpgfl+J4rds5P9FjkcKIwxzz83bmtVRT0uRKpbU+gNQ/aYu38wafoUfyNkS3UpZQOOSoAzz2zXmvjLx/q/i6ZDq11LfNK3yW6nbBnqG29BgZ56/nWfp/lzW8SY3PKMFFUAc4IOPXkH8qo31mYfs8kaBYSGIkc5CkYOPyx+RrqjSUUckqspuxO2k2NtarI8ixGQNgqpPAwf5+3RqljjGlM4khVXU/IVGBknjp+dakWlrL4PZvOaQzS7lQnPfnHpxnp6VzuqXgOpXib2Cl/MTjHHQD69DW0YRuYObehyXinUhNBdXTvnyV2RjkknJA/DJFcNoOnvI244V53ESMTx0J/wzXQeMN8WjzCMlZjKFkIOSo5z9M5pND0/wDe6bKF/dxR5IY7RubuDjtgdfWuWaXO2d8bqB6n4R0Jr5ZBA0MUVoiyvGCT5jBgqoD26k/h71zfjbW0kuL12JYeYwPBySTyT9Tz+JrprPXH8K6Na3CHyDIfkEZyz5J5YfQgeuDXC6lC91Zy3MuFM3mb1I568EjsCc1rHSN+5zR1lrscFfNH9sZogzHO3IGQB14/I10Pg2x+z65G6vv+TKksCRnGP0rJjkC2ZBUh412q3qxGP5Zrc8E3xhvoIpApV+FPHXsD+VebNHrUd9T6T8FWwjtVklkf5sA7RyO2OPrXqmmkJa/JGN2M53c15f4KlZo42K5JA6tXqGk3flLhkwo+7k8E+p4rXoKW9zpNPuHWRNw+Xpy2efXpWtGxZJUXaBgncT+QHFZMN2syj5EAUBfQ/lV6HczrtZgueBj/ADzUMS7noPwPjLfE3RJfnH+vADdP9Q9FS/BR/wDi5mjbtxz5wBb/AK4yUUImTuzN8dSRL401xVVnb7fcZJ7HzD0/P9KwCYtwyVMj9Rk8fj3/ACrW8bRxr428Qu0bE/2jc/Pjp+9asFl4bKBVZ8DuQPfn/PNSK465jWSLbKzEksSqvjHpz/hXnvjTx00Ng6aWkgyrHcoJLADgEDoOP1rtPFM/2CzERAVJAAS3UgKWP6A/nXlPiS4haY2kWYFyq7ioK4PGfb/9VaQj3OWrUa0R8/a9421eaQmR9kBcoINucAHBz79/wrl9R14HUPMkjMTh9yGM5/zmoPEWqyyXVyHYybW4GCBljnP4+lczd33nu6u4BXBAzj8PyraVolR95F/WNUa+uHKN5asqkr1zjHOfpj8qy7m8Vbho4pARH0lBHP0/Gs641ZLKzY/N5mCF49QRn9a5qMXF9JhcKM8msua+hso8p1v/AAk1vat8x3Adg39asw/EWaRPs8UW5ByW9B6fT/Gubj8OzSXATynYqcHYOD+JrsdH0uKF0+zWasVQLLbzMAXIPJweSMenrWkeYyk43Lum+NNRkbFrKv2jd8kiRljEuOT9ScCvR9JvNYvNNlEFje3NhYzeS806KgVz/CVJ46e/XHaszwhoPiHXIR/Y9pbwvG6pHOWBORghB/sjbnI5GK1V8P3GhLBFq2orem4nFubaGUiLLDJLdPY/XFbQ576XOWpyarS5u31w+h2S2RWN3i/eypCw5chQFT1GHGT65xnBxjatp/2NpZ76GRCYPkhjw2AV3DJz7n8MfSt7VPBdrpcUzXASCMWuY2DhDC4IKc9yQMcY64rm2vMWaMZHurCbMUM0zbvujGR+ddivszl03Rx1zpcmuSPb2+61SZSN05K7hgnH41J4bsWsZFtr2Fktw25ijDaB6A9gcD866G6SGHS4GXMs8bbJGbChcc7QO4x3rHup0ZVk85WDpg57Nn/9f4Vj7Nc12zr9pLlskN8Sah9ouSq42RJsRPRev0HQVy2u+IlFk6q5kkZmJlZySM8kf1+pNZev+IZWuFQOvy8nI4A9sVzN5fPKFX5pPlGSxrmqVt0jop0tFct/2oVmMmcjtWzobEmCR2ZTJLlEX73X7wP1/lWDbrIxIhTbnITnIA7gH8f1r0H4f+G2kvElmXznX7u7nb34HauGUlsehThKTuj3fwXfSjasTDJ9h6dq9W0VpI1Mrfezxlc/h3rzPwvYmMx5BQd8dD7V6dpCLDsx5g56tnH06VrfuTJa6HWWJ8y1LfebOTxgf5zirljBubJXbzkbRznnNVYY0hO/Yxyv31bcB06+laFqu5Sy/MQd3zcYpPsLToeh/AtT/wALO0nBfAMxOe/7lx+XT9KKPgjM5+KWiIeR++5x/wBMJO9FCM5bmX49k8zx1ry+W2ft9wMjjpK3PNYEbMxIUqjxn5t3QDv19vf0re8cTeX448RCIEn+0LnOcY/1jd/rWIwEcbuWTfgH5cYHfqf5+1JES2OO8e6h5M9rdXCMIUDKznHUjGOoxxj8q8f8QeKrOXTHu3uFghg+Qq4xvC5PXv3OK9x8QWMmqWN5BOg8mVSiHdyD2P1BFfJ/jazn0e6vdOvEdpCyxpbyALubJIO4jpgZ9wKunLo9zlq07vmWx5B4kvrW+vrySxaSJRJ8rSMCdvQAD1wPWsLczqzoQwGB83Jz6/X2rsPE+hvHpp/0ZYb232ofJ583ry3PJ5+8OOBXCtHIkYlHIU4IHH4UpO5007WIdYuEYeQYdyNyZVzkkdqs6HZo7BUwy+36VDfQttiL4BUbgOQMdOn+elWNNcW8QA+RWPJA5xVQfLK7KautDvtAs4pI1dpwCAV2seoPv9TXTWuj6U22OUpKSMiNQdx2r3b0I+XHvXm+n61DBcBY5ysn+r2NwASfp6V0Vh4gddRkKurbTnzGbtgYAPY4NdvtIvc4JQktmem+EG1SG6liskt41hVdnylSGKDav4AZ/wCBda6bT9HXTfCjLPAZJhMZnnnADtMzjIDHpjjHsa43RfGmmrfItupthL88sZ5UgKc4PpxnJ6Yro9S+IVovh8XP2b96I28iMMpXgEFm+bcQegzjv9a35otKzOGXNe1iLxQtrd6FbyvKbm7LvJBHMud+R825fcjj36e2V4ikjt/DelWs6fZ5JFkkkXGTEyg4UADHI2j2x7Vs6db7LY65qb2hnnV1WOF+I4xyBznBO1enXP4VxXiTUptSZp3/AHQVyYtwyFYgnC+5qZSUdV1Lp6tLsc/qN3dW+g2Ms48uGaaTy1djucFgO+MfdB59a5vXdUt7CxubeUFm+6mz7pIY5P8AT8Kt6jJHJDErITtA3OByxx1z69D+Fcp4qs1+0Kq72OxSxc+ozmuOpM9OnHozl5CWk2EF5WPVv89K9B8N/DwNHazyp9u85fOKrlQVHUAnpx39xXD2+mTEids+WT94DOK7vQ/El9a2L2ltgmWFo3kM/ReONv8AD279h6VFPl3kVUctomdLor6f4mhtHiFv+7V0XOSwIyCfTI5xXsPgfQxtRydxPXaMnBrxC3mu21d9QuCXmWQF+RnnI/kK+gvh7rFpcWsTq7AscD/e9K57XlzM9CEv3fLE9X8O6KTgDHy4+Ujp7mu40+F0+RoWdcfwcAe/WuX0OTf9w7+n3vWu509RbtG7hC23uP8A6/t+taW7GLk+pLDCVYO24DH3dp4HT861rWPYm5EdUIwAUPrz1P1qJAvmllKRxA9Tyc4q9MqyKmZHjUD+Ec9OnP8Ank1lZfMu7+R3XwTtxH8TdCf7m4TfKzZY/uH59qKb8EbhX+J+i4HLCbc2SxJED9T+tFVEykZPj5T/AMJj4h37fK+33H7vIGf3rHOfwrnlt1OBGqqDxhiR2xx7+31ro/HASbxd4jVlBH9pXOOgIYSt0/x9qwvs8KyPgShlG4TAfKcgjgn/AHc/iKFYllOaydJwFZjHjDADgnB7da8++Inw9g8a2qpIEhv7YkW9zjd2wUI9DkdO9enXDmMqoIIIygYnj39+36VmsZ2RGBVMt8oUYy3/AOoCs5WBJnxv4s8Ba94T1GYzWUb7gxSUxF4puvO7Iwy8EfyrxrxPo7215m3t3SGT5thHI/H8P1r9FdSs2mUx3P7xGONmAwYEksp/A/SvIfH3wZ0nXNOmn0/FncMd32d2wjEnOMfw9Qf0pc7T1BRXQ+LbqzYYeaZvmAxt5oSQBRGPmTru7/SvVvEfwb8WecSujTFIwd7KBuPXJAzyOO1eY3Wmy2EUjSKVwCNrDkEnnPoetbKUXsxWa3KP2ZJpG2uUd2yh9Se1Sx/bbBXQq20H5gPb+X/1qdb5ZT8gx378GtnSVkhUoj+YMhvLlycqCDt/PpVpX0E3bUoW+rNCCjM6hsKdnGRn1z0yBXQabqM11CtpEk10X48qPJLc5OfYAEfrWpHoccmqSLc2sLQEbo3ZTznkgEegxx713+i/D+wtdJi1SC0+wXSqUETEu8jg4OV7DG7t1Ax3IrlmtjCc49TlL7xFLcW8cUKC3SCEHy1OGYk4Zs555zXPXmvS3GsW/lzkswz+9YscnjGfXn16CtvUfDupfaL23hSUyh+Y2KqitIudvsQG6diT05FZ9xosVjo/mSQRJsdYf+PkO0j5Yl1AHC4UdfUfhVpMhciOWmmkvvPYsRbrkK+7HccfnVaH98pMm5WUbSOpauka+s2t7hY7SONY2baqjftdlADdenPv2qC80lCJZYkKIrNLt6DywQAcemT39RUOOtjoUtNjnrEzWN4rpLsj4/1illIPYj0rpbLxELdhFbw2yTzA27zzDdgMuCy89gPw/GsKNUupFBBCKckY5PvU03/EuvovJZN6yb42T5inPTnjjipTcSpRU9zUuNF8mPV7hr1Wjtz5av5ePPbJBxnnAIP412HwhvDPHIyIFxIpKqOCQoB/PFeZahdSTKYwjfKjAlf97ow+v867r4V25js0YNjdJ/h/hUSkrqx0UIvW59ReHb1bjaqsEYD5ioznjHNdrYrJMGZZnCrj5sDkflXnXhH9zbxyyszHg7SRzXpGm3B2hhGyn+Hcvy/l/X3q3ruD02Nm3s48qHnlPIYfN9f/AK/5VsQyo03lvLuPVeBn8Tnmsy3MkzKGXyiy7SvULnrzV+3jK/vDHvdhtLZ49Me9Z25RXuehfBby/wDhZ2iKu0YM+AB/0xk/+t3opPgnMG+KGkrtwcTY+XHHkvz06f1opxM5GX42/eeOteLRq6jUZwEPAz5rdT+VZMFysxZRtwBwemRnHHt0rW8ZQCPxt4hYeWG/tC5Y7l45lOP/ANdY8a7go2H5clscAenTpU6INWJNhmVXDqTxt/veg/CoJLdlJUbV3Hy+T936e9SoyhlGeTwCzZbp9akmJfcsgIKj5OAeR7+lG47WMq40tmwsjjDnbsPOF6AYHtWeuiRW6tDEQhZcnapGemG+pz3roJLdPl8yPcS23IIBU4xnGfpVOG2mt5n35m3JwrtkgAnABwc0koy1E+aOjOXvtGk8slcSIDgkDDA++fXHr2rlfFHwx0HxNHHJqWmW9zKrbuQVJPXnHUc9Dx0r1Z7NdrFjyFyC3Qf04qOSzttrO4IUnbt2g8ZAz+n61nKBcWfPPib4D6FqUJWHTUspQAge0TbjPYgYB9fwrxLxn8Ldb8ERTS/Z/tNizAxXKL0GerenH4fWvuubR9ylkD5JOcHucc/hmqV94dhmsyJIt7MpBD9CPT6H0ojeGqCVpaHwRpeoXNpaqI2mM0bF0+Y7Qcc4GR/kCrL+MZlkjCRqqx8MQxcuwJJJGOc5r6F8afs/2V+1xcaO39l3oy3lAZhbK5xjqPw44rxDxB4B1zwjHJFd6fJhvvXCJ5iH3DDpXT7Z2tc5/ZRfQyL7xPNdM87Fo0kJH7oAKOpHUZznHU9q5q/1P7U8rMGldgw/eA4UkdR79RV28jkZcZGSRlfT0AHrisfVAtrJEAWAU468eo/x/Gnzt6MXIlsc1puvS6bdTmMbt4KbGPbPH16V0mn6ydSgaF2VXdvmO3LHgDH09v8ACuM1OL7PdMwXbzwBVjSNSmjnUKw3ORnceB05/wD1elEZMuUUdBdwvC0TwIIyzMBuIwuDjB9/84plnazySrPLERbrhx+ZGffnNa+k3ltdmGK/llezkfbL5cgDHLAnA78gE/T1rtPFHw+tNH8Pf23caxFcF4jLEkcQG75dwHB4JJH4t+NZuaUlF9RbLU8u1O5ktrggRtDKy8hvfJ6/jXpvw+jCadbYHzbd5Udwea8imWWe5dH3NMT1fP8AWvdPAVmVhsmzvKxIPlHHSlu0d1FcqZ7V4TT5YQCSD2HOK9DtWYqVVyrA429STj/PeuR8M27LChI/Suz02FVQMjFs/Mdn/wBatntYwe9zcsrphEqiIzvxncAPTPtWhtkuAoM3kcEkKBuPYc9O361Ut4zMflwqYAznjnk1oQsq46qccNz7gdvpWd2LRHb/AALDD4m6Mx3yM3nBmcDoIJMYwKKd8DyF+KGjpghj57HGMf6mTn8aKIky3KXi7bb+OPETtLuB1C4IC9v3rdawlkSZHQrkgZLFjg8nJ469K2PHaeX4x8ReXHskbUbg9Ov7xj1rCjk25KqQ5wGKjd39ge2KkfUtQqcF4lxhRjkDb7fXGfyqDySTJIzF8jC87lU5GCB36/yp1xcPGAQpjjUYPcgH8encn2qtDeS+YqHbzzuxy2M9+vQClzIfK2WvIk86Rtmxl4BAxxnJNTJHGkjEs3J53H+XP86hjX90jovUE/N17cf0/Cnx/wCt3Oiq4+UD9D/nrSuNRIpY4riZnyzPgIDxjj0HQ1JHGrZ3H/VgDHAySM/0NLDKNhCIiFidrbSCe5xmnr5sK7ppZEXB7Z4x/wDrpi8h0UBkjcgMwPIJOQ2D6+vFQeX51xgbTxtHGeMcEH6f0qWSUGEAN5h4DcHr7daHYxwRAK7Ffm252j2zT0ug1sUbrTUuVZpYwHjkzhT788Yx/k1Q1HRY5t4MG0yDoeSQQOf1NdBDM6xl0CljwOcDpggcc8mopI5PMIkB+Y/NtPIx07cdqbSJVzyrW/hPpWuuou9OhkkYfe8lQxIHByB9K8d+IH7NNtBay3+lK3mJl2s3+ZWUHkDnOQMHHf8ACvrv7L5ibWB2EBhg8g9h7AHms2/0tTbx7FDMMncB8pPr/n/CsZQtqjWMr6M/LXxd4fl011iZfnjYq2AfwNYGlwqNTt0YhFdwrOxIAB4r6t+PHwN1abUL7VdBtPtdpLKzvbxAedEc/MCPyOB69uM+HWvwj8Q3uoXCto99aopIXzYinfpzj9KtVIrVslU5S0SMuxsY76222nm3FyGG2NEx2JJJ+i9Per9nJJG1vHOrSoJPnViThunT8vyFehaT4V8X6fCkFlZi0MeHEkcYyWB+9n17fjVnxD8Oda1K6gkj0Y+YSTLskH7xwPmPIHU4q5zg+pnGFTZo8q166TVtb82MIXwsaRxrwTtGffqcCvdfhzp+3YdjMMAdP69q5Lw78D9eGo/bNRjECoR5aj5wM9zjpXu3gjwJPp6qMeYT03Dj6/Tms4yjzabHZGEoU9XudJ4ctZI4wdgBPvz+Fdla7YlJ/wBUuMFecGqmm6C6LG5cK46EVuWtlPEw/eAKPvMSdx9fT2ra9zne2hYtZDLCuN27OPu4/wA+tWo1DM+4PIQAeOw6ZNSR52MPMUKPVT0qRY2jG9vmYjjnjOcf5+lS+4b6HbfBRWPxK0Rt/wAn775OOvkSf55oqb4NBP8AhZOiNg7z52ecceTJ279P1opoiRieNtsfjbX45DuX7fctgHrmVuOlYzNAtvK4bhidqKM4b3//AF1o+PFmXxvr+DGrNqFwBt9PNY8/XPNZzKtusbF12thSxOBnFTqx7WGxlGZZdoQPwAzYJHoB0p0l4PMLL5YPOV6lj3I9uf0qDUNP+3BEe4aPa6uzwdwGU4PscYPrzzVpfLZdyFvmJjHbIHQ4/L86FoG6GTI/yDY2zJyuTznpn69aFYbMSBiw5XGc/pyKVZFk3tkynJ5YVGWeOUqkqktwN2cg4PHt/wDXqXuVsNk3LIibmDZ6MMgc9x71Z2KqgFWdR1bOMD09qhYpDy4G5jlmBALDOAP0q0uVUnYY0XkKOeQPWqQnYeViXbiEeY39zkHP/wCr9KikZVhJbOF6/TPQe/Jplwru2d2FJACgHJ49qYrvcTra+WRGR0x1Gf8A61Q77FLYVLh5OIiI5geFU/w9fw4P61a3S+WGZ2I288jdnrz279P8KTajKTIqqfmLBR1AHTPX0pIinD4GM4yDnBx6fj+tVqToRwwhSN3mIRgsWU+v+NQXEjSSDc8gCxlNpJG49fx4/Dmra3Druwdrnhfm5HFVW2AYMmSpyRn/AD6UpaIuOpR/s+KVcOjeWyghWI+Xkdh+NZA0G2vbxw0QU4LAYwevf8810VnMsm7dFLGsZ48sgkj1/HAot2eK4ciMh9u4M2Cc+g98Z/IVCUb3K1tZGTJ4XtI4yI4uWPzHbzwfzqhN4dDHCxqrchuMtj2/I811sMcssiy4AVTjauCTxzz7UkggKhlAwzbfUsMZ/H/69W1chS5TnF0O3WEuY1QqpCKOwHFEOhmNjJCVAYHcvQdeSPSuj+ywMwUIxOPw9z/n0qvNsS5Mf+s28MXb+H1qeXlLUm9jNt1G4/vgHJwVA54zwMe9WSuxSATkdGYY+tXkWMwy+Ww39Aqr3qssIikClHlLZTPYimr9QY24kkxm3YdM467h/KobiznjtBLbywvcsRlppCqhc8kAEZOP51oRvJHIx8lQB0PPGAPSmsxkYNK4YbsbScY4xk0db3Jvskdl8FJo2+JejCJDljMzNjGB5D8dOeaKn+DKeX8SNFKjbuE272/cycUVpHYie5z3joqvjjXFBfd/aVweBgD963f8qw3aIeSspby26MeAoGMdv510HjWdZPHPiBA23/T7gN7/AL0j09qwZ7uG6Z13DzFPDHgcA5OPrml8xeqEhVcqHLBmGRHtyc56Y7GnSTQRqOCo6epOOfy/wpnnqoCqCHLbuF/ln/PNScMvmLBnacbmx14odgVwmwIiBGzqQPug4B54psbW9qzm43lyMBcD5T6n17UkMVxNEuAhXJIwOvueatmNGjYdSwGWxjp2oSe6C/QbHiGLBCPKW+VR/PP0pl1dxxnzGlzlhztwOtSMoIBkfyQyc9FHbC/if51UmhDKRI+VYZxgeuPWpbfQpRT1Jf7URlWUbfm+UKoOenSnxSvHHuKSI2OQoHvyTUHlhGjKjaoPDKvA55/z9adIUk7lnYfxg/ifoc0a7hpaxH9oDdCxIXcAqngdgf8APrU8EksrbNiqqnCux6DHX+VM3JHIZJGMhHG1F5Ax/wDW/lU7Wq7vM2MjHorsBz+Ao1DQiZpEG9jG7LwFHJ+maFULC5eUZYgvzgj2+tO3DoVcnGAq8d/WpfnkxHFH98gBuvb6e360WKuUYoo7cM4bfztAUk4P17+/40+EyxjzDHsYckFRnPOc8euKkkjLPtRCF7MOwzzj8MU751k+ZthAwGA59h9KnRDu2SJ5k7FMN5m3k88D8ePX61DDGYpG89thByDgDPHbn3FPt2LMPnfap+ZsdSP681G7pGCxUs3Cjcu4g447cU79RW6Dz9lmy6KJLjggqfvfh+VRtausyPIu5EAzwQOfbH1706305PLwSBJkkgMfX69OvHtT5vJh3lV3kdCc+o9OKHruCbWw3zwIHEA2lj95QeeMVWS48s/KArKOZFOc9v8AP1pZmlhVcoQTxwMDr9fQ1G1qLrY0q7o4znDEcHGf8/WpevwlWsveJ5pjMfLBWNmAwyt+n51GVZcujtNu4Kr2wO+ffFTMsTQxsF8w5AYlvfjFRyRPxGJ/KRlwdq8A4PP+fai1kHqd78FnLfEXRlIIdRMT0H/LGTnFFVPgeqx/EzRVSRpc+dliPSCTn60VtF3RjJWZjeOVI8ZeI/s7fvf7RuMlh/01bjNYc7CMBG8sOB93aF+nHNFFS9FctLcf5jeUSqlnYBSQcc+x9OgqSNVVicbdoXcwbIAP+f8A9VFFV0uZ26D/ADpPLKouQ4yVyD29aWTfFHIjSKwHJK4XuBmiikm7FWVxDbiTJkbdgliN33fc9+tNaFZGYRlpGHf2/wAaKKLK43J2uN8qR2DGBQcjlj/KnLbvbTTyn99AxAjjUAbcDnJ788/hRRSeiEtXqPixDMylSqgZ6f1/z2qwkh2gCDDKMKWHXHTNFFHkD7kUKsyuzbFAHyljwOeoA9/5UyWTlkDOFAwCFxu9+KKKiT0uaRWpX87bdRAOwUOoXKkDGRn68elWfm+eZQ/ljJJYAd+xNFFEfe0ZUrpXRViYpMbciS5+VnXdjAGeuPyFWsGOQBTjB3dMYFFFKxLelxhjd5FUy5VOWYc5bP8AjzTZY3mkG1iy4+X5ec9j/wDXoopMfmBjHkxqRyV4OCeo7k4qpNG0cyM8saFwWbcM8DHpxzzRRV20BbpEqSfvVZDtGdobofr1pImkVY87gDwGk6fl3oooXQUj0H4OQuvxM0VjEQu2UB8HH+pk6H/PWiiitYmMtz//2Q==) | ASR 1265 x007 080701 Fibula af kobberlegering
Fragment af formodet smykke med karvsnit-lignende ornamentik. Største mål ca. 20x18 mm. I den brede ende er bevaret dele af en lille gennembrydning. |
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) | ASR 1265 x012 080701 Fibula af kobberlegering
Cirkulært emaljespænde med korsformet motiv. Enkelte rester af grønlig emalje i den centrale del. Bevaret diameter 24 mm, men hele kanten er bort-korroderet, så opr. har stykket været en smule større. På bagsiden ses svage spor efter fæste.
Type Frauenhofen |
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+8Mf7Nafgnz4UlmvpsjHRv4R0A/z61pXElv9qe4Tbc3B+UvwF4HRc1EpJSMVG55Pe6DJbzDVpn2202XaJxkbhwM+n5VIl3YWtnc6YkkSPcphpch2ZyuTwO4I6nvW74wsbbXrc2hu7mC8dS0cURBBIHcY6Z4614/NoNxZ3paK8mnnDM2YWDSbxwAVJHX2zWfP5G8YdWzo4VsbC6gt3nMt248xVUjOc5bgkHOM/lTbXxhbNf3djp6xo6tgpLIOfoVyMe1cPcWNvrE1xey6pLON2TOkJzJnGepznB/T6Vn6X4dtptSlt4JblW804ugw2pzjkevOOuOOtP2ko9Db2MZbvU7yzuNTs9Qme1tlkaNZZ98jgjbtBJwRzjkAD3rh9akjuLW8nkcmWdt7S55Ysecj8+nrTB4u1Lw/OsF5ELiIk7GJxuXleD74NQ33ii11DSruz0xDbvKFP3csMZJXPXk0c6lsaKDic1fas808SRZxCixoAdpzngH15FQazq2rXEKC7vZJ4SqkRbyQAD0I9jWWrNH+9kyJFfleavrH9qby1k3F84BPTAzWPM5Kx08qiz1X4V+PI7K3axuneKynKncvPlseD+HHWvXra9s1mR7dVlQ8qVbP4188+FI7bT7MyTOqCP5Sh+Z5MkYwOPX6cV6BpLPqDWs1pdRxuGwsMjBcqDk/mKw9m7M6lWSaR7DBq0sTiR1Zw2eTwB6ZrZstQZl3ONhx0A9e+a80h1WeF0icSYH3lYZGa6Gz1Z1bckbgf8ATTgD6DNStNDfSSumei21wkMIO1nmY8bjVv8AtZm2hTswfvAdfwrhtP1J7oKXY475GM1v2spiAI53cDH86v0M2dGt1GwYZxt+bkZorPhvJNyAKr8chhRSDQ7W3CyoRDGQc/ePOPaqGssthYyTFdxjORAHGT7n/ParCSfZ4nZWJ+XtwD7/AEqpfWiXVvNFNGMOmMMRnBNZy7IzW1zzXWviBoKgzXt2sLRhXXdJgSE7j04wfb+deH+OfjZHqV39m0RWihUHM0gHzZPIUH7vGMfjxWv8cvBd1ockT7PNtGclJ1Tayr0KEDg9c/jXikujusuSdwIHPOQfSiDstDlnG7bkR3V5ezSRSXlzIYo0YIC3AyckfUk81JpdhJJGtxkrFnAXPb1pkOnlspt4I6kZFdJolmzTxQODIBgYbkVvD3nqYyfKtDc8M27sqNHaMccmQ8rnvmvU/D2ntFpouLp9iKOWTONoJO0cck4rm7S8ivLy30a0jCqu3e0YIDHPOa9pm0uJdOjtzEqpbomMAfKR1wPwB49a7JVFGOhwOLlLUyruO+u7QJAnlIXHlxkAfKeNxI7ge9Y/imO9trdI47worgRwwW3Msr4IJJzhRlScn061rNqbKVYjyY0Ta3fHtnvyK878bag0Id2uFivJcr5Zkx5a8jdjOM5J/KuWnK8veVzZx00djn9e1d47rTbeOP7SFUrNez5J427k3AfN6e3pVOfSdQ/4R2K3uoo7QCQsSxIZhnO0DGeeK4/w/b6tcSLcm7mmWC4KrDGrNvLHBYLg9MA5J5xWj4qj1jUr6aO7luk06KUb5LjjcxJ27QvqAPfk10uel0ilHVJsh126eTUI9GtXEbqAGGwKkecAjoO+ank0SWbxA8dm/nSwH98WkVR8rAeuCeO+ehpl/pSx3ETRWclxIiBndDjA3BQST3J4GfQ4rp9H0SXSml1W9tXs5fMDyzPMSjR5LMT3Jz39R6ml7RPdGitHZnGeLpJdPZYfKaG5kYMYlIaJmUkE4xgZHbHUmuTum8zVkntLcQhgxmhBAAIOM47dR+Oe1dJ4+vri11a185o2E0QMHlBcqvXkZyM++Me/bjdrWsMcsG6V2AX5h94EZI/AgVzTlr7p2U0uW0tzRl02Lc9xcIxWQndjqD1DHt7U+10BZ2Dqdqbshscj6VHa6mFV0kUNGqZbcfm6Zx+Gc/nU0OoSWsmLMiSDIwWOQM/0q4+8Ka5djaj037LJHOZCzZ7DnB9q6bS0WSEugdUT5QSvBrz9vE1zDMI2jTzckNx1IPFdVomsXVxpsJ7s4Xbjr7V205QvY8+rGajqdHJcT3Syw28shjU5ADEANkZ4rb0HxHLCqwXrMpTgSZznA7mvNv8AhIp9NtnkKLFuYhGL88dSR+FRx+Pom0m/tgks1y7I8T8fJjq+c8duPQnpXPVjGS5k7M66E5U3a10fQMOoLPjzHLJgEeXzW7b342oPO3SLyF3YxXz34D+JEl5fJpt4zRjGEJPzBs8Z+uRXq9jdN5g2R/8AAs/zrijK+2563LzJPoek2OptIsaruHYlun0ornNLmkX5gSD6nNFaLzMZaPQ9qvIztKEhv4cKc8dulQy2zfZCVcoykHBHzdeBVi1x9oLBvLA6kjJ79OetVJJdkh2xthmy8knA6nFY6XId7aGJ4w0FPE+itaSEttByzgcE8Zx6A18z678NL6PxFLZxkSQhd8ZVcKADgjHr0/Kvqm8uGhtEBB2uwQsDzzkkj6YNcHHoFqbi9lllbzt3G7IMag8dutXCm3eS2OOtUUWl1PAtY8BP4ftlu79kt42JCIzfM/0HWqujww28wZ544vusrZ65HC9Oue9dT8SPD+sTeIGkvZnu02gQyuf4McACs/QbWxjkMeorJ5TDazRoGLAEEAjj8/etYxuzmlKy3Ok+FegzyeIZrqfIP32B5GTjGD37j8K9dvJW8l4wJHVmBcgYHJ6fka4P4efYbW9kjsDPFAiAKtwRuZjn3OOM/ia3tRuJVmWF/NgMh3N5g3BABnJUHHp19/wKj1SMo63ZH4m1JdK0e9vpY43vIY5GjEZGdwHGB3Occ+9fJniq+vb/AMTafMThRArzNKxYysXO/I+pPy+gr2D40eOofDsP9nrIXkeAeU6OAyqWbJxjjIyB6e3WuF8K6ZeNeHXpo/LsjlI5JiHfawOCc5wSenpkdaumjf4Y3LnhebUbdbm+iumggjwIhbqsePlUHIJPQtwfX61jap5un6xZQR3s+rQTpHcyyXCEIuQAo5POBuH4e9d3c3g8O6Fa2EJ2XU4LyJACxhHyhQe+cYyfxrnLXR7uw0tZoJZI7Pymlkd1BZV/ux5544X8veuiS1Mo2d2aWh3Uery2MUlokolmMDm2OWx83QA+3U881v8AjzxvpdrNHp1kWHlj7NNBJu45I28jGGznIOeBVDwilt4b8Nrc/Z3u7u6YKfupHExBbdnr/EBgelafjLwOmoS2CPeoovHaOSF4tuXVceYO+NwHf0qb9Eiet2cTfahp/ie+utR1qKOCylPkQRIp3yMVADA46LjPTP41wuq6bDerIsL+VFbkRbkGNxyfmPvz/SvbPGHhXStBsrOBLzzLmGNVaRlO8EkjJx0x1614PJqiW2qXFraEzQxgqXkUhpHU5yR2PWsakbRTOzDyTbQ660W4h08+W6sI1Zi/8RG3JB9uP0qrZahNY6YJYBh13I+4ZXByP5Gtq6uJnVoIyskbq2ZW+UgsuCKxNP2rpMkTHPO4fUjP9Kxg7OyOucXKNyHT7cXl1vmkKAru3nnLDnH4njPvXQ/2w+kxm1jiWRonGdzcDHPJHbtXPSMu5mAZGJ4CnIwO351Na38arLDIjPHIwL4I4XPIHvit1KyscklzPyFmZbryoIWzDGMu+SVAyefxxWT5xj3qXaNCeIx1I96vap4he8jkjs4o7G3c4dIxgyY6bjVfQrLz7gSTDKKenrXLUqKPU7aNKU3sdR8P/Da6hfJfXmfJhYFE9SOn4V7ro10PMBY8EdM1554dST92EUqvb0x7V3ml27SZyTsHB4qYbXO5rlVjs7G4dsqWLJxjvRSaevl/InI4z0z9aK3v3OZpXPfvLEUmFGcjG3bzntzVS6jRGPmfKsY3sM9fYVKkgeQqu5m3HLMflqvfASSQwodyg/Pnk9eTXPcnqchrmpJNqpBZQLcAJE3JbdyWIHYDgfjXLDWT9uuBI2EdztZeRj3+oFXvGGqWum3s5MWJN4R5Yzu+XsOO/wBK4m31FLS8LM++SSLcjmP5FAz8h9/f3r0qMoKB4WIjOVRln4gWrkQJFKVg7Q45TvjNecSqVuAqqUPXn1rRm8Uf2rNPdhmFsj7FVvXkdfw6ehqKz1mxmvnaV41RRj5m755puMXszP3op3NbwXcFLlo2dlMgIHHGVOfX8a6y91Y3Glz2rILm4I+ZUkyDxzkflxnv2rzm38SL9ovLm3cbI7gBFxkbe5rtY7oW9nIbZFeadSZJed+w5wAfTaQPwNcdQ6KfmeXeKvDB8W3y3d4I7axUxzyyQpuz94MD36AcdMkmk0G1vdUt5ktmtxDG6TR749qAb1UAD6Y69cCu4t7C5jjmsbto2mvQJYoyejLyCT0x1/KuTOkDwjrU1h/am2wu2VYZFJCws7A88cEbcDt3rWnroaS2v2NLx0I/Dd1omm6cM3V1I0ctxkEKCoLHaT2ypBz0rh77ULm/t5LM6tFJaRfMZI1ODkEkDnqOuK7S91fw8NEvY5JJGupCULTHzGkK5+Zc9P4Rn07V4v8A2LPLdPBZXpu4rhWByp2buQM56dq153H3WRCHNtoezfDfXk1G4tLe7jju1RHmj8w5V9owOP6d+K6iTS7mXSdI1bXLlr+9WSWRfJTcB5gULz2AwcV5joPhnUvCF4k09pJDdMPLUGT92qkAcHtzjr6133iTxbdaTHp1hpi2i/YbZMM757lcD0ADcE9STRF82qColexy3xK8YSXt5pVk9pcWFrOFE00ikSuzE5+UfXp7mvMdVj+y32lpFGHkEe55ImDMSS3Xjr9M9q9J1zxh/wAJNrzrcack4hGwQQR7mcjbuIA6cADk8815tJrn9qaqjRiSKCLcsSs3+rQM3JHbknr71NRuzuzWjHla0H3115LeftLxKMhSPY4/CsS3ysDknccYP4f/AFzUmpXQnSLaxKlt7frx9arCbyWRmTeoG0LnGSSMmuKG56UrWGR5meRQ+08kBu/fH5VBskuMxof95umK2fs8b4lVcKyls+vTIH508aabcq6ZAkOQWHH51vJO1zmT1K2n6CNqlvmLAkcjtWlp9uI5l2jnOGFWYkO4ASbSoyNw4zj/AOvVjS1NxcGJkKuvXn73vXHVp7NHpYeortM7rwypcjrx0rv9JsWhUMJHcdfLbp+dcX4btVUruBXnpXpWlpGqrjk9cDmtIx0uy5y1sjc0m3KlW2KD6Cir2nbV3HYQvcmitrvoYNa6nq8sW1WZR5aHjLMOeetQWNmy+a0sny4bDNwT6YpZ7x93lRfvXDZ+Tgf/AF6S4yN7eQzE8FyckDrmsI8u6MpXscP8QktrDQdQuBbIyw281wuQPvKhIJ98ivmiTxbfXjWCR3DRQhD5km4ggDJbAz1xkfjX1TrtouqWktsQxadGUiQAqNwIPy+mK+PdU8Nvpuvf2fq6eXeRyMvluxAIONpA44Paqpys+Uwq01a7JtV1u7j8M3wgt2trOa4jXdjI4XIG71O4E1zkaS/uDgruIYqzAMRjOfatnxdcWscNjprPs8vdK6l+DIeR8vYEZH4CuZbxFNebj5cO4ZQMEweRirk31MOXRaHVLdNBagK5RpE3SIvXOOmfpXpHhDWbW60q2mvyrNaIxaNR8zgcqOBnufzNeNWbTaioePMSwgK0jt98jPQV26vBpOkx31nc+cPkSeNlwVYgg4PuR0pqV1ZmMo2aZ3Ora7YSXDSRmSC6G2KSGFcsrEsec+47etcF8aLh7yGxaK6W2ZWZ2cgFHkXgDJ6H7/50RSXGoXC3cM/msAu9GOCwyDj3HFXLiVNQsTYXEUd1bxujvFJnJ5IzzxuAOcj096lScdDZWvc5Pwpar4g0+7n1GTdKv+ruFONzAjIHB6fTsa3PC9np1hqWkCF2MSbr2ZEwWYrwC3PXB+nPtVHVPC8mi2q3egzvFdtybW42hnUngofXJYEHnpXKaJZ6nZSJeWTTWtzvImWRSEwTgDJHOc1spx6i5JNO2x7fr8N/qGiwy3epSZu3k3MsOJWK4Hf7qjAHA7fhXOR/D/UtJvn1C+fzY1kBkWVyX2qvQHPZcnt/KsPUvHevR6xZ3T2fmWVum2OBipOcD5jyTnvj/CsPxB8SPEesxzQvd/ZomjxJ+8BZs8N24+8eg9PSr5oLVszVOpokib4lSW1ndm50W5YXH3ZRDIQGJ4UDnk85/E1xMX+g2rwxopkZcSPjNMmed7iS5uJWlkkY5lI7+1VvMabPzFj3965Jz5tEd9OmoK7BWRfvc8/rTo/MuLoSTLiOPhU+nbNV1+VgVyCDzk5q1lynl7+GOdvpWkFbQmcm2bGirJLJtPzIS7FExxnHH04rRkkk1i8YrGsUUeI0hUZCDPAxke5zU1rts/CsOVjS9WUqVyNzA9yPTGKTRL1rG3aKGBJbuaZW2tjPuMH8fzNbtq1mcv2rojNq88jRMyssMnLgcv24Hrk1PqkJ0O9YnHmxKpPz+oBwffmp7iSF5lvbsrJNuJWCPkAAd8fQVhf2j/amuBWiHmyNvdVOVLdc/wA655z93Y7acW5pXPVvD0nmbOWzwfevQ9Hm8liOAF5HvXnPh2GeQoPu7uuDXqOi2LLs4V1HOScmiL0OyorHSadG07hg20HrjmitC08uNU2hnJ6ADAoqrxRlaT2Z6LbRtHJIY1VWfGW/iGe9MuLcbWJbzDk7Rn271I0J3n5VDEA/KTnrnrUNntvLueFA2+3wrEqQq59CeD+FYJaWIb1KVxbNIxLMihRgDoeBzXO+KPCOieMLNre7svtJThZVG1oiR1DdQa66W33SkElweBtbgU82scLHcRHG/GF4+b1NS48wXtqfIni39l3VbKSWfTr9b87iSsx2ycYxzzn9K8+b4b6joktxHqUDWrKm5GblW+hFfc9/axrC+1PNMnORweB61zGreGY9c0+5idPPZhkELwuOg+tRrHrcUkn0sfKNlZwrB5SDtkhf4RVaWHeXVIw656sMHjpXvdx8ONEmtZJpNTsojHklWTDAnkjH4V5hrGnwQ3sywssse5sSrxx2wK6VF9Ty3JdGccrzRSIDcfZ3U5EpB4HuBVqy8UytIRdQLM4OVmjHI9+aZLp0+oTRJZhXLMEY5+6x6KT61D/Yl3a6c95KqokZbJz2Bxn8aetrMFvc0brVJftDPE3nMVAXccY7jB+vasM3M0Pl29wpKK4fyww3DA+vrWXNrCzSLbRqytvyzKeo9Kv+H7SR7S6uimEyEDtli+T90VHKdCk7XILgXE90fkkA5YBXyeucis640+5H76ODcMnlsY6g4rpVjeRZpnghjMSghj1POMAdKxnt7qdpIYgI8jO5nI/IUuVdSlUZg3NvNFkzRSO+OM9Kz1kaOQkjlsceldIdDkZh507NjOcfWmTaGZIyy7RtHDdz9PWnsXGdyg0cXkAx4DD7xJ6GqlnIJGkZmOcnBFWNc0e40spksgk4xnkcDrVC3Vli2L8z57dTRKRcIN7GrbrKsi7Xyrc9a09Nvn/tRppVEjryN/zde38qn0PwveXyICDjP8Nd3pHw1Vly8XP94dTUc2ljdUXfU4O+vblJmazG9JUMYwPujOTipvCvhG4WdrmSPLE4VT1969q0P4dJDIEaJV4wcjvXWWPw/iVUkEGSvPoKjWZvFRpO/U4nwvpLx7AwZQeoxXp2kacFt8Nu9OK0tH8MxW+1miAGeFYZrfi0t23bI0298jpWsXpoKbTZW0uy8vaNzbRwKK27fT1VVZgrvjcFTgUVV2Zux0620MLBxl2X+InrU0kMU0fBJeRug5zUarHtIUsQwwe5OT9Ka3mKqCM7SeDuxxz79ajRoi1hJLc+SgKsJEPC59M4PFSWsMN0xMzYOMgZprj94rySs+eB3B9/pUTW3mRnkFs7jtHT2pc1ilG5HcRoYZlRcDdgN7Vn36/u8xnEBwOSByO4/KtGGFGXBRkDcgA4wMdaJLeylchYS7qpJMgwo+g9KV+bQlq2589+OIWsdWuESTfE0fmnZz1zkfpWFcWaab4flE0Co8itKWZd+1QQNqn13ZzXqvxV8NtLp41OGMg28e11QYyhJOfw/wAa8f8AGXiSS60OK0t7aNLZIdj4+Z2PBLMcdzW1Nrld90eXVg4T02Zx1q1xp+lsgwYsvKecK5yxUhu44PTvXnnirxBLeyyO5ChmyI14VfYD0rQ8SeIp5o44GmYxQRiONDxtUdB/OuIuLr7XOWJy2fShy6GkI3dy/pdwYfmTcJHBBPsa7jQ5t2mvEVBXjDnqNo6CuP0+NISBNuk4BCRj5gcf0rWtdLvZlVLdZ8HquKlVFsbypSlayOtht4nDksM4wMc8+tDQpuLuctkKcjsKj0zRb+NZBJCxZo/lLA8MM46f/qqW4sZoVEM9wsd2VUlXHJ3en0/pT5kYunJGeukXOpSOltGQTgg9hkmnWqrpNkXcvLdDnlcjgdP1rb+0NpccEcl0Ig7qu1Ou1cAHPfvXN+Ir55DdW9uFkt4pSscoJA27j8+PfA60balxTeiMjXZBeQTiUs0zDzDzli3QfSl8A6Et/cQtKOSx7VTtllu9QMcIL7sDKjA+te1/DvwE8KxTS9/mPvUaSkehTi4JtnVeFfC0UMIYRDb16cmu5s9BQZK5T5cEYGBVrSbEwquMeWuB04+ldPaw27R8MmfRRkituVEOTMe30dIWVzEGOO+Qa17XT/urIpG7+EdK0BZySKRv2g9PkJNSrbv5/wB3CscZ57Vh8OpXxLXcSO1ELMr556Dr9akjYKmdm3nCnqSKtXEJhjABPyjlVH86S2s5PMG6UCJ14yOR9earXoLQjkhaJllLtk/w4oq3sWSYAlpQv3iOBRSd76D+Zek2W/7uNsbeQxHNQLIGnRj2zjg9O/60iusjBQzO6nq3HHrUrGRYxksjscYJ47c0idRRcM2SYWPOCfpzVB5JjIR5MqCQ8YOBjPWtKS6VIkbzM7j2PPNV5t7qFRVJQbixOeevJp2BMW3xBcHchZPLIC7s/jUaxEwyM457bvTNJ/rjlmVD0dlJx+FElwskmFCsMEbfT0pag7GZqFtHc288LruhIZHVgSMHHFeB/Er4O3cGlzT+H3ZAwLSQ7iC/TI9f/wBVfRkMcl3hyy7VwNrDAI96hj0tfn8xi7buMDjHtWbi91uKylo9j80Ndtb/AM5xJbzBg3ljPPTtWtoHw8vb63hneCRfNOV+U9PWvvXUPA+lRNcTraW+9iTgRL8xPQ9KozeD4FlQCBV7njOee1Zvnno9DaEYU9dz5n8L/C4RhTPHz1wVr0/Q/AIVxuiVFIwMjkV6nB4XjXeSfKAGThR09av2+kqq7zuVM5+bv9a6laO5m5ORw9v4JgXBZfur6d6yfEHwr03Vv31xbqsqrhXU4YDNetQ6VJKwMUY27crk8HtnFaUWmRNG26DfJ05XIXiol7+wL3dz5E1b4D6rJfN9mvo0gR9ytIpLgfSq1v8AAjVUnlV77fHcDBEcfJB69elfVmpaTHOrylGE+Mh+DxRbWIjj3tFvbbt6Y+lYcr1uzX3NLRPA/CHwHTS1Sd8lm6Ky816voPhWDT4ULDaQcdK6pIY8hiOVGB/jUsVqobcsXmAj3xurojaK0JnJyfvFGMQQlYxF8u7jA5J96vw6aEcyJFtfBJUAAGlgsfMk80A72G35TxnPWrYWRFAdzGWOORk81fO2rMy5EtYklujxFS23e3J54FR3kjQ3AWOMyZ+XK4/nT4fs/dt5xyrMB29KkiufMIfywVxzt/kMmlcLMrzMzSAu6xkDlT1PtRFCsjSTRlC+OWY8/SpFkjim8xUEjkfKzDIFU4ZJIboytDGNw288gfh9TUXV9S7StoXppMR7Yz8uPmbJyaKdvEcQaQANnLc4APOBRQ7PqF2tiWa4hWSE52jqWA4NLc3Fuv323ncG3MCSeOlV44VMajeV2dC1N+zxfaV8x2I3Z27v0wKvoRfUkM8coi2n5V4+ZcfhUTEyPKFfDdBlSe/Of5U1rhLORcJMZgcqyoSGqbayqZGV24+63y8nqcjrWbXUtXegg8uOTbKjFgRjjAbB7CmMVmkwz7F537Rj6c03ypbiaZpFzuxtVeBj+dTZ+QoV2Rxjnb3ojd/EOVo/CTLsjUBTtJXGeD2602OYwspZ1ZDxnIx9cVDcK7YlIypXKkCnMlukyAKN57t0A71e+iM7WIJIp5m3zHkH5Ux2IxVj7OGkjMmEYYIz0qS4mWPP8UgO3ke3vUUyiZGUysxyML05qVaI/iC5VXY7sMu3b8o4J7ZqG2hVo0EiHOMEbcjHpV2TFnCrbgCq8rjLemajt5XlVRyqc/LnkAcU76ldCwtqscayI2GAyEIx9KqRxyLA7tK6kHnsD7Y71LFeLaKzM3my42oBnC1Erma4yymYZBJB4Bx0+lF7dbAl5XEh2hhuUhmbH3eM+lWpCiRkbFIJyQAc9u9M2mSZJTvCL2U460k1xEudhLDtgEk0r9wsObT18vzcA8Y5xx71UkmeOMh25ycAD+dTyag00YEaNknAUjg+1MVmYETSbVzyV5x7VN1f3WacrXxFe3nneVQEUR5A356+4/H1q5cQ+YrMzZG7GEGadHHEAWR2bI2gevvUm2BFbjAJz16/QVdroxehVhjj85/9GZnX5SzEfpTplQzqhjC9wFOM5pd7mby3OB1AHJomg3MOsjnOd5wB+FPVjuoshXeu4kxhMYCDHr60+3CK3lyIrNjJYe5qTdBbyKAqkquDjPWlgjeYmQuyn7pFC0CXvISZmjQloYgq8g5yfxopv2YMruJDICf4unWik2+iBJdzvB+zz4+aXe/h+NsjG37ZBge/+s61Mn7PvjxfvaFux0C3duM/j5nSiir5UZ3Yk/7P3jj92yeHH3KNvy30A/H/AFlOh+Afj8MjNoWTjlWvYCPp/rKKKdguO/4UB49V5j/Yu6N8FUF3bjb7ffpJfgD4+bKjQ1wRy32uDP8A6HRRS5bqw763I1/Z98frhTorPHnOxry3x9Pv1DH+zx4+8wO2gsCCcYvbfj0/5afSiip5EVzssn9n/wAfOwJ0bHHObuA9v+ulI37PvjxpN50IkdCPtsGT7j56KKfKieYIfgD49ilY/wDCPblZNvN7b8e3+sp0n7PvjozM66GduOEF5AB/6H70UU1GwOTZAf2d/HLKvmaBvOOi3kAxzz/y0qzL+z743aExxaCIlPX/AEuAn8P3lFFJxTGptDT8BPHxKqPD4RVGBtu7fp+MlWJPgb488mKNfDgAUHJF5b5z9fMooo5UHO9yGH4E+P2XEnh4Lg5H+mW5P/oymJ+z746aQmTQ28s87ftkGSfwkoop8qDmY9f2f/HYdSdE+VOgF3APXA+/S/8ADP8A464c6FltoGPtkHUf8Dooo5ULmZHH+z/49+1CRtDwB/0+W+O/+3U03wB8cyhidC+fgBvtcHT/AL+UUU7CH/8ACg/GxjB/sH588D7Xb8eh+/UMnwD8eSQhW0EdM/LeQfl/rKKKLDuP/wCFC+OSu3/hHVUL0AvYOf8Ax+iiilYOZn//2Q==) | ASR 1265 x014 080701 Fibula af kobberlegering
8-takket spænde med plads til emalje i en lille central fordybning, hvor emaljen dog mangler. Største bevarede diameter 19 mm, men alle spidser er bort-koroderede, så smykket har opr. været en anelse større. På bagsiden spor efter nålefæste- og skede. |
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) | ASR 1265 x022 080701 Fibula af kobberlegering
Fragment af bøjlen fra en fibula, Almgren grp. 2. Største bredde 18 mm |
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) | ASR 1265 x025 080701 Fibula af kobberlegering
Usædvanlig flot Urnesfibel i gennembrudt arbejde. Kun få, ubetydelige småbrud. Måler ca. 27 x 18 mm. På bagsiden ses velbevaret nålefæste og -skede, med små-rester af jernnål. |
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a3HNGzSITuVdpzyT1H6c/yqdtjBC/KKBtCHhiDntXj/AIk/aW0TQbxrWytpdVbcT5mDDHgHjGQS35dKzNe+PGs31sE0PSoppJVLqhPmt5e7H3V5zyOvaqUdbIjm7s98kuIoo2mfYojQ5Z3AJ99xPr2rznWvjFpFnfNZ2pXVLloztWKVVjHPQuep9hmuKuLHxXrngXVtb1KK6mvLaBBa2AQLGDIeCwJyD94dPxxVGbULu30Wzurs6baQwusrW9oiJKrfMOucpg7jxgc8960cZddzB1kvh1O1/wCFsambWdh4fnsdihZXublQsZOcZA+bHynoAfzGfLfiB8Ttakujptt4jhM1wjB7iGIRxW6q+CEGNzSHcp+9jBJ9a4rxF8dtXvp7s2OmFri4UxS3kqF3AOeVAwMnAOWJ7V5h4l8QXtxC8C6M1tvywkuGZnByCpXj5e+eudx+tLlSDnm9D3Lwl4i0XwZeSzTaZdXd5dCH7ReXsDzhQQXRJNq4+YANtzngjJAqj4y8ead4wuLTTtHW5tpriWBZprdCkO0YJWNT83HTB5I28dMeEWPiW/tdIFvLezkON81qpYLuBOM4bn09s1nXGuXNtLC9tatarECSUJDMxJ5J55HtjgVfMuhwxw83Nzcj1L4naHZWDR6fpt3qMl3IxZ4r0eWFTYScKB9ewyK4a90iLQ7QXOo3KiN9iBIwZHQEBsenTHfvWUfiFqy3DStLMxZVjKkkgqucL1HTNc3ql9e31rFbeY8sW4yfvDzk4469B+v5YqTjLU64xmlaTPUda1nRdP8ACkN1pGnfaWkjw8txIBI0m8jJUc4A2n+fak/Z9+Kt14V+IMNnfX8sej6oTFdRs58sSEHY+O2GPX0JrzGG/a3jW3n3GIAcKAr7QecHBqG5ba0V3HDtjByDj0x1/GsneWjOmjanpc/TEagluqny2RVPztIDlsHpjvVW4vptw2qzmQj7y/Nux/LBry74c/EKfxf4O0bVLmRft0sW2UD5V3KxUn8duePWul/thJpgJZJHAB+6dv41z3e1ju5bdTrf7RaWFokIkl3ANlshiOg6Zorno9QHCW5C+pTH5UUJsJRVz122dryZ8bRgBcSA5HHJP1OauRxMRE+DJztAzhe/Xv8A5FCq/lvtHG/BY8AcEfXNRzK5jeaRsBVIXnHbgVettDmVupXvJ1S1u44zh8iNmHQj0GDT5LczW8bFQ2M53klc47Dp2H1qNbWNmlJGeyqoGBgZJJPrj+VSmRmiQ7VjbO4ljkD2GT+tJXZTshbaLy7VvI2w7k5WPjbgdeMc8VNatB9niMrYP3QgOTjj0/H86YbeGPznlkLTRn7iAANnHA9e/PuKznaOYBgfJQP90nLdOMn3/WnqSXA0cqoZFWJMZO7ucdcD+vpSqI7grsICbxkfxbc8Y9/p71VZoPJEcatu4ADg4XOM5J+v865i8+L3g7SdQuIrnXLQTwsYGjjJk2MATg7QcDnGT3Ip2b2J5u5ueItRg0HQdS1ArDFPDC5VpOS7Y4B9s+nqa+UPiB8SNZ8baxaW2oxMiO25YbUFlVlGWJUEk/Njr61vftC/tEadNpcen6NNFfAuDLMEwpRf4fxP8q434Z6gPGv9oao+y1VUSNG3fMvzlnUKBwrb+g9DXRQpe1epy16jpK6Oi0nwzr3jHS7Oyv7+wtr+4uW+zx3iM06bDuJHVRkFvc8c9MddoOmzaLa2gnCy3cMrbrqJdrAA8Lx3/E5z+FWZNPSOzhmiDXupQ/6uQjbtYEAjpwBzk10eg6St9qNlDM8S2m3eI4ywBmzwx9hjB9evFepGnGOsUeLKrKWj2PQtJuDfaHrc7MC80Ozdntg8HHsD+teSfErR4/El1Obe8jktDIsJSBEVdyjAUOOWwqkck9Sc5Fez6beRKt/CZEjjZHjPmcIqmJ+DgcAngHtXnt+D/wAInNqYsv7Jg+1yCGHADFQOWIHYA9PUH3rLljKTuClKKXKeL3HhuXzszOJpFkWONzwNigkZ/P8AKsv/AIQuBcO4XZKxLoRluvT2xjtXovgux/4Sa11S+t7X7S1urN502flAA6DGAOv61n3DIyjafLlV9g3j1JyenbI59qr2Kkro09s4vlZw2oeDYLi1aSW1iiDFQNuBhRnnHdunJ96yNW8J2EsSEWy+bhmAGEzx1IUep9O1d/fSxTy3CywuI4uUYkfMNuc8cDr+FVP7HN1FHcQHEKqVbscg8DP1zWLox6I2jVl3PK9X8CWyTbVhHm7cnDHGTnjn0A/lWLeeB4V8xBGwfHGD/wDW/wA4r2D7JtUEwEx5+WRRkZ75P41S1CO2juBJKMoqhZFOByx4APtwc1g6KOiNdnjjeEo44n5ZgRtxjHtVC+0S/Sxi0O2L+RLMriFlAZ3PAy3Ugc+3Ga9SFrL50hvbeOC2LZVFTbJ7DB/mawNNk+164suVEFiWjjZVwXcjBOfbJ/E+1YyjyK9zqp3qOyR6J4Lj/wCEd8L6XpL4EsKbZGjP8RJJA9sk11VrrByoAyF5OeSfauAhuw3KnbtznI5NbOkXRlh3qv5msUvM9DSx6Np+pfaGZiPLT06UVh6fNLtj+ZiAOAO9FbKxm2z6iaJnxvHAICjJyfrz9KbIvmYbbujU9MDHt/P9KGlm+d5XTMjg7fyPA6mm3F5LPHFBBbbQCVZ2+UgdjgVlo0ZcrWqM3XNQi0fRZr64ZUWEbh5jlFY9ACx6ZP1718s+MP2k/EtvDLdR3EGnOJPLhghiWRMg88sMkep9q9b+K3iKe61tPD1usk6QhZZ1A3tISvA9gB1PTr6V4X8YPhbeR2k02qTwyXluwZorONYkCtGXR1wSCThlIOCeCtawpyqbGFStGm0pMZpX7Wniwq7XMNjcsx4maIqQ3bGGAArY8K/tEeKri4ZLo2d0GJbzBFsYEjAA2nt6nNfN39m3P9rppjMWkU4K54B/yP1r1/wl4L1HR7GK8ktfMtZGVvPRS2MHO0+54qXGW9i3UjpqbXxL+Lmt67MLOG8ksbS3+WQQbsux/h45OMfpXlVnri6BqD3Mbyi5ZWygb58ZB5PrkCvSdf8Ah/cQ6jDJdv5av5k5jL7gW2Z2sRg544x69jXi2vaM1ldffMglAlAXJYAnoffGK1VKUVzWMvbQm+W5leLIXEdvcpP9otppJUVtoTBRgMY7HDKf+BV7H8B9URdNj0u1UQ3/ANrjlaRh8piyNxPt8oFfP1/JvuSo6KeBXvPwL03KvdhxJNKhiYEcY5+X8s12YTWbsc2L0pan1Hpl2urW+3y2g5bamcgkZJwe+cda3PDdiDqluXX5ikpj9HwjH8DkD8a5nQXMmixtEoDCPMWw5GcDB+nArrl1VtNt5LhIhI2dzgg/LwTu9hgfmRXfNWPEjLoamgWsmpX0FvMnlB5FO5SRu+bjdnrgjH/AjWf421Qaxql/aSzGVLXdBGxGMgM2Rnuc9a3LO8js9Q0ufG8Jc7lUDPmDB/8ArmuK8ZXG7WtTltFISN5ZcN325LAj1wG7elc1tTZXMPwbInhC1uYSdgnDxrGgyuAcMCOp+9+Vcbr0cmn30jiMvaSeYYtoyYwy4OB6jqPpW9JcFYVEreW8Iw7EcbTyQfU8Y9ODWXqkj53W+54WUqGZT8nJ6Z7cDP0raI5Ozv1Mm4aS2sZotkcyNLHJ5xP7vk/NkY+8MY49WqWxIaFxOY2Y7t3ACHCgZA6Z6Zz3rJuJizzKWSJVXDMHJ6DJP4YPf0qK98uOxZy6wNGoJUBi3zZOMEYwSyjv1pyhaVxKTskabq01vvdpEgVm2A8FhkE8dRtGCCMdayZbWCzs1ljhaWdIy5ll52jA+bqe5H51NY3g8yKS7wI0YrtcZd2YAZb/AHeWwfYVFdFZLYpAufNAaKQklmUgHHtwTngVzzjy6m1OV3YwPFGu2+g6b5ksok1CfLwQkc8/xkZ4GD+PSvPtJmG1I1JC+o5P41Q1i+/trXLi5YLtV/JjCnI2pkD9cn8avWEfygKu0+teNVqc87LZH02FoqnC/VnSafISwRXACn5sehrstFYQfKAoX+6p/nXG6bEGKnaSwPVa7LR4ZsYeA7cZDNTjY1adjqbFi0PyyKPQA5NFTabGqxn5FJwSAvFFaNmSi5H040jWscSjG9zhxnnp3Ppg/pTbqVY3kTiI/eD47f4/41KnyTb2XeGOevAOeD7CoxGPMZmZZ1GPvJk81juifhPlvx/43/4R2Z2hjlufEN1qLbri0uDuiVT914ypyMYxgqeCPpmeDrnV/GGleL5dUWGeGYNLNq98gkuIY1IUxwpvVRjGAQcDAB68dl8Svh3Z6d8QE8RDUrjRjkXNpNHEHU3ZIwrMThDj5lJG3OQSK4z43ak3w58LaN4X0vUorq5jtnivG+1B3YE+Y4ZR0zI79fSuynUlCKfQ8yrBSlZbs+dZvm8bagpDQDznK72yyjGVyR3xj8a+3fhtqWgv8FVgnlk/tMuiqqqNpHygkZHLDPIyOor4K0+8lbX5LiQ75ZZC598817Z4P8Y3cOgx2UhYWiSb2hQ4zzknPY4oVRRi0+oVKbk426Hpnxm1dNKj0+2uysbSW8jrNBlA6Daz9zhyVC9ODXzLfF7qOSZ4lRkPzSOOcFieAfQfoDXpvxK8SWXiPXNJ08K0dtBCkzOyktgq7Nxk5JyOp52jtXCePPs2l6tqETCSNGQRwo3PyqoAb6HnFdDloY04tbrVnmF0qf2lMsZ3R7yqnHUZ4NfSXwRiRILEOCIox+8Ye4xj68frXzda4N8GbIG7ccfXmvqX4M2/2jSizKDErK6hf4iGA3e9a4PeTDHfAke16WJrVoxIiJZpEqoqdSfm7em3Bx9a7XSbeGGK8u1xuW1AnYnjnJA9Omf0rmljK24yu1N25VzyCSc/hgZ/GtHT5JY9Ll87CO77TGOd65AA/IHHruPrXZN9DxoXepsjU5YfEWiyhPkLt/FkBSACev3hvz9M1zGtOJ9bvJZlc2onmeVY/lZlIZs59xnj1b8K6Hw3c2ra9o0FyiuUDHd/cU7V59u//ARXK+KLiK31C8mE6LIbh5FVGyDyR0B9Bjj171hy2Zqnoc9aTiSG4mmRYmkh3IHIOSVJDc/RuPp61nXhku5ow7NFbzKo8vp95cEj+f4e9Lc6gl4fKiAjjVCRuPO44Bz6A7uefpWNNqVze7IY4t91KilGkO0LjkqF98nv7GtlB2uxOpd2RXvJLW2s4IjMscUlxMQvO5vlIAyOeeMfWsK5vILyS1W4cuxZFYocOnHt1ICnJ/lWxq1jBJM7KzTi3RQZB1dvlyh9ASV475PoaoR6a1nDJYRJCJVkSKI7QfLLZDSHt1LdegH4VtGIubsVlt2l8x5Qs6A4VhIdiHjjOPYAj3rn/iNrt54f0ewNvLIs9wzKm9MhAwHzZ/BsDtt6V2ctql3p9rDZFZFtnYTxbioX+Ji3HPfPrivHfiN4oj8WeMpPsjltOsgUVc/KXPVh/n1rjxNXlptnfhKXPVjfY5/T4FXYqjaAOOf611GnQ+ay8cY/hNZNqvyYC7T2wea6PRLNvlA7etfORV9z616LQ6XRoRwBgevFdbp9rt2bTvx/DjjFc9pkM4JJjxkY3Yxiuw0+D5AGBkyNvPauqOxyy0d0zY0+Py42yqoo5J6UVo2FkFBR8KGGAD3GKKdmybpHu0bSPFGspCIwUCPHK7hz07DnmpMRsyLFIPmIXjjPJ7n6fWpfkhVwVMsjNwcdW+p6Utusflq8qebOGwVU84JzjnvwawsS3oc/qWgWWtaaLfUYEu4ZeGjYbuM4ySPw6V82fEL9l+9udU+0eHrm2OnMGBS5dllBY8gnDZPvgY7+tfWU0f2VI2wsTBjyF+6R0IHtms64VJWkVeQpOxRySRkgfnjNTKyejsNJvdXPiGD9kXxZDNHOb7TYWBAMYkdsc9CdtdLZ/A3W/DcsCyX1vdoz5dIiQrLgg4JAz0r6jNmrKxzn+9jgHn/9VVtV0+OSMAJyDnaecA+mPxNS3K24rRvax8T6rr6eH/iVqpmtl1RrKwW1ghkGBGwA46c4JIwc9cV55rN9J4nupbm5JdmVVTGfkCgAKOeAAK+69e+FuieIo2l1PSop5GTH2kRbZBnPVhznpXh/xM/Z3TQ7H7dogub/AHOzvbqu6Rc9OnXn2rX22nKzL2KT5kfLVnZvLqRiBKHJBY9a+vfgfpZjtbe2b5VVN3TBIxxj8Dn8a8Bt/DYvvGUdtDY3GY7dTKrKSzyAZY+3zZH0FfVfw109re1tkVdkqQ/vEbqp2kgH04z+VezhPdi2up5ONle0TuZrZraEGRtoPTb1GAc/oPzIqKOZpFjm8wIVkMqnlgAnzHI9CQB+JqHXJo5rJS52rNJ+82/w7TkgfipqLIuLKeE9Jn3AZx8oJH1AJOfoa637zueV8Jd8NudW1aO4Y+QGIh+ZiFK7vmyR6neP+A5rg/GEwbU3UHKRyPwvoHOVA/765PPSvSfCam+uUjZvLSdkRZAvIY/L/LfXJ+NNNEfiO/mZNv8ApEmUxkhuWPTg43D/AD1cUuexP2bnJ3i/Zt08WIjGrJGzAHcWxgH34/DHNNku0uLcpHbsrO/nM4xk7QOB9cZ/HHpWlPbmZFYBhDvHysMlz349ME/XFZwV5pidqxxyEpuwQDkjJBPsM/jWvMgSbVyNtPTTLcWrMxaaSO4KrxkDqN3Y7e3uay7FX1fXEsbeFTdCZUMePlDE7Q74/hUcY9T361q3xNvHiSUM8ozvbgsuMcccMCMj/wCtynhm6XQbjWr6R/slxeLvSRyArbWy5bjkc5x7d6mTlKyRtG0btnE/EXxhB4M8K6hbLOralfO1vFHxnCsVcsB3/n714z4esx9lDv8AM8nzMx6kn1pviC6PjTxddXKsXsoXKpu6sAeCfUnqfcmte1sypULtAX/OK+fxVX2k7dEfU4Gh7OHM92adjYKrDqTwcZ4rqtJs9ki4wARnnmsXS7V5Iw20KR/C3X611Wk2p85FVC23r6VzRR3y2szo9Ps920jrxkH+ddTp8Swsq7OaxtOhEahmTO7oB1robW08y3LGQjuB6YroulocvL3NJNoUKyZZSMGip7G2hkRTGzSN13Dt2/Gil7wrroe4TQywNPuiwwHzYJGMHqD+f6U63kjGXCrEMLkq3DHnkfhS7XdhtUzB+TgZxgf579qiZiqs6Rxw7QGVQegwScfpXKtGW7NDryQTZ3Ab85Jbpj0qtHaSSsEPyhRkk5/PNXY2LRLJh/lXPJzk55z6d+KdBfFYzEU/ebsHq24gNjnt1FOyvqLWxT8mNYygjGRn5iRxx1/OojLD5e35gc4O0A5/+tya0NoaIM6hoiSuCdqhR/ic/XFQQ2cEM8bodyxFX24/2skEenSq1JdjPt7M3Hnl02DqQMAHrxzVSaz3RuUOJGGc7dzD6VtXCyxxyvOwGDjCcEfX6Zqokfl+ZLneGXHB+bryfwzRbQWqZ5P408A/Z9TbW9Ms4Z7iZPJuWZTv2ZG5129T+fXoelR+DdBkt4JIWXzIrrezXYOAWPYHocDFeuTFbKMAc54Y9gOT1PQDNeW64dS8GyyrBbfbNGurnfKN3zWqkHcUTowJbOMgZAPqT14WtGm+Sb0PPxmHlVXPDco32qC4ZopF8xLGXEky8KcAABeeuOw71KzSNp6XQ2tOSzJuH8PJwT/vEcduKZrEls0ItlYraxLvHzE78cAjHTOVO30YetaWnqkdvEJAqxBcMhAHzbsnj3wM/jXsOTkrI8LlUXdmjoTbdQsI0PEkgkWJuvynr/30p/IYpnjNVttdvnjCIpk88OzHIDnfjOO39B6VSaCVL/SlthuYkfJ1buqj36kn6e9Z/wASL4W3iKeO9dYLryo5fs7YLIx55A6gLtGf9oDrU6c+47Pl2M2Sf7Qryi2wC+Y3Y43dCOKytRWOVCluUHBaQv0BB746EfyFPuNU8yGAskk8TKp/d44YgkA//X46U5baSS4VJ4I9irtkjRxuXL9Aehzgjj1zWy8g5bas5PWLiC0h33B2EMGSRm4xwS2fXGfzrzn4jeNo7u1ijsZDPe3Km3wPuKg5zx7HB+gPNa/xW8ZWD6//AGTpCyXV9HJ9lRJlKR7iP9YVzggAjA+vbFYlh4Dlt1aWX95M335O5P8AhXm4rFezXItz2cHg/aWnLY5PQ9F+xwLGDls7mY9ya6ay08KyqVxitq18MmNlLg7DxwOa3tP8PrJtXGTxjjkV48dT6F2Rl6fYqhyVJzwMV0Nnp8iRpkbCD8oxnPFXYdHRUBjy7Z28DgH6/lW/Y6U80iyNhk29ugwO1ap6GTtcTTbSSLY7HJxgLs5NdJZ2rLCSVJYkMS5wKbYWbKdmT8vGVAOfrWxbWCxJvmZ2JYEKc+hH41omZNq5QVtk0Kl1hRiQQq4yR0orahtYYZgVz5jrtGee/X2HSilqDsetqAmAnAZSQM8vnkfhRHHEvJ5+XAdmxjnpnPfJ6VTWZUZXjDPt5+bJIz0IzUrzG5IV/mEkhZmZs7uevJ+tZ9CLaiBfO2ovyHb1bg9j/n8alghW3Y5XMi42rnb15z609YUhcM86BVByc5xt55/T86hkkkkyqbm5B+bggEfpwcfjRbqCfQdu37IVUb8MQgyXZupP9famTrHDIv8AyzOeA3ODx0P1z3pIrUxXAzJ1LHHQYPHX/PWpZkWSRiXU7sH5hkIM84x9R+VTy3Wo+awyH/SUUhG3sckMe/I5+vX8aRdOMkssZ+YgAqV4A456fUU2a5TejBwqqpztOTjjH4nI/KnxlpLfAkcQvnGMjHtnvmnoLXdlWaINswqBNnzRgcnv0HTHNVL3S7XyxH5bXPZlOScjAJPqOcVdmTybdxahjLwduOTnsO2Khjhnntbea9xBctGryxqcgccqMdQDn/JqeVdgTfQ8y8UfD11aS98PutuHl82SyZQUfcQCQex+Xp047Vwfl/EGVQIvD9vAibVUXFyvKj5eQDznB5yOtfREkOMRgRxqSckd+QT+QPA96zLy3K8pF5kSuMrjLYyMe3etViKtNWizB4alN80kfL+vQ/Fidpk8pogQyiTT5YwPpuzkce/Irnrf4T+NdcvBqV7IqXUkeJHvLppHKjtkE/l719Y3FqLnyxLHm3zvAUnnA4z+J/SqgsV+fC75txII+6OmOKylXrS3kbRo0ofDE8C0P4S6ppMYC6/cwKCryR27MoB7FTnPHbNT3Hg3xa0kzReJ5FVx5SlrRCygAg8g9eT+de3XGkh7cxJ8rkhizDj7x4/DrWe2iyQyPKp82Q+v8v0/So+sV4bTZsqFCergjwLw78E4fDeprfT3M+p38e5zJKMKu7rgc889c967q38OxeZvIba5OA454BGce5NeiWmjyPbG5YFdxwd2MEYzgevSpZtOSPJ2b8u2T14GP51laUnzNnTzqK5Y7HAL4YjmbCBeG6kY/Wri+GPJh3DavOfxGf8AP41239lr80Y27gRk4x168U5NOV4wjDJj4wy+2OTWq0M3I4mPRXhAAGOQxKjrWrHp22N0B28Z5XkV0EluVtTIBsBGMn9OP89ansbUyWxRpssRtLlMkj2P51SktmD7oydHsXUyFj8pb5fwwMYzWrHarNOEdssFJ4q1baapZhv4fpuIGMdhj8a0IbNLaNjtzj5t2cbie3vW6ldanNKPK9NzKj0kxjBVc9FHf6GitSNnmVUz0bJKjk5B6fjRSsnsLmkt2dLGJry5eTYscYGR0BJyOnt1p8UvmySBQAc/d4O1R1J59e9SbEQkGaNDt2YUZzjB/wAPeixsbW1HEK4mPzMuU3ZOMe3/ANc1AairJvj8zYFEjqR04wOw/Gpo2hjZS8rJznscnjv+H+FMeO33YRMqONxB6jnA/OpntoDbPvtyeSyl0BI46j0FO/ULdLkW6NW3hgwIBypBI9jULTfaWO6X5GXYwGM5xjk9x/hUceZrhIyCIgjcAAD1/Ola12hMBCr8YcgkfgP881N2x2SFPlNCuyGOPAXJjH61OzGS3MITvgZGABkc8d+v51LcROcDf5SMckKvHaomszNZEIzM52jC9RtGe/bj9arVdBXuReZcFUSbdIVAJyAM98mneXKsZZpMcBTu64+n4U2EPNnMhEhX5pFOSCuR07f/AK6XyfOQOpKnB3M4JycHJ5+lPzZPkV2tSJdz43JgHuMe/wCf6VQnt2mk2q0bgNkHcBgd/wBOlaKmOzbyyxcY5GwkMeAO/rzRDbrcRyoECknJ2rtI57d6z5blp23KEtnGs8UcL+dEOGKngHGSP/re9MazjjWaOHbFhwd5PU/h+VaX2KO3lkSPhZPmX5iB7n/PpUMlm/kxMoGG6KOvXqT1yaJXXQcUmYkjxrKybldmYgFjjHrULRiSRYkXeEfnbyAK010yNp1lcAuRwMEd+vv6U+GFIPMO/wAsMfm4wc4J69+QKy95mi5YmVNBtCgiRST95hkAn2HTH9aqLaq2XijxnILEALx0J9s1v/ZgrERsCyjaXI5yR+XenWqIjKm03Bc4DLwB16+lVqCehjx2LywHznVWVQQVGee9Om0/aQqsxycOWP4kfU8VtyWQgViqKG2sdu4kn2z/AJ60hj2yYCK2Tks30zwPwqkhcxmNYokaFI3CgkYwMAYIzz1qIWoEIjVfKDj5iefp+Nbv2UswLSBYBlvmPTByB+JJqA2rGaMOQNxBVcfQd/cfpVWW4rva5nrYorEFwD3c8A//AFuKtQQRSSYkYSRtwu3q3v8AQVaSzCyYjXfgFQp6YJ5/L+tMtGEnzBlfaxCqnJ471N+xVluxkcJVi1vwh5PmHAHbgY69aKsyLK0bfN5ZGPmbGRnrRVXfQWnUt+STcxPhlVE+TI6ZI6c5H/66k2FmCoxYA9Op6envxzUEl9GVZpFRDgnIBP05PT/61W7e6lNttcgM/BVfvDjvj8Klcr0QveTuxkimON0IbYxGNp2k+4/ACoftRZtvlMVDFc5PyjoR/n1ocGQ7lZgiqeQOeT6/lU8ZRYxEHaV1XEhPPP0/z0puPYFJrVlXcgjG4qGk4GGwGGck+9TQ3AWNQG3IpwVVuTn3z6Z60yCx8xWfy1QkkYK898/TOMflVpZVZWGwRlXIAA9DxnHbGfyojpuEnpoVys0cyR7kYfK7dcck8/8A1qLiSS4YNHPH5aDpknPHPFTJ50k3lrHl1A3/ACZIwP06fpUXkiO3PlL5cjNkqxAPr0654HFPZE9SPmRWw+G+X7nQZ6ZHXrS+V++KoqyBOnmt949jTbdTudnIUq3K4wTj6nNKsOIZMKAGwd2Ru68HP0p6MjVOxOsarL5wXB7qB09cD/PSnNMjSoERtinG1ee/Q1HcFY23KY1UceXjO0nr6+1EUirGw85VP8Y2bSwxnIJ+vpTT6IVurFklYSZjCngHHUgdx9DxUS2kvzylyf7yn+HHpn61NNIm1HSRvmXEbIeAcjGM+lF4p+QyAjgqQv3j+NJ2e5avFaFKSHyX670AxlRnBz/SpIbczPwkirtDBmJ7DH86tfaAsMQTDBSeR6jPXP40SeZtG7G7I5zx3/wpW7Du9ihb2zLaRRXKA3LDLFVKqDknjJJ9PyqaBF8sgqc52gAY+g96syXQeR0ZHkkQDGDgLjpUSh1mDquyQ5Y5HTmknZ3G9dCV2kdXIQQuR8xxxjv/AC/SoIoVWBzMwiDYJ2nL/h6DH86fNePdSOzL8zrtOD+n1ptxZ3TRDf5YO37zMeRyOFHbkUc3YFEhmjMh3PGcNyCSOnTr9RUPks13G4hOGlVhyDzweOcAYz3OKljkFqn76Pz4kOXMa8DBHb8hVrzluGjO4RrtOBg4VT2474/LFRpJmrukQvEqpJPKI1wcqoGSTnI/p+tQtaNBeRhQIVZTJJsxwAMYx6k/yqVrqG4KAS7TuGwnvgZ45qZVVJgRI3mlhln5AxwfwxWllYz5iJoy8wRlww5fgdh/+r86KLyaSMyLEGVgwzjAHb9epopLl6iab2Psb/hQHgIszf2CMscn/S5+v/fylX4B+BFYsNCwSc8Xlx1xj/npRRXXyrsc12H/AAoPwJtK/wBiNtIxj7bceuf+enrS/wDChfAmQf7C9f8Al7n79f46KKLLsF2C/ATwIucaF/5OT/8Axyj/AIUL4E5I0LBJz/x9z+mP7/pRRRyrsF2Sr8DvBKqQNFwD1Au58f8AodNb4FeB2k8w6Hl/X7XP/wDF0UUWQDP+FC+BDuzoWdwwc3c/P/j9Ml/Z/wDAUww+hE9P+X24HQ5/56UUUcq7Bdi/8KA8Bbdv9g/L/wBflx/8cpqfs++AY1dRoHDDDZvLg5H/AH8oopcq7BzMf/woPwHuB/sEcDAH2ufHXPTfikl+AXgOZiz6GzH/AK/bjH/oyiijlXYLsVfgF4DUsV0HaW67bucf+1KP+FB+A8Y/sHP1u5z/AOz0UUcq7D5n3Hf8KF8Cj/mB8en2yfH5eZ701fgH4DVdo0L5fT7ZP/8AHKKKOVdhcz7if8KA8A7t39gDdndn7XP1/wC+6F+APgJN+3Qsbuv+mXH/AMc9qKKOWO9h8z7iyfAPwHIpVtC4PXbdzj+UlNb9n/wE27Og8MApUXlwBge3mcUUUcq7Cuwk/Z/8Ayfe0HJ9ftlxn/0ZTh8A/Aa426Dtx023c4/9nooo5V2C7E/4UD4C5/4kPU5P+mXH/wAcooop8q7Bdn//2Q==) | ASR 1265 x028 080701 Fibula af kobberlegering
Fragment af hovedpladen fra en simpel korsformet fibula. På bagsiden rester af nålefæste. Største mål: 23 mm. |
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) | ASR 1265 x029 080701 Fibula af kobberlegering
Cirkulært emaljespænde med korsmotiv, dannet ved at fire buer udgår fra randcirklen. I større dele af den centrale del er den røde emalje bevaret. På bagsiden ses nålefæste og delvist også -skede, ligesom hovedparten af den lille og spinkle jernnål er bevaret. Diameter: 17-18 mm. |
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) | ASR 1265 x030 080701 Fibula af kobberlegering
Cirkulær emaljefibel med korsmotiv. Korset dannet ved fire buer der udgår fra cirkelkredsen. Usædvanlig velbevaret emalje. På bagsiden rester af nåleflæste og -skede. Diameter: 22 mm. |
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eO/HHOKWR4HYhz5jY6beOo5/wA+tQTXAWRSkIcL91cnhqnS+jMtbBMs8jJC8GRjgMeMetZ+ueIIPCmk394VH2lYyAsjcb8HH61oKzNcDenzE92ztrxT47agPE2qW3h2zkkbyZPOvfKOMoFO5ScjknC49Cx9M5zk4LmuKUklqeY6DdXPirWLq7uWkW2uroyiYMTJ5XOMZPBZt+D6AGrvinXmsGlWxVoooUSPyAuPM3BOQOrHkD8/SrGqNH4f0iadSXktwDiPKj5R8wBx0JO3joAK4jVfEKHRpdU1G7EYvJ1WIDCmXyy3Az25znJx9a5nDljzPdnnNurPyIfF3jLT9FglllnjtokVTtY5kLYHzE98jJAHp2zXzd4m8bXOvLHp9gDDpfmhvkBEjKDjDHvkknHvj2qDxl4qfxJrjQRyB7SKXfLKRnzGChQfoADge5q34e0qbTTFJNAlwBJGY4kPOSG2n8sN+Vbwpxgrs7YpU9DIt9Et5HH2Z97csuBnIA/Qk/yqWKaOGTc2yZ5FIViM8EjBA7fj71r3Ejw61FNpFwqPGqxyWxXa27PTGOck/Ws9fPl1q8v41Z2M/mhbUbFR2GTjjA2kn/8AVWqaeqLknbU6rwTq+pLfM2mWwivJVZEAUfMzZ4A6YGD78V1LQo9rPFqTkiaImKS3JfMm7zOnoSv0574rhNJ1TWfD2rebds0sUsJSHzMxxxoerE554Pr2rM8R/EGa8Waz0+MiNpS32kvnJz19wBwB0A9am13fqZezcnfY6X4ieOLVtIntLdklklOzZu+4doIK9cjDHk1yHhXxNaaHJMLiN7x2Cgypg9PT2wAPwrEt9FuL+VZLgyTOeCx5yOg57dP0rp7HQIrJgy26zMApC7iRjPOcetU482kmdFr6E/j74gWGvahYz2Fs8JTCGNkBLsCfmwPck5Hc1q6Do7X032i4Jt0YZRpDsEhzj5nJ4GMZ6e1c1P4fa3kju0+9Gcr5agcdcj8694+DNjb3mgxw6jHG1zIrXCO3J2Kx4Hfr/M/Sny8qujKVT2atY5fw7BbXnk2h3WOmMnnXCxoEa4RSSseOhU7V+pY9gKwvH3iFLPUZZrliJ4TtFlEwIjjxlIvyC/iD616FqV2dLsbvXbmGzDaba+XHMEX5pGdsKcnnOOPTA9q+eLOFvF3iBl8xt085AkmICl2Y8sew5UenWtW4q0ok07yvzbHR+B/EFpcTXFxf26rZsy5t+d7ryDzjA9+nUfh0vjLyIrGCTT3lmMrCKFWQKyoVK5IBPJz+PaoNC0O2jm1PTZgtpLbiMxsqZfdzg++CRn8+K6PxBqmlzP8AZoLaNhbu6MQGHmkMdrHIBVuCMY/hBrJSv1J91yvY8n1KOa31J4JivnRyMsmxlZNy9dpGcjjrXuPwT8cS6rolxp8u6SWxZURi/O1s8fhj9favENom1W43kuofaqZ5y3U/y/Kuz+FN4+n+KJ44gj+dCwfA7qykH8ia5217SyPTg37NXZ9H2+pbroGRZDGMdMBfzrsNL1GGORW2sr44PBFeT2upOzYdYwBwTnmul0u+hULubc56c11KKRDbZ6RHq++4BmbEeMBV4/lRXO2V8r7c5UD8qKTv0Ykk1qfT8fnR/Om3k5POcD8Kf5arJ5uCPXdkFeaYmxpIRtMS7SGwTkimySeTJ+8Uqqgqp3dT/jzTulsc9mzE+IXjS38HeGZ71RvlZgkcfTfIemO/TJ47CvmU61dXWt6td3KMY9WmW3ExyADt2koc9Dvc8ZwVFez/ABYjtJrrRru4mkjFp58nkkDG51VFY57gbwD/ALRrgPGUjeHPCtlZ2tqgvhLttroYCHfkrkH7uMDJJ9sVyzfOnzdDmryUFyo4rxhNb3Md0ftCMkpjE0ZlyFkkZcue20Kc4z6186/GDxtHNA2lwMyw2oS3t/kwxIH7xyfTgHHqR6V6/pMMdjBez3lw83nFnCmPdI4TJAAAwQMHnsNlfM/jjUY9W1zULhjHF9mdLOKEHOcAgtnvyM/8CFTC7foLDx3uYlj5YWESyBIixXYgy2AMn+YrvPDMWofbFubIeXFBEoLTyZXIAOCe2QMDjtXn1ju85M8ANhuK9H0PU7azk8mCSI3Tq0jNksqNt4U9v/1n0rWVmjSq+XRHNeJLK4tryO6hLK42hLmPK7iBktng8nkd/wAqS80jULTTXLXkqrMcyRIx+dsFgSOnQnmthtPn1S+kF3ctdRR4VpGO5EAH8IPX06dO3atW6tngz5sf7tV2oqtnO3qzH6ZqqcW0VFnP/wBj3er6es+rXk97LG5C+bIX2qAcjB9gv5VZtdJtUt7eNOX3YOVzkHHT9Oa12klkAsiYbcSS4y3OCByT9en4Vr6bp/269CeWsUjeX+9kIGVYZIBPTacr+BrZaNG1tHYxJLZ7SMwwlI3jfzopsYJGFyvTkjOcdga2pbddPsbkRLmNl2t5p+beCGfPB64OOR+lahhhWGMER/NiSRlAy2FXHPYY6gdeKjurfGim1meJpWLsJV5YrlvlyOpJBGewA9avS6ZFnayOcsUH2aSGQ+ZJ5O0Fm27egLDn6D0r0P4U3Bs7nU7aZYnSOyZraeIMpC43Mc85JIA56Z+teXrazXHmRxt/rJUP7scvtzuUeg5/P8a9d8EtY6LrF2Deb2jtgrQb1zIvOeCcDnnn19jUzjpo9CZtONpLU4nxldy3mgXojDJBFby3CMzbk8zzVQOV77UY464LZ7iuE+GenlZTfsHcxuuxVTLO7dMcckHnpya7XxBcXF1b2+miKH7HDb3Ue9cGRnK+YF6dd0SjPtgVkeErdbCxt0J/f3trL5cc6EsmFO7pjGcj8AfWsL30KndQR3XhXRH1TVIPFbvcJeXV6qmaP54ss7K47kjaCR9fTFeheKvB2nWd5LK1pPE7FWaIABmlAOPmx0BxyO7CuO0G4fRfsayRLbWUbxsnnTCMH93tLEnj169yO1dJN400241RdQkW5nndCOclDKepc/xhWHCqBnr0BNbU4t+6lueTLmvzdjxPxbYx+F/F15brZDbO6zQqW3cEcqD1wD3POMetQaDfrpfiJJY9sYEnllsAZBXt+eaPE1lcw6vHfXwmZrjdKI5MrtLEkrjrzxg/WsmXyWurfYWkMjvj1OMBcfX0rlrR9nVelj2qN5UotM9lgvPM4d8nPYZrp9NuEkTakuSOuFzXnmkzPIIDICskigsM9OOa7HTLxbdvLPCjngVqtdTrdtmd3psghhO4tjvt4oqhpcrTMrF9iHkqxFFbWMup9jm6lR03KrLsHU5zTZZ2khCrIXKnquACfyqzMpdlZFCRBcHy8c56Zqj5f7xowcgcsfbNY2kYK1rnkvj6B9f8X/Z3UuuyJCZFywx8ygD0OW5rzr4ya2n2q3ZdpNtHJLERmRIlwAHJHo3PvwO9eseKJfN8RahLEuJImjXdnB4TP+e1eA/GTWILXTWxE7yTFUnQHbuTduOB6cY/EelefzOUnFs5alNTndnmPjP4hSaNYzanBIk1xDb+XAWIZCXLbiFxjBPzc9cV82wS4jnLHfMSGDHk+5/SvRPGMM8OjX9t/rdyRz5bkomensflHT0rzpJJpGlvjCuN23dtCpkj0HsK7Ka5Ubxioqxe0SMzahBC25vNkUs4OCP7x/Ln8K7PSpbjwZqFxbQeXLEF3qsqhkljORjaepJx+XtWP4c0e2j8Otq0k3m3PneTsycKGU46eprX1BbqN9wnltr6NwrIqncikrtxnoc89q0nHllYy5udux2+nra3FlGotlhkkkje4VRyGOMjjoMqcfTtVO48vbFb4LSsMLIo5ZiQCO+B16in+G4xb6bIqBpZnMbuHU7uWAJyf9k9T71Ol48sNtFtW3jaRtjKN2xQCc5IyTwK0jsrGkY2VjM1CzW4nFz5sZUyGIxo3zn5C3T+6AzKT7VrTMxslVoleKbbtIG04G4EZ7Dk9fTvWdcmOK7sW2piJmjYZ++e5J+vcdOKsm9jgs5Hl3AtuAjCkbvlOBntjk/8CFap9Sn2uWbrzOLdpR5RVFWeNSd2Uyw59Co+ue9V7jVEVSkYSJJx5ZmbLFIsgAY74wCB3z7VUa6uOGVR9p3CLe2CFBIA49QMf56xW6xyWskdowdJISuZDyrKSB7AEep7Zpc1x6W1H2sj6eRIm2S5LgjeRgAgHGB1OSw/A1s6fHdar4muJnWGNXHlmMjduyWJ/lxnPX3rk7fUD5ksTFiu3MG4AEcj8u5zVnTb+8/tJljUECPdJIxIUYJOOPpWDbRvyqS22Nq8a6hFzqiRF7aSbdt2jK4YYceuefYBq1LzQtN1uP8AtCOK4mkWP5ZLeRf9WSCjccoRkqR7t61m+ILafULVreaZZJWBm/cjGOg2FiehwRwOw49eo0bwnb6otvc6eZtHuBHGoeGQRo0y4yvPBIPOM8+1RzKLvJGMm1G3Q5rxpfPJ4RQ6clna295cAz2MTkyQkIgLfMSNrBNx4ByBngAVqfDW4jt/C9xpi2f78yqxeSQr5e0nI6d/mG7pimeLfAevaL4gtWN0usrd5kVSAvmAcFgcEbRlifbOa5DXtB17RPPa8n8iElRHDCdwmkLLuOAMYVcZP0I61rGtDmvE53HmhyN3M/V7u8vplvNUv/MmjYHMabVCDIVVzznp36baSzsVtY/tU4ZNkylGXnZH6H3/APrmt280FNUS9n0u2l1OCxKM9ygHlK3B7kZxk569fQCsnW9S22P2aHB8xEd41XIGMZYE+uM8dePSssReUk5HXh0lB8pv+C9QWOZo8Mscg3Rr2B65HoCD09jXf2c/mbckFD+pryawmEHibT7a2kZYh8sjEYDEKwH4c/rXp1n5a7fk+Yc5OaqnorDpzdSClI7DS5hGATj/AHcZNFUdJu0lYII+Tzux6UVsl2ZbfdH3KLeW3hZVLHccsGbmnzrCuxpwu/aQdoOewqe+3bli3Ro6jvycY/8ArVXz9oRn2sobI+XGQT3/AErHyRhtqzzDxzex2urXZkiGzyYs/LjLfP3+ij9K+YfiAJr7xTPNIP3UiosUKH70agFd3p8zMe3WvoL4h+IR/wAJzcaUZAZTGnysgIZFQEj2OZBXkmsfaM6hbXkZi/5ebPjCtGB5ZDD1O3+WOtcFOL55u2gpx1Vt2fOvxGzZ6LrMkgwtzttoRjB2q4fd1/2cf8CrkPDOni502GKTyURXDIsoIDsSByeen+PpXWfGgLbwW1j5oLGUs3T5WKqG/ln8a4j+0C+kpGdmyKILGe+4ODu/Dn8z612xi0lEifvLQuWNwGs202NlFwboMPLXCPk7RyegHP5+1Jps17aeIpYr9RDCplKiRtykglfvD7x3Lx7rVTSdSTSYbmcQxST3EDJ5cif6onhSvqf4vy/CwLi+tZDNeSh1Rw5t7gHa5yTgAdvmP51UnZ6kxi1oj0rTJUeySaYRs8yhfmcHEfBGSOTwuAO3Wr99pztHHdReYLeONkGBgq5YA9vQNj615ppfjGHT7h4LmESeXKQ205AXHG38sdea9FvNUF/at5dyWhKKOu0BiRkn8cn2ANKL5dTS7ukzNazgu1WUEIkIPljIPz4x+AwrfpUEuofbtObc25I2DqjnKnKkEn14HQeoqLUJIIYS27A2ABfvAckFj07DgetVYZJJYbt5Ms2UaJU46EDbjjkg/ktdHN7qLUVcsXDLBbxM7Zlnba3UgAjlun3gTxVa8ml+z7YtqLtZNwx6EMfzJ4A6irVpDHdFrUMbiSPJwoJB45wB1Hf3APrWdutRCjNKTLNJgtuztBAwB6AH0/rUpy6lWjeyZXhj86YM0iw26szO2NxGQMZ5x/d4q5p04j0GO3CAy+eUMrHaxTYMj9T9c1nWUcbTOXKqi/JtA7DGPxzk+vftXTaPo7X95A8qbxcSPK6Ku1FUg7VAzw3yjA98VDbTC3N1LWjxSahb3Efk7YmjKiXdgDBzkfiATXu2l2It9E/sS0uYrm2KIssMo4EgG/HYqSew6j2rjLDwzbaPbxiW/t5b1S5k06JsPvwG59O/5V23ww0e4XQp9avoVkupjHiNQRjaigE+3Ug471zSmm73Oaq9NDjNR0OG1u72zewibUNySWisM+SJA2CvJ4bgAeqHPNd/8Rrfwutpo76TGbnUtQvVH+kOWNvEh3uVPG05RV45x0qv4es7PXPiNqOpasxjnhsojZbmAZpI3YkMMc481TjjnB7UuvSadNZfaLaR01e1uV2y5AaLALFipHHysMc4zn0rS7bukcn2eV3K9vpNjovhvXrFHClUnaUWqhfKgGSqnjAztJ4J6gnvXy3qGotZ38lv5amVYjG21w4IDfKoI4IxgZHHWvdfE3iZrvwLPFZQqtzqkxtIphaLGXjEPMjNjJ3BmVVP8JGcV4prVp5PiK4uryJ7WIBkiUP/AHAMgtjk4YZ9c1dZRUIw3a1OnC3pxlOS0ZW0++k1XxbpsrjYd28xgH5vlYkk5r1yzMaxgyORuryTwXEq+II5Fw0SozAk8AYAA/WvUrVftMe0tsz2zU0zvhDlgkdVpcsbONpL7fXiiq+kRoqjYeR3z3orfUh2PvDz3aVVfaHZcgk5YH6VOqxx/P5rFySDg8H6imTR/IuUQljuyvUDHfv3/Sk+y+U6gRhQed2eKxu+xFk9zwr4uaDHN4vu0e6aKTHnicRbQqsoBG4HLDK5x7CvGviBrGp32oW8cURmuZ4IoTcKhVZCxAA9QSVzj1FfTHxDa2j8QWp1PUTZWkqMFmDH5WDDc3Htj9K8S+IHiC2W3kvNNEdzeoqpbvDwIpEKu0pP8PPA7ncaxind3dkVJxTTtdnzp8XPBNx4b0W5s9W2/wBrxzLMwbKtAAp3I3+18w6egrz3R9FF3bxyM4t0UKQzHI3ZHGPz9+K9s8UW9148k1e91CRrmXf5swXnb/ERn68Yry3xtI/h7SdNhjTFukskgjY84PQN74J/A+ua3g002iJJ3RR1O60vQ7ZIVkIk27vMx88nHUDtyeMnnFYLalLqPlRKkkcYQRO7csV5PHYE/wBBVebT7vULV9XmDMGfDsw7kZBA9K0NJtmisZLiRfLSEly7c/KenFJW3HpayJ5rHTtNw8UEkke3ftlfcxB5GeO34Va0bxIizxWl08sXOWZGO1sev+e5rRsYBqlv+4sWmg25GTjOCCR+Xf1H4Vm+ItJlvYftUlp5LwkJLwAp3dGHqATj8vQ05Wexl5Fwf6XMcbjGQXRsDBXGQQMdMVqbWivFkSEGONg6oCCMsQOfXB4/OsTRZpAzxFRLtjCJKFOAoHJI9sCtyHbb6fHKkaSTuyRrHyTI2RjaO570RqW0LvfcdeSNDHKLeQRtIfLd4zywYENk9cDb+ppf7BczJMsReKMZyRwqnGOB2P8AWuq0nQ5tQt2dbFhD5TOZ1ICZAxnHrww/4EMVtWOmtqmpJp8IScRREPHG33yP4Sc//qFRzt7FuUEc94A+GepeK9XiuFikWA7pDMBkZPb8Sete56X4d0bw94ftru7iS5MaEPvUNuAZdwUYznIP/fXetbwppyeCNMW2t28yJrd2BUr/AKsLlmBxyAFY5+vpXF+Lten1xrnymFppKk4eRwrNHgZ2qRxuyOSB29xWNWb3scMfaVpWg7I4nVvEtlqHxCu7yGK1u7VZHmiaIMpPOVXGOCQCucZr2i41UT+HzMGWGfyHChRhcgY4Hpkc/T64+fj4d0bS3uJFupomkPmQzRyMdyjO5sgdMlfzqW81J9KhW707X5P3Su0UN6SxZAp3YOB1wBjH1qdW9UdEqDslF3+Z0Vn4gmfxNObwfZPInJ2lWDKSPlBB6AHDe/FbukXtloug2trIk2qeJ9WuBAbqResmzaMDICgcHJzyq8cmvPdQ8WT+ILy5+2iKw1ASASu+R5ki4UMCARgEZ44496nhv5vFtxZPZLLA8Mz3ck8ZI+RSrKwHYllH6DPSumMVN37HPKMuVJnca3pa+HNP8M2v2z+0l0+3YNLHnG5mX7xJydoXHtyK8G16aW8nuJbqRDtYokCj5UB4JH6c+1eo/EDxDLJYwxLII1sbVovMZvmnd1UEqB027SMe+OcV4zdwt5ckzSNLJJKBg9Wzkisq0rzPTw8eWmlLdm94LsJpFeZk2gkKvuB3/l+VdxZiaOTAO5f7vpWPocf2a1SMHcqDG7kV1OmxLNIpC8d/Sqgro6JOzNvRmdiihScD0orQs7ZlYBTwMYwelFdS00ZySjdn3fJHCsargE7MAr/PP1qtBdR4be+B2CrjJ+tWfsvnRhsrGqjAB5J96gms9yHZIFUKWYsOM1nr2MtGea/HbwtL4g8GnULBHF1Ylpwij70ZXEgHvgA/Va+edF8PR3mnkvYPEPK3b5JeXkxnfkdBk/pX2irqtrhznC5AxkH8a8B8afDuXwbrSappMirodwWWTTVXiJ25yCOi/e+nArirLlfMdVOT5bHjnhO4tfCd08UxxFqk8n2gfxHklgB2XB/nXjXxp08TQpexIyWn2ly27vnoGP5/rXqvinRb3UprvVLSKSJI/wB2ZA27GW2YH4fzrhvF9vJNotpaXkzLb3Tebd3ZTeI9zAYGMDdzWsanNsZ8q1bPLdN0VdT0uWe4vYxJkPJE77SB2A7f/rrsvC+i2Wv+EzKkjR+aZDPGnAZVHyk+oG7kfT0rkPFXhG18LyXNubh5reZVmtZFj3bskfKzfwkCun07UDpPgGG4tWlhlTcJFdfkkG7PA698enGfrUtrnJUi9Emdb4FtYrW0hBhwY4VcqMZKHPQfr+HNZPxEshDoN7eykeSsUVvbPI+1kXDZAQDuxU564bHPNZOnX174oWxxPDbpc3CoodiNoRTlvbIwPxNdl428D2dn58eoX6zwus16JVVWKqMbdq+hfA/HOelRG8BR+JXep5N4fv4pLBoYiEljXDPnDD1AHcV3Hg+zvY9S0ssIbnT4ommUyMAyShiF3Hrnaox9fbjymzuP9OnjgAWMEtuKnk+n0yBXpOhafcLa2phl821kPmzBD+82sMtj6A/qKuS0HKMI9dzv55rzUPC98NJ1BLa4hgkkjVSAo2bZCgH95iGxkdqy/hn4vtF09neGVf3kcPAAkKZJznrn6evtS6V8PNSu7U3OmXVpZw3X7o6fl9xHzDzO/wDCWHHQfWuV8L6HaaXrlzAl0EW3jkKxzfMyOoIA3Dg5yDkEjp1zitYWejOFaKUUz02x8Q3GpMltMxWzt2dlWZmGXKhhgEngFeme+e1cH8Q9evIdRt9GllnF9GheRkXjAHy/L6kjPOPatDxRqUUOk2+cpHHGQZFfa+9kMikHueF4HTB9aiTw6ul6Wkrwhr68j824mLAE5bO0Fs/MOvHQEfQi1ld7nZpTgkZnhvT7y10eaW/NxHd4WNLaTP7u3fkEAkDGVU46EgdMVBqEM01vd2aXtubJWHnv9nQPwckjuDl2HGB8tS6xrgSSe7+1Ne37KwEmchFQDaoGMAZ5z9KqQ2KzaNeXl0C9zJCsU0cPQEBVQKDjIPy8ehB+lST05hJ9RZNJfSNCtmiuGvVuI965BJjPysWX0I3Ac9c+9T/CTXL7Sdf1W+WWO2fS7O4IWQ4QMUBUgeu4LjHU7al0aS51ZVsFWONLaNt8ZBPzDZhNp68gE+uAOMZqDxEqaHeTrHd/a4LgLHPJGnytMiAEdshScenGfSjm5I8z6G0Yuq/ZtmZr2ure/ZZW3xosSonmHJOOVwB0OT+tUdBhfUJol27LeFzIB/eYgc/p/OsceddNHCvIX7ufc122j2aWsSRx8npXnX1PZcY9tjdsreThEXd36810elw3G5cp8tZ2nxsjfLIAcc11elQyKyMF3IPTqfeu2KZhJo09It3dgM7QD1IorXs7cSx/IpXHoaK10W5zttn2m8c+5kjIOMttU5OB61TmmzHKrYQ5wMfh2qVdttBiKR3fIDtnqf8AJ6UMszRs+0+crbRno3HWk1daHP6lWMFXWOR8gcbe544rO8RaTDrVnLp7NtWb5C6j7jDofwrTs44ReK8oUysWxzxx7/WluI/KUuUBjDbjgYyfrWbjeNmVzK+h846zpE/h/wC2aZfRoIrNSsUmOHjwcEf59K8X8eaNBaeEJj5rI1kiJDEqghSSWIY45JOPU819afE7wsde0uG/jd/tNnl9sS/6xcgkEd8DJ98kV8+fESM3GhiK0Q7d63RdVA3sPude+RXl04Sw83FPQ3bU1ex4za6Ck2g3sGobHjZlSSGSQBtzHKgenzL+Vc1q/hG90GKxlncPpuowsYPKGCnlP8yn0Kkj65969Hk8D3GoMdVZ2aXmYyLyQwOSWPqo2jA96zI76W+87dceRZwlXZ5sbldiQyqueB8pP/ARXfC17oyfvRszh7C5tNNtDbywytf3EANqGQARrLh957tuGSPoOxqPxh4kEXh2x0wXL3DxxK8zZyFjOCI1yeeQp/4D71rTeHrfTni1B5zIUZPMmILCFVUhDj0CDp2rzm433uo3F6Y5oLBneRcNubb82BkYz9e+DxW2+xlyqLu9Sno7SLI7Afu8YDscnknn9a9P8G3VtBpIS2dZHkbzGMjY3KOqjPvg5/2a84aO51CwhSytmWNAsZkBz8pJOCMdT/h61uwQw2Okw4zK6LtWNF3FmYgL0J5yCPx9+bikn7xnO0loexWNkmnyw6ZqN1cRQLCzwz20qYDuBtLkgnaFPQf3jjFc34i8Pz+HNQiuYoJLy2lZYknkcNsIOzI446AYIxhfaut0nwHJrHhqwt9WuJNNu48yvJKpdimzMan0OwAY5xge4rktQu9U8L+KI9OnkmFvNPFIJrhTsnXkbl985GfYjtWPMlNum9Dlj7ysrXJfGViPFGi6Le2aSz3dgWhlijBLurKAG98BEA/3a6qHQ4fEOgaRcaffpeXBZml4djHtb5mPTj0z1/GsvUNKaxulOnyL5jwSNtDKVdlK56nGSCv5e1Gm3jTQXU0CSadd3jhzbxx7YrhGymBgE92xx1IJ9moynZx0NpSVkmYWqaDb6f4XmhikSS/NzsMLkNLL86kqm0egyzMQB0FSx276TcRXNtLDLdwOZUTblNwI2HI6hD2Pce1U/FWo2Uv2GC2dZJbOWUtKnLyshcqWI7YwOOuD0qn4X8QQNczXOpCSS1WAqtusgjUvsIKjjpnngdKctNGbQgkr7kukR2C6nCrTXEYjBlmftK5d2LN0wCNi4z2JrH8ZeKotc+zadbQRW9naM5DIOXJJ5P8AnvVDVtVe6udQuIm3RTs2PKY/KCSdp9hnH4VV8O6DcavMCCBbofmbHX2Fcsnc9GEVoaXhHS2uFe5xvydiZH5/0rsbWwEchBAOO61b07RjCFWHdFtGAoxgV0Gn6LOduVVuPpRGLNJS6MhsrORmRxHgHA212el2MjKPlMTdAxNVNN00NIFZSmBziun0+BI40VgBt43t1PNdcdGYS95aF2xsA7fLIfM6EqOaK29NsVHKtvOaK3stzHmaPpa3uEU7C3lFpCqLIOCRRerIY2Qyh27kDj8PQ1O0f2htrsrvHyTt9hzUc+ntJakByjSDKjOB7n3qNbWMtCF40Xc7y5ZcFNvHrUE1xcTKU8smAr1AxyD1qxJZmKOM9WVTnzAQPbgVTkW92IZ41K46IxJH+RUN62HZWuR3UM6RyFpEAQcBgCxz6V4j8Xvh/eW+n3Ws2KySWEaefcwog3RlfmDL325ByB0/l7s0rvamQwMrbchWGc5P+eKqKu5WTneRht3IrGpCMtHuaRbjr0PhqO+j1DT4tKhu/JkuGMhVRny0IJJbjuxx+uK5t/DIa+YlEW3/ANZJufBcA5Ab6/0PrX114o/Z30LV9Wm1rSpm0W+kQRm3jjDQMRnDbeNp5PT16V4J468I6z8N9Ytm1bS2ms4WG65hDNG5PRy/bHocdBXLLmpuzJfNf93qvxPJPGFi2jeGlbzJCt4scaLu+YtgjlewwRjPUA1Z0/Q9Os9F0+GcrJc3hEMcWzd5Y7k+g3E8+mKsaXa2Umo3E9/5ku58QtJzleNpJ7YJz6muoutHaExRK2ZpXcZXny412/NnjuQfwxVe1sc1So4x97Rnk2reG59L8y0so5YpbUt5jqMLlWztI6nHGSemO1LofguS5jtL+4kUWasgK7trFsnb0znHH516B4qaB7g6ZplmJJWtncyB8FGbJYuecnccc+lSeF0g0+ynmud7PbxGdOWCrxkkem3+g9Kr2s2jndVW2J9W8aeKrW9tnubaxvIbQxk/ZhnaFBGOO+Xb8WrI8R69Z+LtfjluZWtIkYOiQKzHYcfkQdzf8CPWtA6lbwSr9lgheBJNk0jrlRDt3AZPOc7snnqfSsm68SR2c0M9k8VkYclAYQdxZyQTnHTLf5NXGco/ZRFNRveJmW9vfXhsIGlZLiHdMhijGQBksp4B/E/3TTdT1S3sfs0cUsj3sreacLukUODxuP3QAW+UDOTz0pP+Eq1HUL6UxSPPIy+VE0SFpBz/AA56A4Fafh34S+K7jLtaCxyfna4IDNkEn3p+3klbqdsYOTukeZXjG+uFji3Q2ocsPM4bsMGlkswsTfMzBVIQhOnuB717V/wz+1/Kkt5fspk+ZkhiyAMfwkn1HpXQaV8JtP0Pa1pb+ZLuyJJzuYY/rXO5yZ3xpt7ux454W8CX2tKguj9htereYD5kgzwAO1ep6b4VtdOt1iWLEYGFCDpXaw6BE0cTumHb5iWHWtOPQxlQy7VPUYx+NXGL3NeZLQ5CDw/tVfLGSxxyOlbdroL43BhkDgCups9IiLiPbnjOf51oQ6SnmBlVioNdUYmM5M5/TdLzhni29s7ufxrp9P0DcowiDjjj9auLpassYKKARnHU9eK2LCzZZNijaR3xmt0l1MbvoVrfTRa/K0Y7jd6iitP7I8khX75ByC3Sine2iCz3PYmmVZCZZ9rsNp2jHHc0qXiI27zCzbsH0HOe/wCFSxgPCzsypJgAqRnINVmttzbQVdcgh+gqLu+hCtbUU6ptmIYZ4yz5GM59aptdT3SsRFtUYBZulOksY/tHlyHcOSec5+lTGP7T9/OAccDOfQVF5SG0l0EaZ444wR86nPyjIx9az7mFriWWWN9iEchejfWtV4XVQo+XdhWBHAFQmJVUxKu1M8Z/HFErsFZFbcY5BtXeGYHAwOgxSNZiaR1uAAp9QPrtHqakaR0Y4hSMquA/r71XupraCRPPmPXdtzjkDil6glrc85174H+FNcuHun0xLaUkENaMUG5TkHaOARn0rxfx18J9R8Dy/LbPqGh7mLzwp8yIRja4HTBwfTAHvX1PdTRlfkzncCOcdx/9eorqYlnBT5emIhzj3rnlSi9Voyn7+ktT4E1S6isdZu7uGG6uZWlULHtZkbA4G4dvY4ziul8PfAfxn8QrNb26aHSbCaELBHcs29o8HB2gZA54B/Kvr6Hw/Zx3F1KmnwQTyfLJNHGqytjpkgZNT6fYJAd/3gIzgep6dayjTk/ImNGjF3aufOf/AAy3FAsIn8QziUhfM8iAKrLnOOW4+v6Veh/Zn8I2u3zUurqbODJNLtU8cDA9AO1e3XNr5h3bfM5zjHT2FVP7LMkzrLvjK4+XkfjWkYK+ppaMfgSOA0f4b6L4dYmxsLeAp8p2rlz7ljzV6PT7fzJQUBCDJVj6967CbTJgxWIg5yd3qKz7jTlbAUYdQQeOoJ6Vaio/Ch8ze7OXj0bzOIzgNko4569qjGiMUCNyyjBLcH8K6xrMQyRpAu1V67l46dKIbYyb/Mj3sSG+XnA/xq4xTE5SWxyUOkP5zJlWUDGT29iKc2imSSIBGyOML0Iz612EmjmGfeBtGeWb19xTbfT0urqXEmTn5gM8HrimoFc9tjBg0xmyREFK8Ft3JH+RWg2nrJ5aKdsYUfMRW7/Zvl+Wdu4A5ZemTnP4099PaSbY/Ck5Cqeme1acttEZ3vuYsul7yXQ7GHClueK1YbVodjIuWPG7HrWhHpbrlc5KngmrTWiyXCKrNv2jPHSrSdieZX1M5dPZEKs4Kg+neitz7GIlPzs7cdhiir5fIHJvqdLHbtNGDMeANw5q7b28FtDGCcDuvX8aKKyik7sUtNERXCiNkuFG8R8FWG2oHuoIw6Bsndn5aKKlytoi+W+oy7dlxJnLTY79OD/SmyTNFGzSfNjAOwcCiilK8dUStXYr+Y3OXAjccjuajbTYFlLE8ph93Xmiil8WrGm9hkwjZvNVDgcMuOM9Cap3V55ckbeWWZuoHSiis3Jx2KtchmvkkkSOR/IlY4Lc8jqQKfGY44iY2O1WwOex60UVEZXb8jVxtYZ5AjU+aGWJwfm6ZBqG42yb5QCVAxn1oorS+liLXZWt5LbaNzBJCOV6fh/Oo7izEcyquU9s9QaKKroLqMTTZZHKb1YfXFXW0n7LMs0R2tJwExjPHP8AKiitElYhsqS6eV8tssxfO7FLZ2kcUrrGjRKW2lwPvcUUUk9RlqLTTcTFnfIUbl9TUqwhd7ooYtyQ3X8PSiiq5UF2ReXKoyxBfPyqrdjU0MMpuGTGMehJz+NFFLW5T2NCGCQx8jnbt3E5JNFFFaNtdTNH/9k=) | ASR 1265 x042 080701 Fibula af kobberlegering
Cirkulært emaljespænde med korsmotiv dannet ved fire buer udgående fra cirkelomkredsen. Al emaljen mangler tilsyneladende. Diameter c. 18-19 mm. På bagsiden næsten komplet bevaret nålefæste og -skede. |
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) | ASR 1265 x045 080701 Fibula af kobberlegering
Den ene 'arm' fra et trefliget spænde, ornamenteret med karolingisk inspireret blomstermotiv i ret dybt karvlignende snit. På bagsiden rester af nålefæste og lille bitte del af fastirret/rustet jernnål. |
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) | ASR 1265 x046 080701 Fibula af kobberlegering
Cirkulært emaljespænde med korsmotiv dannet ved fire buer udgående fra cirkelkredsen. Emaljen helt eller næsten helt borte. Der er tydeligvis tale om grube-emalje, af ret lav dybde. På bagsiden næsten komplet bevaret nålefæste og - skede, samt mindre del af jernnål |
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) | ASR 1265 x050 080701 Fibula af kobberlegering
Fragment med dyreornamentik i gennembrudt arbejde. Virker 'rå' og skal antagelig opfattes som en model, evt. være et halvfærdigt arbejde hvor efterbearbejdningen efter støbning ikke er udført. Ingen spor efter ophæng m.m. på den flade bagside. |
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) | ASR 1265 x058 080701 Fibula af kobberlegering
Emaljespænde med lidt ophøjet, central fordybning og 6 afrundede flige, hver især med en mindre kegleformet fordybning. Ingen emalje bevaret, hverken i midterhuller eller i de seks små huller (som antagelig aldrig har haft indlægning?). På bagsiden fuldt bevaret nålefæste og -skede. Diam: 18 mm. |
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) | ASR 1265 x082 080701 Fibula af kobberlegering
Emaljespænde. Otte-takket stjerne med central forhøjning, hvori der sidder en større klump blå-sort glasemalje. På bagsiden er størstedelen af nåleanordningen bevaret. Største diameter: 20 mm. Desværre groft afrenset af finder ! |
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) | ASR 1265 x088 080701 Fibula af kobberlegering
Fragmenteret korsformet fibel, hvor hovedparten af bøjlen og hovedpladen er tilstede. På bagsiden ses rester af nålefæste, samt en lille klat fastrustet jern der viser, at fiblen i sin tid er tabt/efterladt med sin jernnål. Største længde: 3,6 cm. Alle kanter er ret 'afgnavede' - den har altså antagelig ligget længe i pløjelaget. |
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) | ASR 1265 x093 080701 Fibula af kobberlegering
Emaljefibel. Rektangulær, ca. 25 x 22 mm. På forsiden svagt hævet plateau med ramme hvori ses fire cirkler forbundet i kryds, samt yderligere halvbuer langs de to langsider. Rester af rød emalje i tre fordybninger. Fremstillet i grubeemalje-teknik. På bagsiden velbevarede rester af nålefæste (med lidt jern bevaret) og nåleskede. |
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) | ASR 1265 x094 080701 Fibula af kobberlegering
Emaljebroche, 8-takket stjerne med central cirkulær indfatning hvori ses nu, grumsetgullig emalje/glasflus. De fleste af takkernes spidser er afbrudt. På bagsiden er nålefæste bevaret (med del af jernnål), samt dele af nåleskeden. Største bevarede diameter: 20 mm. |
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) | ASR 1265 x096 080701 Fibula af kobberlegering
Hovedparten af ret bred og kraftig bøjle med langsgående markering af ryggen. |
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) | ASR 1265 x100 080701 Fibula af kobberlegering
Cirkulær emaljebroche. Opdelt i små celler, der danner et kors samt en lille cirkel i midten. Næsten al elmaljen er faldet ud. På bagsiden velbevaret nåleanordning. Diameter: 20 mm.
celleemalje |
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) | ASR 1265 x109 080701 Fibula af kobberlegering
Lille fragment, ca. 16 x 12 mm fra smykke med gribedyrsornamentik - formodentlig fra en ligearmet fibel. Del af nålefæste- eller skede bevaret på undersiden - bl.a. i form af reparation med pånittet plade. |
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) | ASR 1265 x111 080701 Fibula af kobberlegering
Fuglefibula med rig ornamentik og forgyldning. Helt afgnavet langs alle kanter og kun den centrale del af stykket er bevaret. Længde: 2,9 cm. |
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bRsEttEs2CYXBOfZRjHPsMivUhWkopR2OSVGDld7nN+ArjTZPOtZYiLFTslZTlwD/EvqR6d+nHUTXfgN5r/AFC6JkNlaNIsMiAlZMZGcH1GDj3qxZCG88awWeiRwySa1thawtAyRW7FgI4wzY3EfLkngknnvXtniX4fLqXwFufFdp8tzoMsNhqE0dwsQXezxooj2EM3yxsW38jtklq5q0qsZL2WlzblUoa9D5GfKz/63aVJOSze/wAorqvD/iK80+3WC3uWWGd8rFHdFdjYwM5rmIZHupGw0skvzMu1gvzevPWr8EwiijUmQZ++00QYA5zwR719NF80Vc+bkuVtH2H8JfHGrXluzXqyXNvPHsuJLm1SaOB84RlZcEE4OD1yPevafDeqWl7BYT3CWrW0cv76INPA7MoZg5QDks2DyCc9fWvkP4F+JoLdirC1aN8RywC5eBiwBKNg8da+vdFjv2uILgf2hHcCPybuFLmG5EcbbRuwepwVOcew6V20kldnPU6I+bP23Jf7V8deE7byo1ka2aFvLuhNuw6hSSx+Xv7V61+zZ4Vlt9LtmgtGME58mVTFaynzFOQACQQvyn868v8A2otDudW+I/hOG/NxMqW0yBpVhjkdDOxUg5IcYIwfTFet+B9YTwv4et4pLYpuHk3jTabFJDGqjaJE2tkkFhkjPXpXzWYyvVUEfQ4JONHmZ7hP5MStbaha3Cfa2W2vtmlwyLCzBdhBVvlbkkHkZHauH8S3VzrXiGLSINPF1Aj/AGa+e3tpI4kZQWSedlJwwyOMHPHSrXwj8J65qUksuo2c+nWKlbOYyQSpNdBwWS42jOCAcAkEg4Bx0r0bxXeaT8L9Fi0dNPjhjU5ntmnuInvSz43M4BHbPOSR2GK8qUlHXdnVZs5rSfC2i+E9Vudc1XUYtR1WygmigguLqbZNanBYxjb82BwWG4nn6VD4h165g1CeewulSHT7H7ZFcJqMckJt2K+ZEN65LBSMZ4BB6dK5rWviEmhX51OfXANWidXg8u9jljSyYEG32OeWwT6/UYrz3xr8Xbe+nk03Tos6NEXktpLiFHnGVxhmA7hj7jnmuLEV1D43d9jqo0ZT+HY6HWNet9Ha6tLaZrmzjdpIHlSLzAHCkhjHwRkZ79a4DxZpEHiazkuZHRpGHCgDrjHBHXpXN6hLqel6xDf3FyU02aIEwyEoJ1f7ki46rkMDjHb1Fcb44+Kc/hmCaC1bzZZowFmDsPLB659T/nNfPexq1qvNT1kz2/dows+h5F8QNHn8MaxPZzIDIx3b4WyAGAIyR7EV6b+yh8atc8F+Lp3jtJtajuFEElnHJIrSLuUhhtYAspAxuyOenNeKaj4iuvEmoT3M9yzI7gM0jEsefu+/QV03gvxIfh22r3Qtre/g1W0a3jWdPmt5NwZJon6oysByOoyCMGvsqlBvD+zqayZ4sKilV5l8PU9l/bN06VPGGmeIZbW809dRSQlL2DZKymRt2VYAjHHB/vccV8/XVwke3ckajAVgFaI9OD6V9N/FDV7f4ufsvtrM1xbyeMvDstul8kS7WntSEi83ljuYbY92AOSTjkmvlqS4wv3pCuMSbZA4IPHQ08pTVHkf2W0ceYaVU+427kby23Fpf4XO5XHXjFFVt4WMZC7umHhIyvrkUV9DFHkS1P0z0yz13xVr8t1snj0m4zMl5cQQh5JgpJROflB5AbHOBjjmp9YtLXw54le7WKRZBYJ5j4RXaQbgThScnI9e46V6P4ft7aZoZZbXZHNLvC2+lZKXCDAUMxHHy85x3rivGl0lxFrWqiRfkuktmZolgKkLhjsBOAGXFZ55VtQ5e7X4E5XTXteZdEfC37RsxuPGul5fe0ku4ZYExgY4bHfJ/IV1WqRzXFp4JnlJHmX8W5McnCqwAH4CsT4gaKnib4y6VpSoXijLXEvl55wNxxnscfrXR69a3dnciZVl83R18+CPAY7D8oYHHO0gZ4H3TXzvOowpo92Kd5Mrx3dl4gXTrTUkZ3uL25kePBcMwJAOV6Y3DCjqcelM/Zz8GWvjK48VxXdqC0yy2i+aCfIU5AI9CMnr/drn4fGmmaZJ4bn2m6nt7me5mktgWLq68jk8Hd29cmvUPgLdzeC9E8Va/LHLpkl755ihwpliMiMiDkfeycj8Kzq3jTa2v/mG8jynxd8FdQ8I2NtqOnzxSadded5MzuA5eIncBjr049fwpfCvjC51zwXqUE3iU2p1CYWmrWDJvMqLh4piufm+ZW+ZcFecnD8+teNLqe80PR7ZIdsNqvnhTkr5ag71PHuoJ7hjj0r5tvoofCvizTNTvIWeyuJXW6jtm2gqH2sFY5Gce3p1rpoOVWPvvUT/AHbVtjn/ABZ4buNA1+6tLiIja2+LIADp0DcEj64PXI7VQ3qoG0CPgAqjkc4969e8VxjxZpPnSrJ9t062RIJHJYyRhsBfZQhPr/qx6nHlFxbmzaPDOI267cDrwRXs4XEbRZ5uLw/2onUfDjX59O1yNOZPOPkyB4EmGDgZx6jPWvt3wV4ksZ7PfcLpZe2URz+ZbyxSSxvIMNxwcBF6V+fllfJa30L7CEWQFTJHywz0JU19i/BzxhBJp8cUGoRzXYjWXZFeBTsRZPlYOM5Ckj06HHFe5FpI8aV2cr+1Hqkul+MPCKQW1nKP7NPlvHunDq7g987WByMCtXUF1DRfCNhbm2VLvUV+0PHDkcHAIJPfjj8cVu/Hazt5viX8P21ER3ttDZERw3crMWj3BWy0Q/hZW4/lXIfFrxRqnhn4lPoz38T6SixbJFgJ8uFlGMZ5YA59+O9fC55z1KypU9Or87H12UxSpKTJom8YrrV3/wAIpreq6XD5GWtZr2SOTCAZAG4hhnkCvNdc+OnxD0nVgl74svvtFrjY9y4lcKMgAMwJI5PGcV6frXxA07/hFdPuPNjuLvT3eMyQ7UW4XLbSufmPTPIGNw4r5f13Vpte8Uz3ZXAkOSshztGenSuPL3VqXVVe6jtxcacbW3Z11j4uvNemM95PNLL1V5T95vT8h/Kuy0vWpPJSW4c2fksS26TClhztU9zgV5toens0smoQqTIqHap+YJ6kflWho9jdXEkTXaJNaT7lilmcr5Lkfex9TwOhretCnJu2ljaippI76z8TWup3FxcyFrPSIUO2cgAuR3QHk+teOaxNqur6s0FnFJqkExYW8hQq7pnqR2Ne1/EXwrFrmlaVFocc0dhotqLa/KMJfMl3ENKoUY6Mo/Ada4TUrj+z7y006w1a3doF3286nAfCjG4sBtB9PUGufB1IRvKCu+3Y6a9Fyjyy279zx9prnQ7ponQxupxJG5yM+vsa6O88QQatp8EBPlYUE9DyO4/Guu1XwOdXvY5Tg3N5AJJYYVEz7iMjaPQj05zxXk95bmzmkijmPl7uV24I/D1r6KlOnirP7SPnK9Krgbp/Cz6A+EXxUtdLS90jU4bW70jVbG40+WK8LGK3mkjZEuVG4AOuR83pkV5dOqNCAWSSTZkbGD9zwc/SuMhvpLdcDjnOfWupsZIrixhDF/m9FVhn0x1Fa0cL7CbaejOSvifrEVfdCyQlV3HMeF+U5Zdw4FFWJR1WOTYNvA3Fdp7jB4ortizhlufrrpstgvmPc2WmwxzQbJ932lxbPkDcT/ebJOcjkV87al4stpPD2qRu7pLdTvcx+W2BvZydpB5HXv2r3Lxv4yu/DXgPX7uebxDultntsySRor3ZBWNgoG4KDt/I818hfEPxRb+FfDsN5Pm78tfKTfkYYpjnjnnng1wZt+8nCmdOX+7CUzmvDckl98SNe8RzxA26QNFasCWT5X2syn32MOP61U8T+I9a8P8AiA6tpcSi1uAs/lyDzCCQThlznaME11nhXVNHs/2WZ9UuNQnsvEVvdeTm8iPlTRtIZAI2GMsd5JBycZOMAGvH9V8cSatvX+0IE82TaWitwMRgEAAk7sEHkGvK9nzS1Wi0PWb5dLk3hbSbrVtWe6tra2EkrFjabZR5pJPOB0HYDNfQehra6dbXU93GPt9tCwjtoY9kEYznAGSWkyeSQcYxxivPPhY9nP4o0mTWte063hkhdo2Esca2ygHaSxkGxs5OD6+9dT4x8UXupQ3NroU8uqRxSNaQ3drABbZIcRyb9gycjK4688nk1xVoVKlTl2RPK+hyfjbxZd315FoGl3Hl6xcXW27m4C2tuE2hDxgYDHJ65De1ZGuaHYePr3SfCHh6MTWGmwSQvqk5WJWdN0sshYnkYGR7cDOeeF8SWs/hnFlZXjGe8VlvZlLbypwcMehDdcAnpXe6l8RNJ8H/AAhstB8KG2vtX1ErJc3flst7ZTKFMjB84CkSGMHnjcRg16kKbSXKF1Z8xwvhvXrq+tho8kkkjW+BEycyeTg8L7cnj/E1r/EH4VvB4TXW7DULTU0dzsggm8y4jjwWUyBchDgY2k7hnpjFcvoVq/hG1t9Zt9VW21eO6ATypcXMDKAyuAOQM9/b3Fdb4X8QT3Go7plBu7oNvAYRhnJyGChcDORwB9MVcv3cuaJK96PJLc8kis5EtI7gxKVDhN3mYIbrzXoXwr8RrY6nskaRbd23KPLSXdJgYUg+vFYXxI8LvoOuXfkOZbZpnLBRtXb1BH4HIrntMuFV4pldFlzjlSMf7WRXvYes5K7Z4VenyPRH2b44vrSf4jeEtRshNNYx2MnmwwyJaMqeZtx83XOAfYk1qftMfDm31bT/AA14jl814rJFTUmt7qO4uWtmbKsORuZVzwePeuT+AWn3XxC1LS9Rgj+0S6WGjnZSsqqpYnpIc5JxwD/Wvtm08H3GtaHNoEy3UsMcI2CGG1jZISBwWDDPzr+WRXgZhFzqScd0e3gp+ypwb2/4J+U/iXXmvESxW5d9Nt7lnit/l3BCcYbn72AM81g2jWP9qpHGiLBM+wKfv4J4Gef8969v/bA+AC/BvUzr9vNL9purspeae1sWSEkZjkEoyhDD+E4/GvnjTfEEJjkVpmgkbjCL94Zz83t/9ascOo1aHPT2/XqdtSoo1lzf0j7Tuv2e9H8G/DHTfFJ8RJHqd9FFP/ZEllMoS2YsuWkIwX3Lj075wcjpvGn7NP8AZtlGsMiz6jZQMQlncKYJoyFZGJZDtDq4GSMdOteV+EPjpcfERPDvgjWdd1Z/CNrAmIWETSmSNAwUSYyI94wF5wM8EnFfQ2i/tJav4kjs9B1Lwsvhj7PaSuFs53CNEFTChZWISPYinHOeoxXxuKjVpycm/eR9FTlOSSgrpt/JdDx/w/Z2vhv4mW3hWT7fps8ttNEYpgGKsQMb+FVhg4ztwTgjpmvnP9o7QW8MeP8AUIPs5gC7F82NcI7bQT0GD1HI4PWvtH4q6/oGvahob3+rRR2/20D7VDtkkhhLZnZwSxBA+4QRu3McV8b/ABquG8d61qb6JavLpWmySNEwDFpIt3+tbJ9NowOBj6muvJ6nNiFU6W19bkZhTm6FrannOi+ItR0ua31WwupIbqzw4kRyHU5GCD2/CsnxNrX9v6/NqH2WO0847mihHGcYJPuTyfc1TWMrDneVByMdM1D56Lk5yeMDbxX6BTpxjJzS1PiatSUoqEnoQ3UW05HHtWl4evlG+3lCtuxhpFJxgjpjkVSuoyIc5Bweqnim6fHPNfxi3RnkxnbGCTwMn+Wa6dJROG1pWR2zASQybWVB0aNZMfMB1w1FNW8uLizM0pkkZuHZogwA6ZBorGN+hUrXP0A+M3jaxstQ8MeH5WsLL+1brbLPYzyJJbKoADvI2RlvNJzg/d5FfIPxt1jVtZtdNgvpd1vbM6JISyeYobq0Z4DAYHHUD8a+6vit8OJ/FkOl+I7yw1ibWtEuDHLcbokLMV+QpgjAV1HOD+lfFn7Qmg3Wi614cXU52eSeIr5O8SNHEj4GTv5YDA6KMAYrDF/722zrwlvqySO68c6fZN8B5r6+1kzX9hf28tnbx5NtJviRGQrt2qwCtjHGImHpnxHw74b1jxU1zcaNaGWK15lkC5Cg55J6AdetdX8RptE1Xw+THq9y90uoSTQ6ZPGd5iZRiWSYkg4AUAYzkntzVrwHpemaT4dTVYbGPV9XlYxpYyx+fHt3AB9uAc9gOe+a4Ie7A9CS55+RvfDnw/ZXPiSDT9biufEDW9t5oj0mJLmWABuUCBggIxz5hwoJziugvPFemXdv5Nwtva263Qs3s4Lia51GO2VjvcEfuFORkEHAzwCORlaXrMaeEtSGnLd3ev3l6s8ei2liVt7bZj968ar5cgIJULtPfI55841rVbrWNRlv9TmkZ3fMu2NYsdOiKABxjjGKx0kbN8qN3xdJpcMerfZtQOo6grJEZVKmKSM8DYSDyAE77uT1wa8i1C/FjNNPGAZJT1447YIHTpXWXOtQx2eqafp0shtbxwg3QqJDGrq49dpyqng8ZIz1rkrzTljmJkgZWzna+effmu2laOjOCq29iHT5bjULh5NrMqqCW6KOOnoK9V8B/DHUdU8P3GvNdWyKkuxbP5mmKgcvgA4UEqpJI5Ye9eV29x5F5EjrlFOVXov1xXqfh/xc+ntbTmNL2HgyW8y8MAc4yMEZx1Ug8kUq9+iLw9t2bPxQ8N3Oi6bpz6rDFAl1Zi5i8tlkV1ww6gkBgVII6gnnBr5/tLpobnblkVjtIXr1r6B+MXxIh+JUKTTmWH7LbLDFa4ISIgAsEXcxAaTexJJyWJ6k14DdIFvBIQCGw2Dz19a6sHpc5MZ7x9g/sTauv9pyQvKTcfaVCxzaeZleDjf8w+6R157V97aHp8NvqCmK3hS58wTW6HSGYvGSN45boAT+mK+BP2L47a10vU9ajMn2qwuTsjtPN3Sq0YDA4yrAejDHNfWnw68VR/23DYXl7p/2hrhm028+1TxefCoG6FV3Ha/TK54964cX/Fk0b4ezpRR23xd+DEPxKtb25WCPUILm3jhFpd6U6q8YySYyDw/zHkj8RxX5ifH/APZtTwf4xni8LiaSG4lAg0x43EqHHzKN3JwfXsRX65alcxxxlIXs45SPOtniv5IlgK4ypyOCRnBPp0NfPPjSGP4iXUd5eQS23h25ujaXsbXkMkr3ScCUbgTtIYYIPY8GvFp89Gq6lJ2vuujO2MozgqdVXS27n52eGTceCfAup3V3aAahM/lxmZTuiUEEleeDkdcdKdrnxL/4WVr1i17rFxBfnyrNppyxTyY4kRCWySSduMYwMD8Ppr49fs0+INY8IrD4dgvL/VbGDbe2khXMKB2KIjKcNkHP4mvkW1+Eeup4b1HWILSV7jTZ1S7tmhbfAu7G8noBuIUg/wB4V20VTqJ1a7Sk3odk604csKGsEtT2S2h1vS7G4tLuR7i2j8qUS7CMdAASwyO1Q+INIi0URWcupzW9rqEGZo4WKrKp/gPPpnrzzW7pfxP1HxV8N5tV1jVLcDTo4ILuxuLjZcXvIWNwjZ8wRhQMDoMGvG/iR4/uvElxHpumtHBYQBZ7UbVMu4qocNJgMRlSQp4GTivFoYWrUrNL3Ut2e7LHwo07y97yPPPE0a2epT2sTZijOAQCKxdq7Q4kG7J+XnI/pW22lT6lbtdSMIzyZZJuOn90dTT9L8MC+XznZvLLhRtQ7Tnpg/nxjtX3VOcacLN7HwdeMqtVuK0ZkWtrNcAquWTqa674c6PaR+PNGj1eCa50uW4SOZbSUJKVYgHa3QNg8Z4z1qS0FtpsxgwsxbC/J29OcV6z8H/hhN488SaWjym0sLi4hhMysoVHLbQzZPHfBI615+JxnJF3Vkzuw+DTad9jyHVI47HVr+zjbckFw8amXKsyhiOQO/FFO8RWd3a+MNbgvJle+t7uZbiRJV2yOHIYgjg5OenHpRXpUvgVzx638R2P1emvI7Pw1dXWmvpkeo2+42iW6TO8u2TcGO7jBC455561+anxM1jWNW+Jl34hnluofKuGey+0KUkSNXJTjJx6/jX6ffDfXrr/AIR+xS9v9cv9WghV7yWER/uwqn5Tx0BJ6gnGPWvjb9pv4RtpPibUkhjmtikz3Np56BGktScKSAPmI2nkd1b8Xj1yTjP5CwUuZOHzPmy8tZdSmj8tkLscfexyf/1129n4X1TQZEWe3e1aH5PP42bh12kHDHPvXHaHGdQvZkI3LDIqFkbjlsDn3zX0P4v0q91S+03TVlme2htIQYJp2k2MIowz4OMDAUcdlGO1eLWn7NWkz26ajJXRh+G/iVrehtb3FtLc3d01v9juBNcSLFOigLECqMpbAG0jPIA59NSPT/7avb258QJFNqV788jqoVCoACqEAXCALgKOBirkd14b8Mzw6ZcXtpZ3iAuXunAboOw5Fchr/wAf9BsLh3ghjnmhYRKxbG9R/Fgcn059a8SdSvivdowfqXUlGK96Rb1z4WwXkMWpeH4Y0njBEkdtzg9MjccHnH4GvLvFuh6xpNwLHVbCQztkRlRnce2MfXPFP174/wCorHJHo9xKiSuGKwrtGATwSRk1H4X8UeMvFmrW6PY6tf28j71W2idyDjAYDHQAdMivUwuExcY81W1l33OJ1qTaimcBkSXXlMWG0Fi3pXRaXqyLaKUlRypw8Z7gdxXYeJvgfdaTBPdfvbMyZfa8TbdqjkZxnPQ4rzCTT7mGzl2Ngb9z7htJI6Ae4zXsLlqxt2M9aTujrNU1L+0NYeaNF8uQkjK4OdoGCAPqPfrXIX2brVSY9obqxVgASO/NWm1Mraxo5fe3zPt6ntWt4N8E6v4t1NItN024u5ZATFHHbNITtHOcfrXTh6Ti+ZnJiKikrI+p/wBje+s9P+GviuR2SC6+3I1tIXkFy4EY3RRNH3Y46+3Br1jwkmrab8VrPXILiPQ1tLdvsyQ3IeDewJ2zF1BTOCCQCemRXOeAPh/afCTw3ocNvK0t+I31K8mDm0EbLxJHtbhyPu5/2cYrv4LyHxZotzbJHq1n4c1BhdWS+VHcyzycLsZ1zgFhwD/WvCxkpU68mkerhUpUYnuGgeOpvHmi6rYtNqscsUYkktTawyukwB3Lx8pQ5Ug991eY+LLZ7q+sdQ1WG03XTNY363OngJZ4yBIjIc56k8muU8E6PqOl/EbWdXvjZxyNZ/Zra1aOW0+yNuG1YyDtb7pG3I6jBrpV8W6f44SbVkEEVvcXK2F3pAu2jcSgEl2DjgnGcHtxurgdl70TaMdbHZ+CLKC3sTeXSWEosQlnIkkUsYuo9+FlIAO08bs4PXtT/iV+zv4a+Ivh2/WSfT9O1e2iZVvoLqRXuIAowH3AhlyR64AABFa/gdtetdOlmvrm4uZrGZoL23ivYpB9mwSirkAbvmHPsea9NJ1m1tsrHePc27Fm2+QQ0BOQh9DjH61HKpq0iZTlB3iz4m/aS+FemyfD7QtMk0G1sNQsbWO3/tm1jCw3oZM/Jt4JBAOTgkZz0r89fEGk6z4B1podUtJlikH7p5AQrjqCp5HTqBX7y33hufWoRpl/YNfQW6ebDa3UMEkbJ8q/Nk8nAbBGOlfNXxs/YwT4gw6fJplvLcWTFrmG1u2RQjFhlcg+4Az26mufC+2y+TUVz03uuq9DVzpYhJN8s116H5Z67rkU8EduuYWuAXdUbauMe3+FUtNuLiG1ihlut1vMqoi78rGOpPPAP5dT719C/H79lDW9B8UTXumeF9X07TUQkyRW5uIdyjPBQYXPHGcc9q8Zt/hrqdnGQ5W3CkMRKSAe2dp6nnGACfaveo4qhKimna/R7mVShXlUbtf0HW1vHdfZLC3ikdI183MLblMhwBk+gGePWvSZ/Eus/Dfwnc2VnczxW90kdxPah/kcox2FgDkYZiccdQfSvM9G1a+0e8mtre0a5t1b5lXIzjqRxxWleWWq61Ikt5ZXD2Uqu6WdqCWjGCAzZHTPrycGuerSdSceb4fzOuNWNOnJr4vyOPt/PuJZ7iYySXMxaTO0HLE8k5orqrX4e6reWzTQ2MzxsheOQW7gHHJA4or3oVIdGfOShJu7R+netQW3h+O4uk8m6GnRSCJsTRPPEDkJtPJAORgZ7EDnB534leE7L4seCrLVUNtbanDYm5tkOobxKhLnysSAHOBgdMEn1r3q3+FPjhosPo+pD7PGsEUc9/Zyq67TuJG8Y5wPwFc74i+AHj37Rb/2PpEai3VXSRhaKjtsKFWTzOoDE7gOo5zxj05wjWj7OoeZGUqc+aGh+a/w2+Hdp/aF3LqMstheQ3kkyI6Djbyg2twcnHBHau017xNbeHLDVNUuZfMmWHEI384yBjHbgfTivvrVv2WdY8YXd1Nq2gWKtcR4S4MUCzQuNiqcpLyNoY4yfpXg3j7/AIJm+M/FVrHDa6ikNsJyXtJZItrDcQG3A54XnaR3H4fP1stnWnyyl7p7kcdCMdFqfmb4q1W78ZeIpr9jl5D8rDjoK9Q+AP7N+rfFjXLaR7OU6M0hjkuDOkY34B5LHpyK+2fA3/BKnV9HvvN1Yafdpb4kRHcMszY5VgG6Z7/5P1b4V/Z11Dwjo7adp2heH7O3nfzZVgs0JXayhVGXGQVU8/pXtwhGEVCOyPJlNybk92fJumfse+APDuoWV3PYw3gsl2XNpcaogMzbiu8gdvlboegzX0B4T+Hmi+F7OFdLsobWa0Yu0ljq0fzwiPqqnkjLd+RyM13l/wDCbxhf3KzGy0+FplWKYpZW5KJ5Z6EyDOGPt0raX4U+II9PtljttJaW1DrHFNZRgEGQY+ZX4+UHj371VS1rIiLezPFvG32/WrOaCUalItxI8lo/kQ3QnkUFNm5emS2c56geleHeNfhr4e1zXp5bnSRcfbkkjkik0dlEUzFVDFl4Unr17HFfUGofArxjeW15G3hzSWLzrcW/l3zR+SWcvJjDdchRwfTB61zsH7PvjW2urieTwf5yzrGtzHFri5nwG3Fdz8A56Mc89quFoxegm22fJem/sveCrRHudSjtWnsbmOK6WNJ089HbkhRkqVCnPbBJr2r4Y/DHSPBaommW9va3hUXFqIr9gHVnLAHPYKNv416db/AXx7Y2Fu9vo2pR3cdw8fkprUDRi32kJ95sZG4jpn6da6O3+DPjGzgktbWy1WOFfntpZruzkkibywhGd/TB7f3ffNJPuEj5j+PTXOrafpt/p9lqF9fMBcw2dsBdW4ZmHmLKMZyBxjp83XOK4/4ZeOPB66tY2U/jLwrBazlb1rq+ujbvaTfeYLhwueMcnOcda+yz8H/HSylIrbVY7efPnobiyMa/NGQQN/X5T+Q5r81m/wCCa/7RxYn/AIV13/6Dmm//ACRXn18DCtJy5tzvo4yVKChy7H1B8RfiD4FXRb6Gw8beG5o9QdT5On+J4pPNk6+ZJuO5cHJ7DpknpXF+D/iz4TPihZdT8Y6Rpts9sRfs1za3CTzbl2uAD1GPvDPGMivEv+Ha/wC0d/0Tr/yuab/8kUf8O1/2jv8AonX/AJXNN/8AkiuaGWxircxp9elvyn2vP8c/hPfXVjqF3418OXFxaxtFdxSXNsfPBPEmfM55GcDn9BXR6L8e/hpbWsiH4j+C5JbKVTAz6oEE8W1QA2ZMkj5uORz2xXwL/wAO1/2jv+idf+VzTf8A5Io/4dr/ALR3/ROv/K5pv/yRS/suH8zE8bJ/ZP0P0/8AaE+FLfa45fH/AIGidY/PimGqrgglj5P3ugOMj9KXUf2iPhRNJLEPHngMRRoZYANRQ7WDA7Mh8DO0dOOnHFfnf/w7X/aO/wCidf8Alc03/wCSKP8Ah2v+0d/0Tr/yuab/APJFX/ZsP5mZ/Wne9j791b45/CzUrWCyj8b+BSJw8kWNeEKW8wUKjH5sDucnHtXzj4g8SfDm817UZrrxFpN/bXY8nUbr/hILO5eZhJgNEsjZAwMbgQQMNk5rxD/h2v8AtHf9E6/8rmm//JFH/Dtf9o7/AKJ1/wCVzTf/AJIrH+yad78zN45hOKskepTeMPh5pF5a3Sa5od/d2MKQ2ENxLaSxrES2C7qeWG7pkEY5OTS2d98Kf3EUXiTwpMtlcPOTdbIWuEY58sFXxjLHgkHjgc15Z/w7X/aO/wCidf8Alc03/wCSKP8Ah2v+0d/0Tr/yuab/APJFP+y43vzsf9oS/lPqaO8+CthouqRw+MPBY+02puLaKPWVH2eTa+6NVD8fcXA4yWHHNFfLP/Dtf9o7/onX/lc03/5IoraGXxhtJmMsZOXQ/c6iiivWPPCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//Z) | ASR 1265 x112 080701 Fibula af kobberlegering
Fragment af ligearmet fibula. På plades ses et helt stiliseret gribedyr. På bagsiden spor efter nålefæste og jernnål. Bevarede mål: 2,3 x 2 cm. |
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) | ASR 1265 x117 080701 Fibula af kobberlegering
Emaljefibel. Omtrent trededel fragment af særdeles slidt stykke. På forsiden anes buerne der har dannet korsarmene i en korsemaljefibel fremstillet i grubeteknik. På bagsiden er nålefæstet bevaret, ligesom der ses de karakteristiske filespor. Bevaret diameter ca. 19 mm. |
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) | ASR 1265 x122 080701 Fibula af kobberlegering
Spinkel fibula, del af hovedplade og bøjle. På undersiden rester af nålefæste. |
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| ASR 1265 x132 080701 Fibula af kobberlegering
Bøjlefibel. Nål mangler. Længde: 44 mm. |
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) | ASR 1265 x133 080701 Fibula af kobberlegering
Rhombisk fibel med dyrehoveder på de fire spidser. Rest af forgyldning. 10. årh. Største mål: 28mm. |
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) | ASR 1265 x134 080701 Fibula af kobberlegering
Fuglefibel. Med rest af nålefæste bagpå. Største mål: 21 mm. |
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) | ASR 1265 x136 080701 Fibula af kobberlegering
Fragment af firearmet (korsformet) fibel (Råhedefibel). Største mål: 16 mm. |
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) | ASR 1265 x138 080701 Fibula af kobberlegering
Fragment af fibel. Mål: 18x20 mm. |
![](data:image/jpeg;base64,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) | ASR 1265 x139 080701 Fibula af kobberlegering
Fragment af korsformet fibel. Korsenderne fortykkede. Største mål: 27 mm. |
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Fragment af fibel. Smal, aflangt stykke med rest af nålefæste på bagsiden. Svage spor af ornamentik på oversiden. Længde: 25 mm. |
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) | ASR 1265 x142 080701 Fibula af kobberlegering
Fragment af emaljefibel. Cirkuær, med et ophøjet midtflet omgivet af gennembrydninger, oprindeligt nok 6 stk. Diameter: ca 17 mm |
![](data:image/jpeg;base64,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) | ASR 1265 x151 080701 Fibula af kobberlegering
Fod af bøljlefibel med tværvulst på bøjlen. Længde: 46 mm |
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) | ASR 1265 x155 080701 Fibula af kobberlegering
Emaljefibel, forhøjet midterparti og stjerneformet - takkerne dog helt afgnavede så antal ikke er klart, men antagelig otte takker. |
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) | ASR 1265 x156 080701 Fibula af kobberlegering
Fibel (?), mindre fragment. Ikke typebestemt eller nærmere dateret. |
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) | ASR 1265 x157 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af foden. |
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) | ASR 1265 x158 080701 Fibula af kobberlegering
Emaljefibel. Lille plateau med neddybet ligearmet kors. Grube i hver korsarm. På bagsiden rester af nåleanordning. |
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) | ASR 1265 x159 080701 Fibula af kobberlegering
Emaljefibel, stjerneformet med 8 takker, central indfatning til manglende emalje. På bagsiden rester af nåleanordning. |
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) | ASR 13 x0260 080701 Fibula af kobberlegering
Fejlstøbt urnesfibel i gennembrudt arbejde forestillende bagudskuende dyr i slyngværk med åbnet gab, omslynget læbelap og lille nakketop. Urnes still. Motivet er noget degenereret. Støbt nåleholder bagpå. Største længde 3,5 cm. |
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) | ASR 13 x0289 080701 Fibula af kobberlegering
Større fragment af Urnesfibel, Måske fejlstøbning. 4,5 cm. Meget korroderet. Rx 78. måske fejlstøbt, parallel til Hviding/Vilslev spænderne. Synes i alle bevarede træk at være identisk med fiblen fra Gl. Hviding, ASR440x528 og Vilslev, ASR 491x21. |
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| ASR 13 x0479 080701 Fibula af kobberlegering
Lille fuglefibel. Måske ørn, måske påfugl. L. 2,2 cm m. støbt nåleholder bagpå. Måske fejlstøbt hale, der egentlig skal have trekantet omrids? Rx123. |
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) | ASR 13 x0512 080701 Fibula af kobberlegering
Intakt, men meget korroderet, støbt fuglefibel med støbt nålefæste på bagsiden. Største længde 2,2 cm. formentlig fejlstøbt. Rx 128 |
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Xsx1K60jV7Dyri1ma3lt9SgwFkCkEnewKY6BQeDj2qtb6X/AGNrQ1TS70fbVYyCYSAYOcngE4GTwCR2JqElpzIq7+yzv9YsdZ0O41vQ9Ujt1hsdQe0D6c+3zTHkZ25Y7WXBHT72D2A5HS/CI1v4iaWiRqDcEb0UHAKnGfbOM4967vRZLySGS31W7W+1W9vJrySVGDbt2FBDJ6lTxjHQelS+HdYTwh40h1Y2aXwtpAGtJZFhZ15B2EjIOdvUdOvrU05ctRplTjeCaPuHR7qy+E/wruNUuyscVpbbwjHG98YRB7s2APrXwvrXio2NwgaJ7/UbxzLI56b3bcznbzuIcn5gRlj0xmtj40fH/wATfEOWIXFhHo2iaYfNgsCxZWcr8ru3AcjoMgAZ98nuP2M/gDc/ErxcninxKJZtG0qUTjzSWF5KRlI2yeVXOTjg8Doa6ZP2rsjCK5Fc+0fgJ4dm0T4QeH4r63a2vZ4Tczo5O4M7FhnPT5Sox2xjtXTzxhZCBWtfXAVcA1ksdzEmuyySsZ76lvTUBbPethBWTp8ZznpWsnSqiTIdRRRVkhSUtFADaKWipAWiiiqICiiigAooooArXduZPmUc15t8YPhDpHxd8OjTdTD215ATJZX8JIltpCMbgRjj1H9QDXqVRS26yjkVLimWpH5j6h8F9b+GfxCj07xDb3BN4VS3u7UM0NyR6OACAc4YEg45Pv8AUPwv8Z6H4dvG0m7iOn6pbRrHcRTlNz4GN4x19Tx3B719Ba14R0zxFp8ljqdst3bOQSrEgqR0ZWGCrDsQQRXgnj/9jDSNf15/EOna5qcWpId8Uc0iuoORkFtoYjjGCTiuH2M6dTni9Gb86krM9Wv/AAf4Y8Tsby90TS9TeRNvnXFpHIxUjpuIzjFfP3xh/ZB8P6s7an4asYtHvFBO2zzCh/BcY+tegfDbRPGfgFo9K1KNtQsN2FmLZKD/AAra/aG0/wAVX3wtu9N8IabPqOsao62hMLBRBEeXdiSOMDbxz83FdTStcjqfl9rWuQ+C9evhDdvNIJGjST95P5rKcZ37iQhYEhsfMD34NbZ8eQeIY7aeVLqVgxVIrV1VeTg8EsV/EjPbPSva/Df7CXxH8aWpm1yaz0PzpG8zzJpFfbnAyoJ44yOBnv2r3n4ZfsJ+APhi5utQabxRqDbSVvQFt1I/6Zj73U/eJB9K4XSlN3sbKaWh87/Bb9n3XvjZdyXmsMukeEoZVR9kBWS62tlkQsSeeMt0BJ6198+GdJs/COh2ej6RbR2Wm2kYjhgjHCqP5n1J5J5qzBaR20aRxIscaAKqIMKoHQADtU2yuqnBQRDdx7SGTknNPt4TI/tUlvZtJya1IbURjpW1iAghCKOKsrxQoxS1ZmFFFJTAKKWkoAD3opKKkB1FFFUSFFFFABRRRQAUUUUAFFFFAxjRq/UZpyqF6UtFABWddaaZpNwatGiluNMzI9LVetWVsY17VaoosO7I0hCdKkoopiCiiigAooooAKSlpKAEopaKkB200bTTqKom43aaMGnUUBcbtNG006igLjdpo2mnUUAN2mjaadRQA3aaNpp1FADdpo2mnUUCG7TRtNOooAbtNG006igdxu00bTTqKAuN2mjaadRQFxm00m1vSpKKAuM2n0op9FAXCiiigQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/9k=) | ASR 13 x1093 080701 Fibula af kobberlegering
Dyr-i-cirkel fibel. Lille cirkulært spænde med gennembrudt orn. visende et gribedyr/guds lam? Ca. dia 1,8 cm. |
![](data:image/jpeg;base64,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) | ASR 13 x1130 080701 Fibula af kobberlegering
Fuglefibel. Ca. 2 x 1,5 cm. |
![](data:image/jpeg;base64,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) | ASR 13 x1139 080701 Fibula af kobberlegering
Bronzefibel/spænde. Palmetfibel. Ansigt og palmet? flankeret af to dyrelignende skikkelser? Største mål: 2,8x2,5 cm. Passer i støbeform x3474 id: 200286980 |
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) | ASR 13 x1150 080701 Fibula af kobberlegering
Lille blomsterformet fibel? Centralt, cirkulært felt, måske opr. med emaljeindlægning? Rundt lags katen små kugler/bukler. Diameter: 2,3 cm. På bagsiden spor af nålefæste og øsken? Lille emaljefibel? |
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) | ASR 13 x1211 080701 Fibula af kobberlegering
Fuglefibel. Lgd. 22mm. Fejlstøbt? |
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) | ASR 13 x1238 080701 Fibula af kobberlegering
Fragment af spænde med gennembrudt ornamentik. Mulig rektangulær fibel/spænde. |
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) | ASR 13 x1273 080701 Fibula af kobberlegering
Fuglefibel. 23mm. |
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BnMmB24UD5s4z04xk586tWbVo7Eckpy127HmXxK+IOzxVewostu8hIWKzchRLyFUDqMrnJ6lnyMc0sGv3e+O71aWZbBlESR71WTKx7FKhjhcFsceh7nNfRH7PP7BI8YwaN4t8cSxQ6VdwR39vZ2EqmaRvkKiYlSApG44ByP9k12P7Vf7MHg/wCH/hmfx54e09tMtNMtHhubG2mYR4dkCuqkMOCDnlfvE5zSjhpThd6Hc6sabslf0PiDUvEEkNtIlpayNaQ26XFz50ZMjk7F8wAnbwcEgf7PWun1DSbOK3v7iXU7e5tp4fOe5hfckEjqzGMPtAz/AHuOrdDzVr4e6bdfFKxtf7Ptbi3012dp2mhLSxuHUlArEKckDDAdmx0IrlPG1ufBPiKDTGMkOnWQ/wBLsrvKL8zFlUgZLHadu3n5eOpOc5U6tNKUotXKVShiJunSmrx6F3SdXksbAJe6i4jmj2xzNISr/ISykdiFwPTDA45FfSX7Nv7HN/8AE7TrfxR4m1G60rw5dblisoyPtF1FkkYYjCoSTzg55wBkGvmH4T+G/EvxT+IWk6HpdlJc3NxIrhI4iy26M43yNxhVAK7j04FftHpGl2+i6XZ6faRrDa2sKQRRqMBUVQAAPoK2wtGMm5yIrXj7pS8H+DNF8A+H7bRdA06HS9Mtx8kEC4Ge7E9WY9yeTW1RRXqmFh6tUy1AlTqKmRA6iiioA/l8K5pCuKcuD7U5lBqwIfwop23FJj86AFX3Feh+E/ixF4Z0ODTm8D+FNXaLP+malYySTvlifmYSAHGcdOmKzfBvxS1nwLp72enWmhzxPKZi2paHZ3sgYgDh5omYDA6A46+prsLf9oTxvcIJU0nwxIinhl8I6acfT/R60jZdSHfscb468cJ42uLSaPw5ofh4wKyldFtnhWXJzlwztkjt061z9qR5ijrzXUfET4g6748msjrVnptqbUN5X9n6Rb2GQ2M7vJjTf0GM5xzjGTXMWuEkUnrmpe5S2P20/wCCV4Vf2V4dox/xObvPPfEdfYFfHn/BKti37KsfXjWrvGfpHX2HUz+IZFdXUNjbyXE8ixQxqWd2OAAK+Vvj98dpoZLi3sJ2gSKJjAgCsGyvDk54J/TH412/7TXjo6fa2Ph6CfyjNi5umB52g/In4kE/8BHrXwb448SrP4sm+0tyNsD7mBBIXIAH1OBn0J+tOC5LvqclTmqTUU7JF0+KryXwnqmrahsRvs8Txu+5yqu5JXJPX7vPo3YGvO/hHpSfEH9orwrpOuCK+sbjVII3UhmhlTzCzIc4YhsEHJ6dMgU7xV4wubfQrrTdKiENpMUgkk5L5DBt689sY5Peuz/Y28E6344/aB0e90ExJYaBcm/ur66jMqPHgLjjGWO5gv8Ad3E8gV50qd5KyO6hdXcj9X9oVQqgKqjAA6AelVNSs4dQsZ7a4gjuYJUKPDMgZHBHIIPBH1q2ajf5q9NEH52+P/EEnwfksfC+kaLYRaukDK9vZIYvLZHYknIPy7mB398Mehr5h1uGXxB48utWv2QxRsXMZzIiSYA3LnHGecYA+X3Ffqx8aPgno/jq1l1u30W0m8U28LRw3hT94VKlSDj73BxzzgkA818AXXw2s4bh7XWzNo8ryiOUIu45HcscbVGRjI/WuTGRnJc71S7HJglTws3SXxPW766/obf/AAT9tb3Sv2mII4FkVbzRrmS6jkUZEJCMGJz1Mgj6DnntzX6gNX5ofss5H7W/heHw5pxVLW0uLfUrzyi6mBYMDcwGB91ADwCxr9MZE5p4fSCuehUk5O7GUA0UldZncmjqcVDGKmrGQhaKSipA/mARfan4x1p69OMEe1I30qwI2UUwDrUm4ntSLu9OKYAq8AnpXq/gjxf8ZrHw3aWnhLUPGEWhx7vs8ekm48gZYltuzj7xOcd815Xt7Y5r1/wH4F+M2s+GbS48KWfiaXQm3G3ksJZVg4chtuGA+9uzjvmrhe+hMvM5z4o618RtXk09fiDc+IZ5Yg5tBrxmyoO3fs8z6LnHoK4uBfmHpXc/FTwx8Q/Dc1hH47h1iMv5n2M6s0jBgNocpvP+5n8K4u2U7xxSe41sftT/AMEp23fsrr7a3dj/AMdir7Gr4+/4JXtn9lqMEYI1m6z7/LHX2DU1PiA8M+MP7N1z8RNcudZ03xD/AGfdXACvDcQb1wEC/K4OVAxnGDyT0r5Mvv8Agnz8Vde8afZbrUtGsdIQlxq8U5kG0kfKqFfM3Y6ZAHJ+av0moqOZ2sCsnc+KdN/4Jn6HbtAt/wCN9SuoQmydLe1WEv8A7rF22/iDX0j8IPgl4W+Bvhn+xPC1i1vA7+ZPcTvvnnbsXfHOOwAAHPHJr0WkK00x6lXZR5VWNlLtquYCBY64nxx8C/BfxGuludc0dZrkEEzQyvEz47NtIz2688D0rvguKWp5ieVPcwPB3gHw78P9NFh4d0az0e2wAVtYgrPju7fec+7EmtxlzT6KkorNHSbKsFabgVpcAjGKkpFpahgFFFFID+X+3k2tgjNdX4Y+Gnivxwrnw/4e1PWVT7xsbR5gv1Kg4rjl7Zr6j+M7eOpNB8JXXgR9Um+G7aLZpaLoO8wRTiJRcLOI+k3m7yS/JyK2jFNNsluzseLeKPhF4z8EWpude8KaxpduDgz3dlJHF/30Rj9a4+Rj349K+if2b/8AhbN58QNINuda/wCEWFwjaydTLjTfsef33neZ8hGzd159Oa8Q8bSaTcePNcXRZPJ0CTUZhZuQSFtzKdhx14XHFEoqyaBPWzMIetei+FfhHrfiTRLfUrTWvDtlbzAlYb/xDZ2swwxU7o5JVZeQTyORg96fF4B+HrLl/ilErZ6LoV0f8Kmj+H/w5Kkt8Vo1bsP7Auj/AFpxjbf80Jy7fkZHjvwJqfgVrMX+p6RqP2ncU/srVre+27cZ3eU7bM54zjODjpXO2ki7wGHOav8AjbQ/D+gzWq+H/FI8TRyKxlYWMlr5RBGBhzzn29K5+3nZZAfTmpe5S2P28/4JazJL+zEAmAF1m5Xgf7EVfX9fkV+w/wD8FBfBn7Ofwhm8JeJNF1q/vW1KW8W409Ymj2OkagHc6kEFD+dfRcf/AAV5+FDf8y74pH/bC3/+PVUoOTuhXPuqivhwf8FcvhMVz/YfiYHP3Tbwf/Hacf8AgrZ8KdygaD4mbd/0ztQB+c9T7OQ7n3DRXxCn/BWr4TtkvoXiiP0zb25/lNQ//BW34QxqC2keKMnoBaQ//HaPZyFc+3qSviaT/grN8H1iDppviSU5xtW2hB+vMoqv/wAPb/hHz/xIvFWPX7Lb/wDx+j2cgufcO6jdXw//AMPbvhEW/wCQJ4qx6/Zbf/4/T1/4K1fCBsZ0fxSg7k2kH/x6n7Nhc+3N1G6viaH/AIKzfCCbONK8Trx/FawD8P8AXVL/AMPXfhCzqiaZ4ldiOf8AR7cAH0yZx+lHs5Bc+1N1JXxaf+CrvwjVRnSPFO/OGj+xwZX/AMjUTf8ABVz4SW6hn0fxTtPdbS3P/tej2bC59p7qN1fFB/4Ky/CBSc6P4sKjGWFlb4Gf+29J/wAPaPg7uAGleKmJPayg/wDj9Hs2Fz7Y3UV8UN/wVn+Datg6b4px/e+xQYP/AJGoo9mwufihXQ+FPiJ4n8CytJ4d8QanojMct9gu3hDfUKRn8a56ipTa1Q99zs/FPxo8d+NrM2eveMNa1WzPW3ur6R4j9UJx+lcZuyaKNx2he3XpQ23uCSWwvNLTaXcaQxc1LEV2nOQfWolYbhngZ7CpgIvs4IZvO3Hcu0bdvGDnPXOeMdhQA5X2jg5qRZmXJ3flXXX3w2Nn8HdK8ci+3/btYuNL+x+X9zy4o5N+7POfMIxjjb1OeHeMvhyPCXgXwJ4iW+Nw3ia1ubgweXtEHlXDw7c5+bIUHt1xVWYro5Frl8Y3E+nNIZ2zwa6/4lfDcfD618ISi+N7/b+hwazgxbPJ8x5F8vqd2PL68delT/E/4Yt8NfFmkaSuom+N9ptjqImEXllPtESybMZOdu7Ge+OgoswujihdOO5pftb92J/GvQPF/wAHx4V+PM3w5/tQ3Kx6tDpg1HyNuQ7KN+zcem7pu7dabY/CEX37QC/DX+0yinX20T+0vIycCcxeZ5e72zt3e2aOVhzI4EXTe35U9Lx1PFdv8M/hR/wsH4mXPhJtRNl5MN9L9pEW/Jt4ZJMbdw+95eOvGe9VPhf8NW+JE3ieMagNPOi6Hd6zzFv83yVB8vqNuc/e5x6GizC6OVe8/Lv0pv2rd3OK6nwH8O/+E18O+NtT+2/ZR4c0tdR8vyt3n5nji2ZyNv8ArCc89MY5p+hfDj+2PhX4m8ZG9EX9jXtnZi08vPneeJTu3Z42+V0wc7u2KLMLo5X7c2OGyffrTFnbP3s/jXWr8O2b4Mv49N8CF10aL9h8n1gM3mb8+2MY/GjWPh4dJ+E/h3xr9uEi6vqF3YfY/LI8ryFiO7dnnd5h4xxjvng1C6Obt7gx98U9tSPZ2rf8cfD9vB/hXwVrJvRdDxJp8l8IfKK+Rsnki25yd2fLznjril+I3w5bwDN4WjF79tbXNFtNXH7vZ5XnAny+pzjHXjPpRZhc52e4b5M5HFRfamViAxwe9d38T/he3gH4lWHhQamt6Li2sJRdiLYB9oijfG3J+7vx15xnik1b4UPpHx6f4cHUllK62mkDUDAVB3SiMSbN3vnGfxotJBdHC/amDAYOf9rmivQ/CPwt/wCEi+OcPw7/ALQWGRtWl003piJGY3Ybtue+3pnvRVRpzlsiXKK3Z5HRXZyeD/DCwuy+OrJ3AJWP+z7obvbOyuMNQ1Yq4UUdKQelIY6ijjAweaSgBRUkbLn5gSO4BxUYx3pRSA9v1pg37H/hnvjxhfYP/brBXPfEPx/pnif4X/DLQbNpmvvD1neQXgkXCBpLp5E2nPPykZrX1W8gb9krw/bCaM3C+L7xzFvG/abSDnHXGe9eNZraTtp5Iziup6d8ZPH2leOLT4fx6YZt2i+GLXSrvzU24njklZtvqMOvNWfjb8R9I8deNfDup6UZWtrDRNNsZvNj2nzYYVWQAZ6ZBAPfFeU0ZwahybK5Ue7eJPHWm/Ej9r628S6Q0jaXqHiSzmgaZNjFfNjHI7dKl1LxdYeBP20tS8Q6o0iabpvjK4ublo03MI1umLEDvx2rx7wXr8fhfxhoesyRNPHp99DdtEpwXCSKxUHtnFWviR4qj8b/ABA8S+IoYWtodV1K4vkhcgtGskjOFJHUjdVc2l+txcvQ7v4NfEnRvBfxovfEmqSTJpc0GporRx7nzPbzJHlfdnX6Zqj8EfiBpHgS68avqxl26r4Y1DSrbyk3ZnmVQgPPAyOT2ry/dSbqlSasPlPTfhb480rwr4R+JGnX7SJda5oq2Nl5ablMouYZMMc8Dajc+1b/AIMkDfsr/EoHII1zSCP++bmvEt1eyeC7qJf2YPiVC0irK2taOyoW5bi5zgVUXfTyYpL9DMXx5pS/s3y+DvNk/tpvFK6qI9h2eQLUxk7vXcRxTfEHj7SdR+AfhDwnE8h1jTdYvry4UxkIscqQhCG7klG49q8w3UlTzMfKem/Ezx5pfijwF8M9KsZZXvNC0qe0vVkjKqsjXUsihSfvDay1N8ZPHml+Nn8ESaW8jnSvDFjpVyZEK4uIg28DPUDcOa8tVctin+d8wxkKOgo5mFj6B/aevIdM+PGiXk5/dQ6VosrlRk4W1hJ/QVh+Ivifoep/tVN45gmlfw//AMJLFqQlaI7zAsyuTs65wDxXKfGr4jW3xQ8ZQ6zaWs1nEmm2VkY5iC26G3SJm47EqSK4FW55ziqlLV2FFaK57P4B+J2h+H/2pLfxzeSzJoC67PfmRYy0nlO7kHb1zhhxRXjbSfMW9TRVwrShey3JlTUtztrrRfhyqubfxX4idudqyeH4VB9Mn7Ya4Unk13Vwnw2ZX8mbxQjY+XfFbMAffDDNcKaxZaA0n40UlIoXpRSUUgHCnxxtKwVAWYnAVRkmo6+g/gW+p+Gvg1428V+DbVLrxzY31rCbhbdZ7jT9PZJDJNEpBwS4VS4HA9M5qormZLdjxqbwT4itbX7RNoepRW+N3myWkgXHrkrisUrtzng16tb/ALS3xeXUBJF458QSTk4EbXTupPpsOR+GK6D9pzT5Do/w813WdMg0bxvrWly3GtW0MKwGTExWCd4lACPIgyeBnHSm4q10xXd7M8J5+gz1pKTnvRu9OKzLFpeecim80EdqAF6d6M0mKXP50wHqhkYLwD6ntTNxwRzivd/2dfhr8M/iVpuvW/inUPEOn65pljcapt08w+TNbQpuZV3KT5mMnB4IHUVWZf2ePLAD/EYPnk7bE5/Wr5Ha5HMr2PEP0oro/Hw8KDxC/wDwhp1ZtF8tdp1sRi43/wAWfL+XHTFc8rFcseAKjrYsCpVcY5PWm8+1J+NJxSAXmkHy9qM0hpgO3e9FN6UUAe+fD39ln4oXHiS107X/AIL+OH0vUJUtpbxvD19FJZhmx5yNsC/LnJDgqQCOOo52+/ZO+NFrfTwJ8JfHU6RyMiyx+Gr0q4BxuB8roaKKfQXUgb9lf41dP+FQePcf9ize/wDxqk/4ZW+NX/RH/Hn/AITN7/8AGqKKQw/4ZV+NX/RH/Hv/AITN7/8AGqT/AIZW+NX/AER/x7/4TN7/APGqKKAFH7Kvxq7/AAg8ej/uWL3/AONVs+FPgP8AtDeBtWj1Pw/8NfiRo+oRjAuLPw9fxtjuCRHyPY8UUUJtaoNz1NfEH7Y0cJRPBHjpXIwZ18EOJf8Avv7Nn8c15P4i/Z7+P/i7WJ9U1r4YfEbVNRuDulurvw7fSSN9SY//ANVFFU5yktWSopbIzf8Ahlb41df+FQePP/CZvf8A41R/wyv8av8AokHj3/wmb3/41RRUFC/8Mq/GnP8AySHx4f8AuWb3/wCNUf8ADLHxr5H/AAqDx5/4TN7/APGqKKYCf8Mr/Gr/AKJB48/8Jm9/+NUf8MrfGr/okHjz/wAJm9/+NUUUgLNn+zR8dNNkd7T4U/EK2eSNonaHw5fIWRhhlOI+QQSCO4NVv+GWPjV/0SDx7/4TN7/8aoopgH/DLHxq/wCiQePf/CZvf/jVK37LHxq6D4QePCP+xYvf/jVFFIBv/DK3xqx/ySDx5/4TN7/8apP+GV/jV0/4U/49/wDCYvf/AI1RRQAf8MrfGr/oj/j3/wAJm9/+NUn/AAyt8av+iP8Aj3/wmb3/AONUUUAL/wAMr/Gr/oj/AI9/8Ji9/wDjVFFFMD//2Q==) | ASR 13 x1278 080701 Fibula af kobberlegering
1,5x1,5 cm fragment af bronze-fibula/spænde. |
![](data:image/jpeg;base64,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) | ASR 13 x3036 080701 Fibula af kobberlegering
Fuglefibel |
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) | ASR 13 x3090 080701 Fibula af kobberlegering
Dyr-i-cirkel fibel. Diameter: |
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| ASR 13 x3121 080701 Fibula af kobberlegering
Afart af guds lam fibel/Agnus Dei/dyr i cirkel. Urnesornamentik og et fuglelignendende dyr? Rest af nålefæste bagpå. Diameter: 2,5 cm. |
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) | ASR 13 X3126 080701 Fibula af kobberlegering
Trekantet fladt stykke kobberlegering. Kraftigt korroderet. Ca. 4 cm på hver led. Kan være korrosionsskal eller meget dårligt bevaret fibel. |
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) | ASR 13 x3130 080701 Fibula af kobberlegering
Fragment af urnesfibel. 28mm på bredeste led. |
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) | ASR 13 x3132 080701 Fibula af kobberlegering
Fuglefibel, komplet. Største mål: 2,5cm. |
![](data:image/jpeg;base64,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| ASR 13 x3170 080701 Fibula af kobberlegering
Urnesfibel, fejlstøbt? Største mål: 2,6 cm. |
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Meget særpræget fibula, bestående af en central kvadratisk plade (2,1x2,1cm) med fire dråbeformede gennembrydninger og ornamenteret med dobbeltlinier i lidt sjusket forløb. Centralt på pladen en lille knop der hæver sig ca. 3-4 mm. Fra hver side udgår en arm, der i ét tilfælde ender i en tre-pas eller trekløver. Kun denne ene arm er tilnærmelsesvis hel, mens de tre andre er mere eller mindre fragmenterede. Den modsatstillede er antagelig ens med den bevarede, men de to andre - og altså også modsatstillede jvf. forskelle i linie-ornamnetikken kan være forskellige fra de to andre arme. På bagsiden komplet bevaret nålefæste og -skede, samt jernnål. Største længde (i nålens retning): 4,2 cm. |
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) | ASR 1357 x014 080701 Fibula af kobberlegering
Ligearmet spænde, med del af jernnål bevaret. Generelt velbevaret overflade, dog mangler store dele af den ene ende. |
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) | ASR 1357 x156 080701 Fibula af kobberlegering
Omtrent halvdelen af ligearmet spænde. Komliceret ornamentik på forsiden. På bagsiden rester af nåleskede, samt spor i bronzen efter ret groftvævet tekstil. Største mål c. 3 x 2,7 cm. Antagelig samme smykke (eller lignende?) som x159 |
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) | ASR 1357 x159 080701 Fibula af kobberlegering
Knap halvdelen af ligearmet spænde med kobliceret ornamentik på oversiden. På undersiden del af nålefæste bevaret. Største mål c. 2,5 x 2,3 cm. Antagelig samme smykke som x156. |
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) | ASR 1375 x010 080701 Fibula af kobberlegering
En del af foden fra en korsformet fibel. På oversiden tydeligt dyrehoved, på bagsiden rester af nåleskede. Bevaret størrelse: 2,2 x 1,1 x0,7 cm. |
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rXRaDrF9p2qWtwxfzyUwtupQIuOI1OeBwRjpxWZPJ9ojfVI4YLTTrFVghifqT83zn1PJ6+vFbGhXCazHNdxxfZo0i2mRjjJ+6Dj1yTXbDmTPPla2pW8PeGbjxRd3k0EqwTurzNG0ixqAGGeTjdjPJNXrjU44dDjeS5EfkzPHJA2dm3KgMpA5yVYcc/L7iqk2nahpcLMbu3hdlkEKefh2QAHOP7uMexwa3V0eC/1TSPtEJW3aH7sg4MwyR2x/FwOe9bzqKnBzSOZQ5ppNlVr691jT4HtNNjMTsvlvI207lHU9qNO8Hl5Lm61G1jlEfygDO0+/b9citW+tF0u+cRp5UgYoGZioYHIJxnHTH5CtGS5e6t2sJo/MmRDt5xwSBnOOxFctOXNJSex0VIWi4ozprO1nukbTLSGDyY92E+6G7np6elVLb/Sry7a9kWGYRsyuBuR5ADgZzwcDAPfPatG1jNnOW4Nwi4CFRjGSRj9apKvnanMluzjzMukaqMBuPXjpxXRKSfwowjGUfdkyJRdJZ3LrIkcanO3g8Ywe/fioNN1CGa4kt7jJSNNs0hyFUkfKemM/wCNZ9zrEPhy1kGozLarM77nkfAzz0B4rnNJ8baXrSsYjPJGJVj2spRZCevzdASAMEnjJqbSe7K91bbHo+gzFbO5uZZzIWVo0MZwShzn6ZOa5qKa6/tWe3uAFtFwwk2lQMjPT2rsvs9paf2RPZyNJaXNjHPLFJgCN8AuuRzjPeue16aRpEiWFZY5AQGfj5Tggj161lWqSjeEjWjCMveGx2ltJp93jzJoE24fIHlnnaQOpwaxNJ1lbPxIIJIw0soVFBQ4k68/UHitVdQktGa3XINuAxV+4BwenfIrnPEiyeIrO08qcWlzG37uU/xEf/XzXFTqOEvI6pU1UjY7W4vi0huHEU0DLysbnJUkgnP4D9a831jwwrPJL54VN2fMJBC7ufUHr/Wup8I68JITHeBXkWLLqrEeYyg5/E5/MVHr2hTW1wlyIZp7CaQyjcctChKqN3A4BIBx69K9CUedXOGlNU5crPO9DvhomqtaXCqIWlAbD5DA8bh+ddnrXgNbhriaGcvERuVlbBzjgHH16803xh4Stbi0jlghKXSEY+UkSID0bjj1GaZ4Pupo7e284qtmodSHlPzEAjacdwa5HKS1R6EIxkmjLs86W0xcsJ43Kor8SR5Iw49hx1r2TQdQa6t4JvPVsqpLJ3OOa8d1rUG1PVg3lqnmSAhgQdqjnb0544rX+HmtXUOprp06KLW6LSRP6MOcde4H6USi0+ZG9Ga+CR9CaNrix53HoeuDRXMWFw0bIuCVz0HpRQpM1aS2PpmNUaQtsKMTk9T2qjeXQ2lWYqMbgu3mrbXsSLsik+YHcyseTXJePvE0OgeG73UZvvwxsY0P8TnhV/EkfhSb03IjZ7niHijXLW8+JGvuypdLGRGrFsEbVClRjvkdK47xpu02OJIZ42nYCJlUhslicqeeMAAj6irel6XqGpMty7YkVJ7q9LDaM7WOScH1xjFecTXly02oas5LxxyHy23jIYghW2+gxV04q3N1ZyVJc82ktET+Nbcw6ra6Bp5jNuIwJJB1lIAJYr2Gc4+ldr4fjiXwvqOnG1jMhTcZGbBiCgg9+eGJI9QK4vQ7eL+1N8btdXJj3FmG7cMMVP0yp/Kut0qCPTY72SW6/elCynzAmSxAKgn1DZ4HavSp07ann1Z3duwaxasup6ZGIZpbVbcOtyYwuVbcVDHB6Nn8OK9Du/EGg3/hnT7O9jV7pbJJ3aOfbLE0eCSH52ucjgg4ww71haJMuoTW1rLA+oqoY/ZYzsfCrneGPGCWb5evArbubjSrPw9qGlveNK8tuLdUlYJtjdgW4HUblHuAe44re2j7M5r6pdjj9StpNUMdxHrMOq2cUTSJHNEYpOOfmAzknAGQeaxrGPWPFXiKV7bVRp8UKeabiSEkuAyjaP4TgkdR6dasparod0zRyxPERtEcpI6ZPynuDkg9uKijZVVI1OZdrSCNBgsMDPPc1wx5NlE6Zc/8x1Om6TdwzapoetvHdapbxx3VnqcQ2h4yPmRu2flOPfI71z2oZ0+8D28gVwN4I/v59fr/ADrS1mPUdPkttYgtpZoVWSO9VTjdufcOPUMXyR2IFeVXOoXusy3M0k0UdhGCFXdkqD6Y5yQBRKpyXi1oKEef3k9zM167uvFHiPVJ7g7lsxx5jAhEAUEjPuSeK27eTSIdC8mCCO9KvL5Mkw2kZOASPTqcerd+Kj8PafBDbXHnKS1wXEuXGSGOAOmenrxzWzoun6boImBtpbmS4XITfkAcH2FKL5Y8q3Y52k00T/C/WryzjFhqSl9wZocN1UHawHfGR3rs9Uug7NEyspjUKTx3HX6V5vreoRw+MNE+y7XIkXdHGACFYgFTgem7867t7Nls7t7mfYqQkyFhkgj+fHH41yTpqUr3OynNxVmih5F6upPGBHGjKR5kh+eQZ9h1GcisrUrALcGGLdKR83BAwoxnB9TirTXVzb2On3MTrv2GNWOVHHQ9epC5+hrTs4pLe4tru2H2mKQnJ3cgEZwKxqJ09ejNoNS23OBhfULPWvsTRrubDKyjkrggnnpyK9M0vVrW60WeG5YqyQPbsLdTkBvmyQMFsNuPPp6CuY8UQ28HijS7+aULJvaJo8dU6qT+RGPerVvGy+ZJbuVkijwIW6MT2B7gHBweBn3rvoT5oXRxV48srMtXmpP5zxXZDMv7y3mXIXy2GdoHOcVwq3N02rXlvYXEMcczF/MI3KTxzx0/+tXZSQfa7SQT7oyYhH8yZwMdMkdc1yR0uO11ry7N2UXBVg7r3HXGcdc9KhxXNqawl7voT2OlJ50STjzVjiEjDrt74z2P09Kjnv0sPE+lzkLDaLKThQeP8g1dZYIppbefcZlOQVYqGGWHOD8ueOvpUOuWUojs7u0jjmYNhoJOA2R9Mdz09O9auLcWkFOoozTZ65Z3Bm2qJAGUjI9aKx/Dc8k2mW88qMsrqAwHPK8Hn8KK853R7itLZn1xftHHG0hXMgOM7QOBXyb8VfHl78RPE8OlQGS20S3lbDJw8xU7RJ+pA9M5r6W8aXU1r4f1NoJf3n2aRo8D+Iocc/X+dfMWj6OguYFa0abZt82ZedvzAEDtgn3pNSbagtTknJRj73UzfFUjaPpMiC4CPMvkKivuZxkE8+nAH415b4i1KW28HyQLFGstxcbVmVcu2AMjd6e3vXcePoRJNpcxVorWe5kSN3XacLtVm/D8O9YnxK0VLKxitYciC2uGVEIOFBBG7OO4wfrXVGnyJLscPOpaoseGrFE0+wu7TzFa4doHuM4C7U3HaM84DHnHZq373w3d6HfJdveLc6dcAlJnUGRVDdOCTnZu4wOi+tch4b8R2j2Npp7TpZQKnkySCPcBkYL/AFxnI6n1rc+0W7fa5lnkXe/mxqJC8ezaAc5PBJBY9OcAV6anGKTWp53vX1NSHxjN4VmhgjjWa9mYtbqp3Ek5GcDsQAfwrAvvC/iTxBcTahfXUlnK/IWFSoAznDH0yPzra+FuhwXzXut3EWDKzQxqDhR0y3P44P1r0C3t4pNOmtnkaWMRgLuwCe/avJrYi8rHfTpqOr6nkkWoa/YWMkdvG19DbrtkWTgj8cYI/wAKzrn4gXKXKte6bNZkB0VthK/MRnn14HNekavYzaPHEbMTGNiE8rA2sT1Dd8VoWFm9vai0u4TcrgqY/K3bo/mJ4xyef0/KlVkvhdwlCD3Ry+j/ABBstQ08Ws0srxs4DK7HbuJHT16VmLdWbXnlRW249HEYGcAAYzn610fiK30fUdLtZLXTo7EQyhTGqBXwMgA/57VixaZcWklrPZLDaQMxWRI2Od2fvfiAar2knuZqnF6GB4n1SOaEtCv2Qox3beQue3t+tTWtxJe2cMtlH5VxEAqGYblI7nb0rstUSOOGMXojjuEQRqIwBvBzyT3JyfyFZtjpTcQNdRxMVyI2bA28+n4fnRCT1URuMbK/QyvDOgxaRePeSn7ZqbNgs0RCx56AemfWun1SRdQ08xrG0UUwMDO/HAwATj3q7occOj6kst79nnhaPhpl3qjEYxtyOevfqKbYzQxW8UTgyRqqgNGvykEDbkHn/wDVRUpNRU1qEKi53CWhnTaJE1lbI4G6GMPJ7DBx354yBU0000Ph8xJ8sjOo2kdM4zz9en1rbj0mNY5XJGzZ5m7HCkjjHrWL4hmkns7OJXCksMHYMMFIb8M4rnqKU1zX0Omm1F2fU53xU7tr2jqVZYhAzvGVwFbcApyPWuu84ramS4gWCMyquzJHHJyCOmc4/Afhw+rXb63r8dzDG0TpGPMj3ZA2nd/P+VdtZeIz9jkiby2jmHO4A/MEx6Ht0rswvuw1OLEpyldamclxJDdzxCJnWBlG7G4Envn1H9BXA6/cX/8AalvdPdAxRyIvlKcEA87vrx+ld2t401j9mjja2Z5wfOkXLOOQQMdznr7VzmuaZbvLfiNY98qBFcoBuYlQCfoBj6VpPe4UvQuabDFfaap+f7YFkfcFysig5Gefm9MehB7Uq30a3ekPdwmECY2sqRxkAqRtzg/xfT0NVbG6h8J2tvcy3X2qK3cKkascGSPyzxnrk/mCKr2MP2q+k1jVhhPMM4gUkBCxyBxzjtWk6kaaUpBGnKo2onc+FZja2rWzyZjglZFZTkYzkc/QiiptBhuZrFZZlUXEuJCmAoUYGB+WKK8qT5neK0Po6UeWCU3qfRvxAmWHw7dubeW+B2/ukPJBYAZ9vX2ryi8+IcWmSW8VrY/ab5VIZolAVV77s8emT7V6/wCJo54dPuZt2IVjbOVzg45yeOPwrw3Sru202fzvEU5l+0W4m+zwBSkELclt/wDeO3Hr8teng5uzij57HQXuzfmee/FK51C78R6fJqhaa4jYBVJUjAP3VCnAAPA+h75qDxZZxXyywywXMs8hJUKXYGQk55z2/pW/4s0+G80O9vhZOl2jiW3mkbnyNylenGQBjjp81aHh6xN7aWCyyXEJmjMhmU5bBOA2Bzzx3pOPNVd3uRGXLTuuh4nJ8MdWs9wg1CR3zlI9hK5zyGFb/hbwHNdQTSXeoReWxDPBCpwBz6/l0r0O5hn0+9Zop5Li3jyAg+8rA4A57d/WoGuEWSBrcRss/M5UjlgOc47dfyrGpyQVoy1NYuUviROVfT7eztrFfsNrEqoFxkMcAYPv/k1u2e2ykiQXPmF4shlIYHAOMjtUK3DX1pMbmJUbawRosHC4xkVS0iOJrjZ5ihcbBx1GM5+nXmvOVpJt9DpaWiNHWpYIZIvPkxK6EKuenI5pk3l3F/b3YYSx7SBHu4Bx1Pp1/Wud8SW8kkmBmUEDdgnkDkgGrr3E8kheOD7TE8QhMXKgcYBz61sqcoWlEz5ou8WZ9xN/aFxdI6qkAQ7GVMd/16fzqGJw9vbSAMY5HyZCBnIwOvcY4zV283yaZHMkTRQwv5E0TnrnkED3z/KnW+qI2m/YFRHnWLbHu6K2QfTvmtZXk02gSirpCanbLq9n9k8z90rb1mjHOBg7Q3Xr/P3rVj8L2rbDHLJaxSBpYljgG9ThmyzYORkYAx61kxQtYLtMwNrK20n+FMk4z6Dv+FdH4d1C2tZGlnmkaxwqyCMhsHPLfy/Ou+Fr8sjhlzbpnFahMkhMbxLcSxIpikjcqrnODuz0PGeOePersdvdm3i1EtCqSARFfuGNRHkcd+jc+oHrVSCK3bW725Pl21mZWaGMfeCZznHrx+taE0bzRK1vaKLO8zsklGTnJB2AHGckdfaqUk9FsKUUtXuPkvpZbdVZy8EQGFVvvbeOT3qDUtUOl7bqFRJZBt77z8uAOAPx9qpw3HCwSKytC5yd+AwA5BHp05qLxFBBceFrsIoXaDKCuP8AJ6/rWFSlFx5UbU5tO7KWgN/aGp6jNCYlkmCpGG/jJyT09zxUelqNPv5baUEzQgsxTLDdxyc9Dj0/GsT4e3xGmw3ErZkkfzJAoyQAx6/4e3FdjOsUKm4RiC0oYswIXkcgcnjgc+54q40vdTQnUUZtM2EkbSb9prpWut0WxBIqb8sAAVHZgCOvTNeceKNckmWO5toZYmSTcryAEcH27A+vXNdYviC1hVhcxiaNkKIF+Ywkk5bIHJIA/LFee69ewWnlxxySRl3eRixDcHhfyFOtJIdGN3qXNLmstTvEM0rTJGryeU/C7mPz47emD9K6iO2ivltYNvlN5iNsJzuHPXHoB39K5nS7Iy6VG8KRyLu6yLncM5PX7uR37AVq+E7b7V4ku1gWOK1t3aRVRTndjb1645PFclaPNTVztw/8Xc9GhbbuGzeoXGMZyaKbHmZkAydp5weeKK5dT1fdPonx9HPeeHdWgWRYzJaSKODxlT1ryr4e2UVvpgvfEdl9otQi2hjuYsJtUkqeOWO49PQ+xr2bWLNpRskbbEykNgfKwxz/AIfjXkur+BdM1iz/ALZe/bTLiC3CSMo5aQEgHaSOm1V45NelhLpysrs8DG2kopuyK/iTw/d3NjLbtNDa2VxayXMcOwq0bMpLKo67dxHGeMj8PGtN1e6l0eVInYPDDF5UiHbhsgEkd8dPzr2qbw7P4Rhs5P7Xl1fUbpA3nuxIjjVWbau7jopz34xXiL2MFv4lv7aTelqzNNAvcxtkjp3GR9K0xXu2mlY5cN7ycGypqWveIV3LbIlyzsJJHlzwxH+HeqWjWF1dW8X2m6/s8NuYbTl/cfTnFamhtM0t3p0iNARGXgmbA3HIJIPft+BqzGPIy+DJ5biOTy145756VwRV9Ur3O1tr3W7WEk8O3MljtlumWSWLzEdmzk+n15p2gtNYiOFx5hwV6YbGAcH2yOnvUt9fG8e0WaZxF5nzKnzY6gj8f6CpNHu7OLX7KOR2yJF8slQp3dBweMZP6VrCmopXWpzyqNt2ehq6xaWFwLWexlWMxu0TwktuGRuyAT6j1/iq1DrR0mzisbqMCcHa7Z2gkDnp0OMc1Frd75dxeSzqLe8SXdgADccDp+B6YrH8SvJDDDJcP5rwQhwcc5yTx7YP6mumUFPpZIzjLk1vucv408c3dvqEel6REvKEzyN8wTdjA/M8ZrDW38XWpurs3CbuNsMrBpHXPQeh6VkaAs+sa1qd9M/mFZS6p7nnj6ADHpW9vuZ7l98xZQ2OvJAA74/zzWFlJbm0pOL02JPD3ivU01SS21G2ZkJXInyqqF6j6nP6Cu0h16wbzT5tv5DtsNvGwVlHHAOeuc+tU7GVLy3uFkRDKuYdrH75yw3E+39KWTTbNLOO7WCJpJGIVHBATBztJxyQOfbFHsXfmuT7bpYs/bNKvpJLPTZ2V9omDXDgSblUsUBzgnPH4CtErJd3NjDs2z2YYSmTK7R8u3AxwQwOfUn8uf134eadP/pUMb+a8Z3BZimGGOeR7nj6VJ4dvrnQdWitNX1BZIbuHy4biTLOWTaVhdv7jZ46joexrem3F8sjCpJVFdM6bT402ywXMQZnBZGiXOM857EcDIPovvWdqkDTW93bxQbVZCBKp7Y7j8f0rYur42t/IbePFstt5RF0AHA6EE98AjBFZTXW68+e2aW2wwSNG5yT1J9uO2K2lbZmcL9DgvB+ltGr6ZMY7K5hdvLaQhRj1z3z/Sr2+bTYJcTpDEpIWNYcc9+Gx/nFaHibw/G2jvqlsyrqUUmXhk3KGBwBz+uR0I96qaDrsd9o5uLy282YDy4rmT70Zxg8+4z1rCKduU63OLd0UovOu547K2VXbIG9Rt8wnJJJ4xgfzqh4qa1udNJZJJLmCby1VjlVDHOcfQdDV21gm1OO81jG2C1jMdrCylwx3ZPbHGaxNS8+6t7d5SY5LhmZ4lIBCrtAJ/M8Vy1L8ytsdlGS5X3NfwvfXdhDJcLuW2WNwMNsLNsO0DPTqMn3rpvCOnzabdap5ytbXTzBWjf7wxnIP45/Ks3w7plvqGhyyXIkKRESC0QZYgqQxPHA+Xv2963vCgmWz+0SlSbmYzKDyee/49fxq63u04xNMKuao5HW2MJZkfZ3znFFW9KZ5pNixk5OAw6CiuNeR6mvY+k9S3qirvCq3JQNx+Ved/2vHpviO/t/IQOjoyeYRg7gDkccMDk/jXoF7GXkDbSGHQkHivOfH2mwWc32u4jV4GTyXd22lCMlWB9c5H/Aq6sPU5Kqfc8nFUvaUWl0OZ8e/EbRptRXS9RtyqxyGaJvMwY5GUg9OuDn615t8TtPsdU8Oxa9pcskt2Lgm4kVSjOrDnA7c57fzrptPfT4b+3ZoYHlUkvdkABowWHIPfBGa2vFWgjXNQtTaLa2LgInlhsI6BAdjBRjr+depUh7SLueNTmqclqeKahbMtnY3tlMZlQErHE2DtYAHHPH09RV7w/rSatB5RiE8gbY+zhyQDgkdiKseJNFm+H3iCe4azkh0e7lYpb9fKYt05xxwa47V1vNP1S31jTx5MjufMjZuJUzwxxxnB/SvKhem2raHpz5aiTT1PQbe2iZVieVDHI215G425P3vr0FZN61nY3y6lbupa3YlUB+8AMdcdeaqaH4zfVr7TIinmpCW89QP4D29x9ad9j01Zpbe7llkxcb/KDbTJGxzgZ6H/Gt5W0cTnpt3akdReSy615Y3ASR9FkAA+Yg5PPBz19hVHXrqS4sbSC+ywjh8sGMDCJljz6kNx/wKiC+f7O8cW2SKT5iWAyMc4/PNQatcJOjQTp5TYUA5xgdWB46dK6ebVdjFQ0fc80vPCet6BMLuxtBqOnnOGiO1yp5GVz2A603U/ELW6hdSsryyXP3ZYyvzDtnv65r0WS8mbT7a3VFmMUheObvtI6gfUcD/wCvUdvBZ+XHBKsdzB1+YbuMYK/hkd6zq0VFc0ApV3J8sjmYPEWn6tC32e8Uuqqzrkhm6cg88/4GrUWpT5RF2lLcq645WRiTkE4HP4c5xVnx14X0W62rZWMMbvDujuIQY5BJzwccEf41zPhPW2vLCe0uYtl9b8OCcEMCMEfkOaxhJtaqxvKKjrHY6+68Y/bpBcXIw+SfKXAAOeU9x07etULyH+0dW8PXAddv2pYmVDwIzycc9lz+Qq+jXN1a6VBZp9o1BmfzrWGIiQLgncDnGcDHTv37ZGnoLbxn4btjJJGkMhllfPKoTg/Q4U1crtq5kkoxbR6JfK8kRWWVpVjZmJYrlVLKQcDjvUNrN9l+bcMiTLu/DMo6MfeptXu4WtJjGzEQquxpMFym7ABP+6f0rgdPmvvGGpS3bNcQ2UUuI4oDtXII55NbSajYwjJ8p2Oos2tzNEF8yFjuwcgnqP61hS6DFHD5E8RdAxWJYRyeSea7iw0+20mG+a6na4Ei+Sqygb1IYncPpkVx+q68ljp+7aqFX2KH43DIySfzP0pSi+W6NKUlJ8pS1DWraPQZLO2WOBbeIfLIcdCP19a5SxuZpN94Yo5ZZhtWNVyAMYAz2xwc1Je3i+JtUaK1xBArLE3l4HmN0z9MCtiPT4rPz9qBYUQyyZyfKRRjJ9j71zRTlLmZ33UFyoW5vLpY7Wzt5pnkcCP5CAjDceARyRnk59K72wtUt7eCAAOUUKcj0FcZ4LjGtXYvdjosKgAe5HOB/noPWvTdPsQ1yPnIXAPI57/4Vx1Z88276Hq4ePJBX3Zp+HYXjkB2ssfXA70V2Gg6WrQqhAbd0orJSlY6JRjJnqUsLSCQl5PvYBXiue8TaS2raXdWc0fzSKU3A5IIwQfzrsmuNsYAhXdnhhz2qlOEj37lILAH2znnFaKJxt6bHjk1hosnh+6inthDeYaF44FAdWYEFQT15Bxx361w2o6fPqGmWD6a95cXMU4kLMGDeWMbiE9FO0cd2FelfEz7HpNrLNc2PnWN4F3yAkeVIM8+xI2+3Fcb5kWsbFikk0oKG8uSJ9rkMAWRMddwUHnoR3r3oSVaKkj5yrTdCTi1p0J5dJh1/Rla61GG2ufLZHtbr50ZtjHAU9DuxjGO/qK8euNJmMcmnMBuDMyow56425z06mvQtHj/ALYdFiu0hTKMDIxbzcsSgcnrtzg/TNWPFWnWupavHZXVoNL1SO2aZVWUF5lK/KpxwMkH39utYVaXP70TWhUdN2ex4BY6fL4b8QOl00wt5VDW0yjAyex7HgfjXfxQ6TfQQRL805fEkjgkJ8vHXPGT24+la+p+DbrSWEuo2U8uiEKTGH3t5ZJwVP8AnrmuUtLGTR7kTQGS7t5R5gZMgg/1x6e9cvMoaS2Opx5/ei9TqoNDfSbiSVEM4UKwZsMjbe/QHPSkksv7YeCCV1jumyzqwK9e3TpVrR9Za1McxlzEvyttJPyse4PTHHatXUb6FpE2ArIoLovXG3nO73Ix+NOLtrHYh+87SOf1fRTCYo4otqPwf3oAVsgZ5HA4rn5kFu7iR43WNikUka/LJx6dc5A6Z712V5PM/kpNEpM3OMjdjBOAO1cfq7Brg21tDl8ZVGGcKT69sY61vTqatyehhVpaJRQyz1b+2GhjcMsyHYDIuMccfQcfrXM+OtLl0fVE1q3h8gLKYbjaflKEgD+Yrsf7P1vQYzeNHHdWjPsM8Q3IpGMZPuP5n3rmPiJqkmo6OUMY+1XrLiFO77s59+/4CtKkW7u+iMac0mk1q2bl5a6lHJDex7y+3Iit2AEalQQQR15wcVYl0e5EsPiG38u6lV9rw7SqtHySoPIBHX/9VaFoEudHghVilwsCxqZDkADIweOvX9KS31az0jSGgLbtoGcNht3GOKyka3k1sZuqXV/rfnqYntoborHEiDPlIWHXkk8AcVs+G7FfDq29vJbKCjO8j3cfyZKhuPXg5x2yKxW8eQaXpkgtZFnW6bYRs5HOfu/jXOaxqckMjM13JLcz5dYi2UVTngfnWXMo6ydy/ZuekVY7zxFrw1a4Mc00NzbM4dmVSC3+yB1/hHNeZ+KtTgvJra0SMm4Q+Y7HP48fT+tMt2vIYRtZ1uWOSxbgAZOa09J0OOJROJFmvGO9ixO4nggY6k59Pem5ymuVbFxoxpPme6HeGVWK6maONbZnb92W/hwCf5/yrQs9NnvNWurO3USxSrGzzq4b93wdp9CSCcHpWjoPhufWLtIzEkOCTMynDKPw6EjI/wC+q77Q/CNvYKIraD7PjnC5556muWtUi48kGelh6L5vaT2F0DRILOGOOOFVA6YP867/AEnQ083f5OWxg5qDR9LA2gxbH6+3/wCuuw03TxNlC2BisIpHfKWuhb0XRxFlo2ySOdx4+lFa1gixqMHJzgccUUaLYh3e7OmmUxDazsiIfqAapTR78ylh15GOQOvSrc0O1n3nv3BxSMw+RQFZDzhgR/OrRg9tzmdas11Cxmha3S4Rx88TDIOeMc/5FeW/Ejw9N/ZMEliXSG1f7QjxoA0cirhckdv8PrXtF5GyyfIm+PrtxznOf61n3UK3lv5cluux8h0bHQ9QR6Yq4TlTleLIqQjUSUkfI8+k3Wh6ek6F2t43V3ZJNxjbuTjpk+tdl4VutC1SC+1S/ulj1h2jdPMDAFUAGC5G3DDdke5/DqvHHwntzYyPpfmxxhhI9oW+TqeODyP5V5JbeH5bW4uYZhi2Vy8IznsCFz6ZrtpV4yla2p5lbDuMb30O7m1mO2mlWzd59J3K0VqzZ2sAC2xh0U/3Tn8eK5nWPD91dRLewWcdtI0y8wSErK5xjgj064/Gqdx4mv8ARdPjgezR7bBCKyD5+oJHoRmuw0K+n1vQZ2tpPtKuV8i3HL20gAwfocbc5GMjritnCNa8WcylKjZnFiwkuYZLe5ItruAhTyFYknGD+P8AKq9vFI1nJKmGkXKmNgdxQda9LTRtE8ZWLLHGbaSFlt3MjiFlYhiNx3Z6qVyM89h3wZvCd/8A2TLePLG9msjQ2lqCY1YBc53kBjk7sZ6kD2rl+rzpXs9DpWIhU33OYhZ7y1D+YG8w53k5xgHP0qgLV21Yy3Jby2TP7v8Au8nGaj01orWa7kZpbKBYjKQy5yQPur/eJx+tULjxULfe1vAz3M6/MjMflPOOMcHH86dOXu2asXOOump1OteKtV/4R0aLDelNPn+fIQEbs9eV9ux7VwVjo5gkF6PNvZUOVnZS2O2CB2/xp9zfefGJJZRA0TZMQbcNpwAa0dP8TNF5UWnW7vnh2UYGacpx6sI0XayRHHqNzIsjLYy2jKPMkdgfLYE8ED1+n41jy213rF5cEtMA+5QlhH88noCTwBnHWu403Tb7UbXyZZJJkXavkLwuVGAf59fWuv0Pwm8JTe4DknOAePxrhlWd/d1R3xwmlpnlui+BdTjZVbTEhjbhyX3SEE5yW7n/AAqtqfhW50XzbqbTZLeDaSj43kE4HOM4wBX0fpuhyW0RfdiL0xnPbmtWLw8lxbtFPtkR1IZWAKkHsRWEpSk05M6o04Ri4xR8uabDHq9isttufy9uHkAUqTycj862P7PS6uktYV3XsjLGgU5wzEfmTwPx9q9uk+BmiXVuY4WuLVd5kIhkDK3YDBHp29qt+F/grZ+Gtc/tO5upNRuN5aFWjEaxHsxx1I/yK7I1ko7HB9Wcp76Fbwb4Abw9o8VvPi5u3IaaYEks3pzzgDArpV0bDFlDbl6e1dINNDZkYs7qcdeF+lPt7Nl45LZ6kZzXIemZdjorT7QG8tl6kHkn8a3bfSvLeNdmT/fHSrcGyPqS20feUf0/KtG0VVjHO5mzj6VaiiZSsV7Wzht2www3oeRRWggZc5G9eCAxoqttkZSV2XZpW8ptzDbngMc9O1RGQLGGCqzAE4wM/jTFt/s25EY9eRI+cCnyLEseSRjGWqhCeabiGMxgFvpjiqFxvjmO1QE64P61q29ubeNuMqOF46VVv/8AUEoPMk2nguBnHQf/AK6WrQnpoc/d2UiOzodob5NqjI/CuC8TfDqGS7W6s5NsmNkkH3UkHXPThsivU4oy8KiRRGzDLIecH61lXUMUiPvDEg5HBFRKPMVFrZnz54j0H7JJfRveXseIi/7wqyvLwQrDtwD8w9qztO0nTdU8I6je2929rNGp+0wwtzMgw+5l6YGD09q9x1zRNP1YGK4g86OUc8EcH3A46ZryX4jfDvUNGsJdS8PvdBIyQ9pAoZipBBPX5hz6Zwa66OJlF2qK/mcVbBqWtN28inqV5YeLvDkt/JYzw6mirDJ5BIQOr8EjB28befy6CqwaeZbua91WG9tbO4ZleLO2ZZTsICnGdpU449TXAWfjFtHtZLJ5LiykuM+eWXqpAzx9QPyrUmmh1ho7kowDKEmkX7meisBkAZ549q7vaqUbo8/2MouzNS3gW9tbHTXZfNUBS7YCBQ7E5Pc81yHi67fTtXGn6fZR/ap9pTdGQEOD1Gc5+Xd16GtbUFmh1YC2ulKWW0lpVxtzgc/jjrW9pHgu81iT+3NRXF1cjfEoUjYp/lx+lceIqcsbpandhqClUs9jzuPwXLJLIZXeVpOZCSRn8K7/AMFeCYrfEcaKrscyZJrttM8IiPhvmcfxMORXX2Hh+KFUwiq+eHI7/WvNXvbnstRj8KMLRPCcdjcCQROrd2z96uqi0mGNo32GQN2U10Gn2iRqq+WzHGCSetbiaeu1VCjzMd1AxxV8qexnJtPU5dLP92wERRPTIJq+LaXAT7OcMMbh04H1rfhs5eGwoHIznP6GpVt/LU8LknIVR+f0p8je5jzWOfht/LkcTLJyODtOB+FadvbqVBaXcqkYY5z9KvQw+TMf3jMM/wDLTBH51YXYMsEZ1XJ+7TUbaXK5ru5lGz8stHHMFLc425JGentVyCzZQrFNrKORg4pYGS4kKFsbe23Bq5JuWYbSwTH8PI/KrSVtBddSs1ihZXdwp7lR096sQLEsbMZMj+HsaYVkeFgqjOfvMDzSxq0bbWAlbP8ACOanYq99Li+cpBDMZAvpzjmipnPltu8ognHHT+VFLVbsrm7C+dM27K7gemGzRIFmZ4y+w+jdOO1FFJkRGhvJDNnIB+8OAfXimiRdodowp7ZWiiqDpcS8kW3bneS38SDJHtVNrgJyIg69B8vQ/wCTRRS5ncFFWMq+s3uJjshWMhd3zAjn8KrT6eqbDNsKsMDb3oopdAtqZ1x4L8PahI11daJZSyHOZpIFZj264zXkXjL4HXcdzInhnUEtonbe9tcqdqjttIznH9KKKd3HWOgWVR2mrou+G/ghcpLONfvLe8txsYLbxlSxH99j24HA64H0Ppy+HWkbAVQqjIZ+p+goopXdTWTGrU1aCsT2egwyKF2qCPlOCa2bLR441B3DbnbuHfn/AOvRRVqKJlJ6F/7DbtAwO1zg4Zuv0qM206RhxIzFcZz6elFFO1xcz2Jf3rqcAxhuDuHP86nt9zMfNOW29v8AGiilewpdw+zM0yuGIDfe3DGakaNnkAz8m3A77u9FFO1htu437LtXJk7Yz3FOaYwxBfvNngd6KKlrlV0OLctyczBomKdSOmarQBQZGy248HJooo5noVYs/aY5IeUJIBw3OfoaKKKN9w5eXY//2Q==) | ASR 1375 x013 080701 Fibula af kobberlegering
Cirkulær emaljeskivefibel - uden bevaret emalje. I et lidt ophøjet midterfelt ses et dyr i profil med bagudseende ansigt. Områderne mellem dyret og den ophøjede kant har opr. været udfyldt med emalje. Støbt i grubeemaljeteknik. På bagsidenGode spor af både nålefæste og -skede. Rester af jernnål. Kanterne lidt korroderede, ellers flot. Største diameter: 2,4 cm. NM: Et løvelignende dyr, paralleller i rhinområdet, men især Sydengland. Se K24. |
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) | ASR 1375 x015 080701 Fibula af kobberlegering
Kraftigt fragmenteret, stump af Råhedefibel. Kun området på hovedpladen, lige over nålefæstet er bevaret, ca. 1x1 cm. Her ses fire cirkelindstemplinger. |
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) | ASR 1375 x025 080701 Fibula af kobberlegering
Del af kraftig torn, formodentlig fra smykke ? |
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) | ASR 1375 x037 080701 Fibula af kobberlegering
Helt usædvanligt flot hjalteformet smykke eller oprindeligt en sværdhjalte? med symmetrisk ornamentik i form af forpartiet af dyr, gentaget 12 gange. Hertil kraftige indskæringer, dobbeltbånd, små kegletoppe m.m. L: 10 cm, Br: 3,1 cm, største højde: 1,3 cm. |
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) | ASR 1375 x038 080701 Fibula af kobberlegering
Cirkulært emaljespænde. Central, lidt forhøjet, cirlulær fordybning, omrivet af plan flade med 7 mindre cirkulære fordybninger. Det hele afsluttet af omløbende 'skraveret' 2 mm bred fordybning. På bagsiden delvist bevaret nåle fæste og -skede. Ø: 20 mm |
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) | ASR 1375 x048 080701 Fibula af kobberlegering
Fragmenteret og ret korroderet hovedplade fra korsformet fibula. Bevarede mål: c. 3x2 cm. |
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) | ASR 1375 x057 080701 Fibula af kobberlegering
Fugleformet broche. Næsten komplet bevaret med tydelig ornamentering af forsiden. På bagsiden rester af nåleanordning. Største mål: 2,7 x 2,0 cm. |
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) | ASR 1375 x063 080701 Fibula af kobberlegering
Lille del af delvist forsmeltet bronzestykke, ca. 2 x 1,3 x 1 cm. På den ene side ses en dobbeltkonisk vulst, der sammen med et delvist svajet forløb af kunne betyde at der er tale om et delvist omsmeltet fragment af en fibel. |
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) | ASR 1375 x069 080701 Fibula af kobberlegering
Emaljebroche. Firekløverformet omrids. Centralt og på de fire 'arme' et ophøjet firkantet areal med en central uregelmæssig rundagtig neddybning. I disse neddybninger evt. rester af emalje. På bagsiden spor efter nåleskede og -fæste. Største diameter: 22 mm |
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Igt9K0qx02axj0Zp4ylqjSXWoRmVMvuJVt+VPJ3Ac9avw/2bpviWWax8O2dzts2fzpdSV4WRjgDbIw2sSn3sCsm5On2uoT28On6DYaE15FBJP8A2gxMpRNxcAqWAOV4wPpWhcNa2t5rJsrPw1FaLp/l3D3EzEurbiM5B24wSDxz9KRSXmVf7D0/R47R9MsNJu7qK2kjaSbVN8aALsYFXwn8XUen0rNmvNK0q3iSxg8P7lsmjvJ5bmVlcOFBjzg9W7jBIUf3q6nW4dP0O3ghth4ft0m01zcxm2ZGMD4BBAB4Jz+QrntbvNGs3urrSLvQ9O0wLALhI7eTfK5fftK5I6KcA9Tn0oZai726mPrOuQabe3dvop0iKzuHhtT5ELo7LnIDdRkHOMkZyevWum0vV57OGazlEkg2nYwTA24zkfQnv7VxHijxjZR3AtrbUbN4pr190MdmY1dolZlAIIGc7TkdMit2XUJvEFstxJcLCryqqCQlXwTgseCNvA79iOteXiHyysfovD0X7CTfc0dQXU9JV0m1l9TS6kWaEybWlVzjILAZPT+I9qqeOHuLXU4rpJZo18q2mmjtE5k2kgqS4wOvXBHHfrVnUtJa4u4J4Irm8ubVjHKIyHUYXO/5eOzk5zwQa6zw/qWk+ItHuJdQvJra4sRugtsqqEFgDtBIJOB9SQPSuOlJ0+XW9j6DMKccVh50tuZficwviS51K31uVdR1XyY4IoNlvZqTlvmCbiACCwA6fWrepLqN9o+o37ReIJ4PtMaRRbo42j5QgfN8xXIK5wOh781mazfXemyatqslxqmoIksMNsbc7Q2FDAFeWP3j1HXjtVPUrhk0+31V4fEF7dT6icRGTyyoBZgCijdgKpPSvdTUlc/JJU5U5cklqrm9oNhHdeLL66m0vUpr9SskFqZmlAAVRlVBA2qxOe/zAV0+o6xqIvBJfQwWl2fLxbrIMlvvYJ7cewPUdeK8m0/xZcWWtrdPZXxkmml824cMTHGi5VVH3kG9lG48Hp9Ndtdj1eQXF7dXXnOSHOAfn5wpznjt2IJzjvXl4iLcz9KyLk+ppLfW52d54guZLiRpnaSUKoMhUM7j+EjrtwQeO+MnPFNutH0XXbEw30kiXJgkJdinlxtgkYYfMOrHaeuOozgcJa6hJaySoCJEyCNxO7P1/D9K6VWkfSfOkkVotgaWOZl+YbuQe+MjGMZwQfTPPax7zko2Yy3+Fur6WlvLpGozS3Bj3blcvEhBwpxuxjnGBj26CvSLnxRd6h4Z0XTNY8LaZpt1bgLNfW95KtyzBjiYfVzvxuOCDg8kVzWhXUBmdLe6TQ9O8zbHIsTvbSNnLruckqSNuOwz681Nql9Pd2P2tpFZUJWJI1Lu4CkkqOSG4HHIAzk1M4qduboEar15Wb1j4isLizk0GyJ/sa6UksxwqThstKPmxhBGTtIO7GMcA1wVlqnmLpttaXmhafe2rTxzSQ6b5UiYRgXDbjlSCc9ODW7Z6i11cWyw6QLtobVmdGYxLEw4wQx4G3vgcHgnIrm9bW/0u8hv0vrnTYCJbmW3htfNywUKCFHzYChDzjqeO56sNJQnyp7/AJny2f4d1aCrW1h+TN3w/nVr7T1sfErz2tpZxySw29nuTfllO3BHydOucevWls9UTXRpsVv4hu2a0tpGdbO3MYcqwUELnAAUjgnr34pNLurvU7W4az1PVI0t7CC3IS0VgCQSxi5UDJGeM9R0rLMd5eabALYeIVhsLTNxJkAn5iA+GyFPAyFwK9TT+v8Ahj87WiNrQbVdfs9MOj6vr9rHDaP52ELGUgoEYKcBeucL2I69yrWm2rak0c27VoXhtVWOFZ2YPIAc8kHngfd45oo1vvY2pyhyrmRw0fgu2tLO7hj03T7uzlhhV5TqLZXkOdhcZBGSCR1zU2paBY21vrUEFnYR2O+FZ52viWaNSMlCV3YZScj2GPSoNV0fRLW4u4hp+kvpzzwsbqfUR5rYGSysPmAw3IA5FUmsbFmkZhoY06bVEVElumlLkEoecbuQudvt2rQ4G3ZW/rz3Ny6k0bStC1uO3h0y2066kSNy9yzlwuPmO4bjnOOPer+q31s3hPVYrSXR7TTDcxrJtgdvOClDhge/Vep5zUenh9V025tIbDRbjRV1ERiKK2kmYhWwSoK4xkZxu6dvSvq32jwzG9rqVzY6Tp9xqMcgtfsUojeEsNrBWxncq78dCc1HNHa+pu6FdL2nK7Pyf5kV81jZSWkGo3+mtpcl+zw2o0lgr4QqjBS2CxUqepHT0rVEL3Da5DpN1o9tbX1ukDKumbEkGCSGx8rdSBzxk8VRsbySyvB9vu7e6UNK8NutoF27nzlQclcgKccdSfpr3mqW1rpcc0kVn51xMbaGBnYOG2gqzEjAU5xx6flx1sUo6QVz6zLOHZ4j97iZcqey6/8AAOisPhfea873cGs6baaXdQC3lt2tYjKRzkOFIAU8YBI7/WsG58NaNaajcWyR215AZFM0MVtGIm2Mdrbdp557muXbxZFovlJK0t9NgPLFZr5khY4bCAA7UVTjP9eKo/8ACaDUDaW1lot/eTXGNkHkMiLnpuc8Zzyc+vfivPliKstmfWUsiwVD4o3fd3NLV/COkXFvcQXEDeU5a4tTHGgjt5JOOFCDHHG4Hn8jXK/aLfQYToluJ0gkhjnmlmLSSR8nGQDtUDnqSe3HIq7qnia+0e5eC5tlhuI3AaBiCYyQPlAGAAOn4VW+xt4uumvtPvbrTZGgEd/HE+xfJwcluCSo3NnA5BPpUSbl70tT0aVGnho8uHVkWtF8UaZDMunBJY43hEckzna3IySpA4JycZ3dfSq2napcWOrSJNcpBfqygRBTHvXkq6+xI/M49ceeatr1815d6dcXZCrIGCrhA2FXDEDsVCkfhXceH9WXXpre01m2DzQIZYFkfyHkUjBTcDnB6j3GaaWhrON1dI7qPS/+Eq0sXpuZLXUYbhJYbaO4aH7QQD6L0z6GuUvNE1vSLi1vWs9Uu7q8up2a0mvyzoAvGVVQSMFed/antrsWk37WtvLLptxFcGH7JMA0kR3fcZscDscnFemab44tdWhtbTz52eNdjxsQY2Of4d2Rn9PWuqnVdNabHzWOyqGLnz7SPnS50fVvtEEOn6KXu7qe582J7x3kKqQcP82OQ/Tnp3rUWC70PSLU6zd29vqRBxZqA0xIOAGx6447nj1r3HTdVsdPurybRdF07SXkgYyxtEqzNglSxPbdwSM44zx0q3q9npel6bZXPiGSzmvlxP5N/bhjGM8JGFjyCeoLNjBB7moq1Odpo6svwv1LmTer+48RsZNRjsRfDTdSS0I2tLNZMF2nKgDg9+O3Tr6C+IJ5IBbqC3zcDccdOpI9jXqmo/FLQ9Ws7qzkt7i0kmRkNzawI4cFSAx3DOQGPHH6nPliXml28Lafb6+8sZkLMUtXVjg4HPIB4HGSOazipbtHrbpKbsbln4intUtLeRIUbzApuUZjIFIwFUY55zxn+LI6mup0/UItPtRe2UkzuwB3XcxLJIxwSEK78EDPB5XB9RWNoMGj+HZF1CGRbp4plmUzWkcokXkFJI3yrgjtjFaVv4oiutUnhsbS4aZUd1V544SIc5IXgKq4JAQZ4456VlJu9rGkYqK7nTxeMLm9vrZb2CGOSLYAyoQHUNuKYydnBZiCO5HrUfxUvLWPwzLa6OkE19p5+zvdadcSzhkCENKrEKpzucY2gAP/ABZJHHT6hA0xNjbNcTdQJHUhieMM4AyozzwPve3Oj40+1abqjQNb+TcT2sce2K5M0sigLkqrZK5wvsMZGRgCFdST7CqwhUpyptboy7WefxQl7rmm6xqEFjbKii2azlkdcICSoGBjLHoOlWLjTbrVtLN9bajr0dnDYRJOyWcp89ypBK5YbfunJycda5zwjCLxNUubi41JtVULC8UOprF+6RAoK7gSpPXGfXGOld/dpcXT6lq0mmSQX7CCB7ddSiAOVRc4bPy5Y55B9K+ijqk0fjVSMac5UuzsXfKa6k1bV7Wx1nT7GaAwwxSbm8s7PndQzbjxjGM9/WiqHiXT1v11qSbR9NRgm82kerGNWPlqN+2PjBwBye3PSiqu+hyuSjo2cz9htbrUcFPCtpozXgBhWRndyqEbguAxGSuQT0WsbxLdLpM1pAt94dMUl5Mba3t7dgzMRt37cFQR1OSelb0WvafpOoaYl1cWcOnRT3LWbpprNGCxUM6hmAPbJzz+tctdeKYpHsWu/svmtbPeWzC3WBY1mZTmNG5PPPHPBPvUVE3DRm2HlGNWMpxuk9Tq/CetXnhC6s49dZpdPuIftC2sc/kMqsvyEsAxHboOe/XnsR8She6ekOq3M2sT27/uNX1GR2cAbQUXLbVUHHGDj2615d42+I3h7xhY6bqtuU0/Xx/o97pDdY1ViA6k8Fc49cbsZ6VyF78QIdNj/wBJPnmaQGGONQztIeqgdDkAZz04r5/3n8W6P2elUp1Kacdmdf4m8V3k97b2ltayXGpXk3+jwQxh2lDHluD156kgVd0j4YT3EyXPi/Ubi7jjlV00kyKr5OSQyg47HrnHTrxWT4Vvl8J6i5ldh4n1I5F1ExQWJz8iqcdjycDvTvEWi6t4b1q0gvJs3k+6ZpFxvc5wARk4ycn3qldu1za6semyeJrrwXpr2mhQ2mioUZFsbFV88KWGVaTludwzz2A54rj7jxXq9msdzJdXOVl3qowFVuvynuTjOfYdc1z02sXOlzb7+HyprkPlUQjJXG1+gDHODwfWsWaG51TZNA7Ah13ZUuF3ZAHr2PA+lSoqLG5K1i14g1xtevLqeSNZGmYytJJkyMS2Sc9T2Gai03x1LBrCwXH2ewt8SPJcScKFCkkKAcE47cseAOTil8YaGdN0rTpYLpmXc1s0ny7mB+YkbTzjOMdsjnml0G10jQduooZ9UZkxFFcwhVHyjcepON2Rn0/RqVxKKsVNWtLRTYeONFmiaMTKLqz8sEZxuMjDpn1Xk/lWNqGt6jrGpRatKFtnnbzFlZBGrBmJyB0xnPNet+A/Hvhq8vHbxHpsMtjM3lyLDCVjjJbaCXXd2LnBUD5ep6VwXxG+GV34ThTWLIFfDOoFWhlUFxGxBYAnGF9efXIzzRG8Za7Ck0uupp6fqkPjexlfUWN1q8ZZ0mQqz3DKDtyRyduT3+bAHatXwVrWjzLHFfwTW0ilnWe2+fGMEgofvEkY68Z5yK8/8K30VjcWtzDmS2tZ1YqzAb8HkHAz3I+leifEXRNIu5rvxToV2kVjKpk+zWiPKY5RtOGAAKg7ic9BtxzWk1r5GEZNS0L73Gj+LbUQyGaw1a3LvbX0c23dF/Csygc9fvA8A4rl/EHiDUTiz1RGaW1SMYQsyFHAwVY9c4Xr6exFU9H1bTNV0m5E93LZ3ZQ+XcModXwAdoORtORjJzwfwp7aha+LPP0mS6mhfy8xMyKPLZRkhepYcdM/qOFy9hq8tyqmqO0Kqy4iOEMm3B4HTPrg19CeFvhv4dvbdLsy2cWjbgonuJkTMZOAXbPDHk4PcivmT7c+n3b2VzZbLyOQiUOMDbgEMDnGSCD+ArXj1CO60eO0ihYOsjEs0hYvk4UY6DvW0ZPlsY1KSm+Zuxf1Dxdpn9r32k2NozRreSpZyjLK0e5gB069O/T6Vc0nXdXvrpLbQUZtWkiaEx28AdiFHLHI4OM8jt1rGuvJ09RIluZBnIRjiTb9MHjJ/wD11oadrE/hXU49c0SX7DJblpAu7cw3DABY89z6fpSm+ZXe5pF8rtE3dN0fXbm81Oxhglt7p55FZpySfOU4f5FHLfM+MkL8rHd0FX7G3abQ7i5u50a4tmmnRhN5oLCNvlQ9GbeAcrkAkYzmvG/if8aL3R9BmvLUSWF9eMwPl5f7Z5n32dyeB/rPu+2a8z8G+NfFKz2cUJjEf2hEFpcSFoyzfMHK9+g656Vy8s6istDWdejh7yqM+idD8O2Kx6peSwWt/rL7ZB9ovJYRhwpX5cfMRvGc/eAPY16Pp+h6NFa3DjSNGe+bUwBGNQkGwgK4IThOv8PP44ryr4f2FmunqkslmdUMiJHdXjMyiQYChQWAIUqOccgV6fa6OmnzW80J8O/bbnUJJJWRZCqna4ZlG7b3I+5xnj1r36XuwUT8dxlRVq86i2be5p6pY2t5/bMi2fhxdWuJ43eRpG8sEBVRlI+XO0HjHUHrmikW9NvYwzQ32jwXX2zyW2xFdjszsDG/XACk4x1x6iitGcDhzas5u31zTdO8hr/W9WdvssktnGLSMeUjPkMu9Dn5Vx8uAcda5nXn0nRUt5Navtau57rTSyebbCMAOcqyHbnjLfLx39K69Li6srO5EcWq3VxDYRsjx28SMqvllVflJxg9BtxxxWfeLqVrdNHbWuu31w2lkeek0SrHu3FCDjg7t3y59fanKN9C6dRaWPn7x14EtYLmCJH1FpZNM81PtERRyzkEPkDgcDg+9eYXPhTUNN8ZaOJZ7qC2d7eSOabkiNpFG7jPoePavr7XvCM6w3vl2+pakJNLUee18vDkkrwuDu68HI4rzbxn4OXR545oreXULa2ht3ffeg7CJN208KG6Y/E+ua4qlJfEj6fL8xlTahJ6M1Lfy7qOMebNFeB22XKjkMckd/UDnt1xXdWOk6dD4khkk1mW+k01iXuGtZLjz5Y2Vxk8EoTu7ZyDkc1zHiiz1Hwv4fsZibfUklmkljkifmEGPIjyPlHGSQFBOwfSsaPxtNDotvbWmoX1jcSfNMijYu1sZO7OfXoOa8m7duU/S6aVRXb0PTPFtxoninV9Hg0Zp5DbwhI0kiVTHkMWDucbvmz19eScZPOeM/D8dlrFtpdhcQl1iV5ZgcgMw3DJ6fdI+lcIuqS2czBudg/dsH4YbsZ9sjP5108Udtr1vpMlibptZkAinjjUbRJ5jbec9ChHpjac1PL2CUOVX2M3VbCTS7eFJgsRbiIKu8nodwHOO35mq+ra9Jb6bp8LeXIEHybQchS38Q+v6Vd8TW95a3EoN+rzWyLl4SyP5mAdqleDx3OO/tXJaYs2qaTdW8Mf+l2oadHxzsA+YcDr1P8AwEU4p7voX7ljstV0K0bw1N4l8Kw3UNnbyJBq8ESsIxuBcZ3ZznaxHfCkkDFGi/Eu7XT9P0jXI2vtHljEcVtOA8cYPGfUEYHvjHOMZo+A/E9tpscklxdXcUUnzHyirqxClcNGep54YngfWsXxV4b/ALJvLea3mUeH785gnaPe0BAJ8skZ2gHgeuea1fuu26IjqvNGn4h8Jz+HoTcWsgWza5/dMkwZnDZJYqOgG3HJz09ag0/xZcaJdzRWk0gtnwlzbb/llUcZc5/Lg9a3fCslt8QfBB8PSx3A8QaOxntbyMp5KxH74k/ifaSMAZ4Y8evnkTPomqXMl5BuvI2ZJrC+Vl5BAwdvOM5z06UX6GKWru7s6hvC873pvNGt47jS5Iy4tvNCtCwHKkH7zZGQOvNYUk0f2qKP7UtrcrKY5DnHlFSM8+5H6e9a/wAOPHkukXGyXbHBcuQkmAwUnIICk89+vcD0rm49KbUtWuFuHcSCaQO/3dzZPzZ7Z4x60tYs0fdnp93b2eo2UF8Zmuby3zby+VJvWTAXDDqF+8fb5cVmafpphWeW4wtvEQX2AguSflGR/nimeH9Ptv7Dt7SGGVPKuD511FL80seeuGGFC57dyc9quzLp9lZrC12L+4YgjORtbjG3seh6881S+LcmX8qROsUIjS5V/wB45OfM4Uj/AOt+FXfC1uNWmuLYj968e4IRnjGMfU5xk9yKmfQr+2MV3Lp9xb2P/PRcFScc4I4Pfpms+11T+xPPvrXUGsZWRkmmKAqkbcHIJ+bPy8kdfwol5GMVfSJ578UvD+6z0WzmtY2u45kRreTC44AUsejZUHoeMc80/wAG+B7TSdQhZLSxmvJL2YMk16HhhRQSAePTGGBNaE95cXo0a4R4r/U76dZEu7llTyFUMHBU+q9fofWuw0HUIYbEHS7LSbeSGC7nvLpeQ6MvQnB+U5z2HSu/DQXIpHwmdYmaxEqRo+GNJ0jQNIsBCLe7vQ8UsMlzc7kUgg/LkAcD17Cur8PWdoZrG80i30Ke8YzTXE0nnMIo88gA7kxhgvCjr+NWdD1XT1tdEtNP0vS4L7AlF20THYignsrN93OeOmak0DVbmZbKbTNU0+zW3tJZGks4JJNgBA5AByhGOTjOa7o3SPlJfFcNNcSXnh2PSbnSba/VpJ5Xt7O4ldBh8+UMnghuMheD+ZWppvj241L+zFtbqOPyoPP86GymdwF25IxjK5Ycn9KKNX/X/ALUo9jJbTLjS49e0yHQtamt4TGiyR6nu3OQuSCMcbT9OD9aTVPDOpR6hfW9p4fkTTjFbw3V5NqRWJULZDKQ3XBOTjIz0qaTTdYvLa/txYSQ2C3yIk0mqFVVQyq5GGyV+U8AZ54p15ZXl1capp6Q2Q0vz4I5Ln+1ZFBzt3bRg8FSMjH4Ctdzz1ZN6WKOtaDerPql5p+gRtaxMoaRr0yR/dU7gWO4DaewPPNcX4n8K3Gm319fwaboP9nxyW8czm5ZskHqoxu4VwSM122qaFNcXWpQB9LTS/OtwI11SZBKNoydoGcbSBjjO0elYHi/RNLe6vHF14fh09b6BSzby5wF3EDd02kcE8/rWUldXR205SgzhtQ8USaP8OtSubjUbOa6/tfyI7eMgvNAMeWFTAYYO7J6bcDvS+A/AWv/ABk1o/YbC9tLTyDI11LGQh2gDYrMADgnt6e9aHh3QdG0G81DXdTuNJ1DS7e4n8m3tYAjSylsIMZ+XG0kgHjIOec1m+LviR4k1a2j+3XU1tYyIRDp9v8AuIhGzFyiIoAABOeR3B9K+eqRVOq1uj9fy2UsVgoyvZ7XNbW/2eNX0vWLq3/4SPTJbVY45TLNOrOwLbSAgJ+6QRxzjnpVrT/hfaC4ECeM7iKAt5rwWKvtIUEElQeFAyMkDgntXnTXNl5cbxJN9o+ZTG7AA/LneSfXnAx9DxVzw74ni8P6gbuybdN5YV43UbJQP4SO65/PFSmrnqOnLlstToptMTTtWvbe6k8uGRS0BuiscksTghnXrluBhfesi2+36f48jt47SKJLMCxlS3jO6UISTIyc4JA+bHv2rT+IPxAufiZqEk1w1qkyRxRRx2kGCDnbgEAAYGSe3TvyOTu7q/0fTBJb6hFEsokjk8h1Er7CEbcVwxU7u5+YHpxxSRlqtGbvjLwO/hW8kvrQfa9GuwZUkiTAj3chX544IxXQ+BPFlr4jhm8Fahpul22m3kbS7plkiMMqjBVWBJ3H6EnaAMHBrpPDPiDwxoPw1ktdW1C6u9M1LY1xpMTb0cB0LSB2U7cFFG7PLEjGK8z+KHw/k8PaTYa7puqR6x4f1VDJFKrh57Z+CyTZ+YHqA3RsH0qdnyy2HdtNxJ/FugeIvhk1tdadcx3+lwAxx3ltAkgj3YysmFI3DA5PILH3xY0fw3YfEy3l1aW+ltNdhKpKjFRHuYEmRieq4B45yfTGaofDz4lXXhu3uLPZHqGn6nAIp4XmMbxhJlICsfvZxk4GQBxiuu8JeEtZtPEVrq3h0/2lomrAG4WBAiwxDhvOU4UCMDO/HGcnryN8q975A17Xbc88utFXQfESGWRL6FUD7reRSPLYEEEkfK2B3GR+tdtLY6Z4i8JvrOi2l7/aNvAsd2HVSszh8YjXksApUdM8n0Gez8SW/wAJrXxF9v03S9S8W3F8g32V9eGy063fOCkbgB5duBjBAAIyO1T2fx0n8M6Xe22n+GtBh0K3jCiw08uoWTIG8SspMhByG65zweRhKUqiWhUqTitXc5iz8F/8Ix4Rmn1G/eztrmZJIAYnQS/u85CsQ2Ad3JHO1fWsqxadryGCezDR2wMghOFc5UtuLA5Y4wQCfTscVb8byRNdWA+2x3JnVbhoouUSaVAzhSGI2g8Dp0xWrpuipN4Xgv55Y7YSXRiVpDkPgqBEDjKMNrEsCQAQPXG8drnNJ8j1O50Oz8YX9gslvcR29rcxeZLdWdvJIsKdd7RgfLICAdwIPy4x1rO8Qah4Z0HTpYMHxOXQW8V5PBxHJhSQzhQDgqMDJxtNdXpvjzWPBOja1dWNxFBqT/6NtuospcqhjQnO4qCfMVUwpLDcT044TxQ1l4h0W01K6gm0jTLVWeTTYZEKtP5gwFUY+Zg4G3k7VUEHrUzStqc9OT5ua1tTzPS9QurzVtJ+z3dpYXcd00jT+SXeGNU3BVOcbWLEkEfU44rs/C+rWdvoN5NDqZhtVsvs9x9lsVCyh3ZXycHcCqgAMTjisDw1fiW6tbDTL2y0tFmluri5NuzSR7AyeXx1GME+xrsNDdbr7JLa688OmxwW0E8CWRCkktuL5JAyyjGefzr2aMeWCVj8wzKo6uInO/U7NNf0S5t9Lgs9ZudIAt5biRoLWEFAFwMlVHA3EnPHFZ+jeJ7PWllki1m/aOw04RvJaqkRDOGDH7p4woIHvVrxDr1hrq22nPr8lpbxQyqZYLVQm/aEwTjj754PX2qhceKPtVpqXlavqc1la6cI5kt7ZQqYDBieoxkHHt+Brojtc8apJy91G1a65BrDacGm1wfZbTebcbQI8KMvgJnv2GBRWPb6tHrF3c/ZtY1n7PYWGZvIWN+QpJZdo+7j1FFBpFLqRtcG3uILeTStLj0Sa5YpKl+JTuUknG5i2CygjoQM0zOnWz3aQ2eh/Y1nilO91Y+YuNuNx3dOwpNJ8QIt5aF7HRf7Oa4uJY42mjBb5cFxjLckEdMfnSHXIF1icqdKj0f+0ASPs4njLrF1Xao5G7GCR257VRg7p3bJLjUJG1i4mjj8PLaLMsZYsisBtVmIGNxO3HTHp3rldd1OFb2SKG40OHQHvYnmfyEdmkAGdse3lguOvoK6DddXmtW91Fc6VcaXdai/lxfYCUYRoUkYIcgHPcnkKPpVfUjqgvri9FznTTqqCGGxsBnIjw/yldu7DNzg8KPSlJaG1PlUvdOR8WaDYzfC+11GG6tbi6jv5gGgZYopFZ5BlVAAJwqE+nP0rx19Svb3TpI4fNvrOyf95KgZkTJIQFz0yOgHrXU+MtHurnR4riae+uYbi4uJYx9lKAyb2/dEA5U4U5OMfL1rg9E8S6JpOm3cNxqN3arJIFlia3bZvGAW46gA18/Vg+dn61luLgsNBRe2h0ngLwne+ONSitrW8gsz5yzRPIrPPOwB+VB90juQewB6A13Wrfs767/Y641XS0uY9oSMpIkrY4AbBKnd045z2615Z/wsDR/FuuJGlxHpdnG42RKBH6ZwxxyeTzgZLdM13ngi8l8OrqMtvqF4qtaSND5V18iMw2h9oOGOcH1xzUe7bU9aVZ9AvtN8R/DvxNpkfivT5tF02JIbqG6tbNZY7kLGq5DqADnq2TuU5zzzWHZ+IrTR4Z49es7e/mlFxLaNHNkReqFQcjLBeSSNu4c4OPdfhn8dG0tX0DULMaz4TuI2j1Gzvm8yScP8paNQh8o/xExgc56455f4ifCHwK1jqWreC5bK6trlpIbfSdQm8q5tCNrFiMEsBkj5sfdzkbqzlNxdpK6Z1RUZR5oOzPNPD/xO+z2s2mw6TbSXlxbtEzRwJIrZHQIV4AIB6nnpisDRtbvNBv7yFbnelrHIk0zMr2+1sDdgghgMn+YNdBougp4Z8VXv9oWul3F1JsliNluuoYtwykaAHBz/ALRI55rkviVHb6lrUdlpHnXlten7ZPIGRS5LEBWCfKpBBOPcccVestF1OOrUjShzSZwN18SIG1IwRQO2nKzbJJf9aoIAJ/QV9JWOu3Phrwra6XoRuNSTUBHNqF3BEwa4LBSIR3MQBAwOGzzXzDeeA7i1VC8ZBZHYkyDC49TX0T8EPE0eraFYaNIkUmo2Pkukl44MBt03kO/AwIyeSc8Fcd6coWVzCji4Tmox3f5lOa+uLzxBFo+j2k+sXDr/AKLp8I894i/zbFZP7pOM+2Pp6Fpv7PPxO+znUdUh0jw7DE8SNHrOoxweYuzuucZ2jPzdeRgnNJL4y0/Q/wC018IyiyiY+Zea4fLhe5uJCT5QJB2IeSBkjapPqKzU+IXjGaBY/wC0bqfUIojcrNcKs7HD4AjIziMZZi2cE8L753k1daHqddrs5e/YaneSyW9u6WaylEQMQZADhjntnIPpzXr9vrXhvTfBYWGO1ttWhd2FzK58uNWYsgZHBZXKrtypIzjnPB830nwNrvijVr+VZ7XTdKjucXniC8Ro7UytncgIG4sCWG1eMg46V0NmvgbwvZ3C2nn+MNUhkiWB7+Ar5pIZSEQNtADEHc+ScgDvWibtYxnTTfvPQ7Ox1Dxd4wgeHQtNi8Va8uHWZ7cS2unRlyW2cbZHYsDu5Iw3HORsaf8ADecWMmqeKtfj1a5t5WD2+nwt5YlwEJeUjaXYqOh3HHoOOPg+JnijXrm7S5jeS4tdzyaLHEWWUqqoiII85KBh8uQABj2NT/hcFlNehGMmi3MSSeUjq0cEIGMb1ZiNxIGNoJOBk0pXloVBU47R+Zp6BpeoaXM1tHqNlJps294710dXXIIC7MAN2BO7Bx0q5qkd5baFf3N3qN0+mRxW0TxpYJIsjlxlSc7TyfT0rlIfEtvqGsFrm/W4ATIupiqtISRkDll7nHzYA9wVrqW8dW1nDb2ulRW8fAbb5ilmYAEbhg8ZzzxxzxXoQrzSsz4vHZFh6snKk2m/uJtW1q31VjFZaheWtlBYmCeGHT1kHzOoG7aAAPqPQ8VeuLl9V0/U9Y06912DT4I1tZIobaIYUxgseoyvJGcVgSeIJjpOo6ndXlxcTJIiGztrvzVhDsAu3OSRvBHbsa2Lq+jvbK71yCw1a6t5JYYpI4bs7x9wEbMlyu4lcgd+K9GnKNRXR8Hi8NUwk3Sq/eSSao+u2eralazeIETTbHPkI6bSpO3jdgnkDIAPairHiDWF1Kx1Vp9N1RJ4bZYtkdxKjbju5iDMWORgELxx60VpzJGEafOrmToPirVmurG11e10vT7QK72rI0c5j3EcqiE4H3uT65qzHf3MerJZXt5a2sEmoSyRzoVdZyE258sHK+59vxqr4btZdLvrJfEV7orQrZ7YI7WBJ3h3DdgKcbQePX2q1p9veQ6jZwahq+kDR/t1wY4LezR5Am5lDrHt2j1POevrS8yXH7PQXRNV1C31S0nutXtv7NkubhYTG4diM43BcEDhVyCeOec5rHutXv8ATbiXVb7xPHBY/bmBihhYPsAZMAEbckNnJqxpfh2WS5tZrrxZa3GnyT3MkMVnAudm9hlQU2g5Me4D0Peq1nDZaXqFtfalr15f2dxcTLGkFmSPl+X5MjbkHGQO3fmld9DZR5dLHFaxdSLpmj3VxrCGK+lJaS3VvmX5g2ARgNyc9hzXlPi74azf2XLqCzO9pJesDMYHzgNtGeMdB29RXv8Ab2drYf2Pe3V7rt7bXDSTJbxWrxrISWDDdjIYEnjrx9ay73wyun6RFrRbWJdP+1h2gNud7YkwATuyMnAzjP8AOuWdNSWp6uHxUqMrQf8AX3Hydq3ga4s/NkgEzwG48uN/KbnjPp1xS+G9e1jwbM+4yS25hZjBJvCnOQCMY6HPscV9I6t4ftpm/tFP7eFtNemM2QtGaTgHGWLA/dI7Y61xup+BS1osDQaqRc2pkT/R2wjbjx1ycEsOcVxOi+h9LTzS0VzP+vuODh+L2sadZ32nwWJhku08u6Jfb5qZDKuMZA4Hfnn1NYd14s8UXEDpDczWaXiFnht1I83Hdj35P8q9f/4V6tlfX9q9jqtyywhvMit2+U7OMFSfY9agsfh7BZKlnP8AbLmVrY/v4gAV+Zcn72McYOSKUcPqaPOY8tuh5ZpvhXWLfUZI3+2i4EHmBIVYYySM5/OvTPDngubT9TktpNPv7ucWQk3RJjyyQxBUg4Yc967a18H29m2p6Z5eoXE80MUf2xWTZHlwSwIfbgqcnJ6Vs2OhwWMOrWD2l7dQyQhftEt2se0BSMochTgHPvXVClY8PE5jOq9f62PONW+HdxY2kSyWtxfP9gWVixTCbm5PB6jB4PP61gR+F30fxJEbb/UpZ7ZJmnXB3j7oGRk9sZ6ivZPEnhzS7RdQjNnNe20llHGt1JexKYsNkKnI55OR1rkPE2g2+lzalJYWNnqGnx2scbXMmoIxOSGOM4IOT2FKcC8Fi5qopX/rTzOX1W8EOpXapbQ2cm+OMJGpMTgZDdWO059PfpgV6r8OodG8E2S6tcapb39y6faLTRVnwGdeUadgM5DtwnUkD0yOJ0rUBrOp3kt/Pai4tbjzBFIo3yqoORgL8/TkZyScjpUWkxy6tbtqV/KyvcuYkvPtikktvKqI/vBmCOMnA/Pnynpo0fp0ZOKUk7G54qutW1zXLx9b1H57U+Y2nWJEFtCgUAGPjb7dMknjJIzY8OWNvfakg+3/ANjygeZZRpD5wmkOSillOVbK8ErjI6rnNeQeLvida2C3Wm2UVvfBX2RXKEkw427FL42ybfn7fxHDYxXKQfFfxXY2E1nBdxwWzEhvLiAI3EE/N15xjr046Gn7z8jOdWnzd2fT2qWOq+EWmu0j87SprlZotQsZ08uNwcFXdVXIYx5UHbgZwcHJ1dU+LGo2c1hN4h+zubmESwW0kCyqMOVCSGTnpuwdxAyB1BFcn8KfiIPEXgSfUbi6srKbSAlvcaWqPItwo5Q+Xkkl2ZlHQA555rnPE1po3jGe6vYtR/sy9jhdp7a4k2psQcBNxPYH5Qc8fhTatq+hManPoup3tx4w+G3jLZDqHhW10WYOyvdQ3exVHHzFOhIIPI9QOcZOHpt14Kt9SlfTtQu5fJQiHGB37E8nuQSP8K8Tj8SWmoNcbpl3+VxLHHuJYYAyM/hUeieGfFsvlgC4Cy3CRrCkQzuKkj5cZ5APato6qyRwYnEwpX5pWPVLfxTNaySaJbQR3VwtzGyPbZMkzmQbclenJr3bRvD9z/Ytvr32fVrjUJb759MfUPLeLa5UI6hSxB246g4NePeBfh3f6Dq0V3c6ZeXd3cXiLHFNNscMqhm3gjOCN2CCOleu6Xosuj6fok9jaW+o6tc3ErypPq5Zo/kkDb1OBwT13HnHWvTw8OWOp+d5rjI4uteK0RcbwdqGrzT6uNOvYbqC5iiWwOoFDksGzggsUxheq8ZOe9FPXT5ookvYLK0TVDqWDaHVGkUKFbB2fdxjn72ATRXRJKW588pdGy/psctnqEv9tX81/qAZIlcWIxGm3IZvMTJ27sDAwBwO9UrS81S21CxutX+2XOnyNM1vaWWnOjKC2AQTHgHBJIHrXUf8K+8caXpd3Z2vhXxxdvCxZ57jRp/3vHAjULjIGORxUth8OvHFjbWL3ngnxldq1ozSpBp0sbM5Ckg7RnfwFBIBpuUb6Fxw+JWnI/uZxeireaPdafLrMusanBNbPJHBHaMGiLON5J5KMNu3bgZyCTU+l2J0+8tb4XOu3ts8krm2YFHiQqVIZhJvBAKkDaMkDtXU+F/gz4g8PeVJN4H8e3ou7JpZ/MgmADOQegG4P1+U8ioLX4PeJ9Mt7E2Pwy8Z317NE0kjXiOkfIIO4YBV844Y9hxxU3j3Oz2eIvdwf3f8A5TTfD9zDqGn3CSa1rEE6yF4JJkjMa5G7eVkyrDOQDj9KgbwTc6Zp1pcsdQvQ955jWN1exh8glhuIk3Y+Q89TjtXer8G/FWm3WkmH4aeJ5ZHUyTtLC7KqkKHD7cfP0xjPQntSQfBvxTb2li9t8LvEL3bSlpY7xJmXCno2RtIOeBnt7YpXjbf+vvH7KunZwf3Hk9/4fCZ1CO1lNxPeSuLKS/VhFguELjJxw2BzTLfwzHpun3tr9js57aa2jLT3GqbihZt5KYXjHzA8H2z39G1P4CeJ7WzW40v4Ra8NQlEqy7vMzHuUhgM8cZG1h7dwajuPgJ4tszNaWnwg1KWwMcDSfaIpXLlSG+U4LDgkEDvWa5e5vKnXX2W16HM6b4fj0+z1+ztIdK1GzdCFnurxpGLbAA+7B2rgjAAB4HpWAPBelyTPHaPo39jwxwrcyXE0pcbmBYDvwS3KgZyPw9Sm+DPj+1stYtLH4cahYWUs52RQ2c77/kCMwJXdjjjpiom+C/jkahJBF8NriHTEnhV2GmXRL7Bu3j9yGON7Dpg81d4t6sxcMQl7sX9zOHufDNho8t/bxyaK2lq0PmKC5kkTKsWDM25TycDPIFWbfSVOl6lHD/YsGjzXIjSHBaTblQzHJznaPX+dejyfCfxcyyrL8Pb42v22NjGdFuX8xAQu/AjB464zyPSmyfCX4gzxzQL4ONrp8l8GNufDl0+E3KC6jZnOBnBI+tPmjbRmPsa0n70X9zPNfEHhvTWtNUlt9X0hdPheAmNrUoH2bXwf3nXBxjPeuP8Y/2fZ6f4i1LT9e0xbOZ47b7N9jVSY8A4OG64JH8sV7LqPwT8cie6DeFbptI+1xM1nbeErorcIrKS3l7ODgAcnt6Vg658GPiBdR6rNb+FNYigmnTy9Ph8HXQSVFwfnXbjP8PpUSs76nTTp1YtNQa+T/yPlzxVpcUltq+t217avGl35XkLIFlVWO5HZTzyMc8gEjkVyepeJr3xR4fi0mf7Na2Fmd5eOIB3OOFZ+4GWwPVj7Y+l/GP7N/xDv7rUruPwd4jminlR1t4vCVyudqdSoXAxyox6Vkj9mn4iQJeMfAvixbAOiJBb+Fp/MlQMGwVK+q/ewa8/2Wu59lLMq1SnyqD/AB/yPBdJ8E20kUd1clvs8t0BbqIdolUEjrjHA6/Sux1DwHp8cd7fq95cWaXMMKhIAAxAUsAduOuf0r6A8P8AwZ8fWd9pt3qHgjxtLa7p3W1Tw9KFjwxC5AQlWI6ZAz1rRvPhH8R7eNNRTwF42uFub/elsdMchY8kYdAhZRgHnA5x04roVKJ4FTE4qT+F/c/8j5VufCupaG17rGkS6lbXXlIskkMeCFkJXGB2OAPxrHPgfWLy3uvPh1O6t1MaCJ8hgzA7eCMkDaR+lfWmu/Bvx9f293eW3w88dCSHy4oraOznjDncWJwYslRgZ+tQz/AL4izWs+pj4b+KZZGuYljtJILlXjUAOTgKMqCSOuc5qXSg3udFPGY2KSUWeA+HfhL/AGfZXlzLod5NO7Rxw20km1gxAZWx125z+WK9W8P+Bbqwuhc2nh9b7UZL6Rvs9xqG2WJcHaChYDGwjBzxxXocf7Pvju1t5dXh+G2vT6hNeqUtpEut0Ma+xAG0jI5Y9avWHwE+IOktZ3dr8OdQnuJJbh547iynZ1DcLy4Kk4Knr1U4rohGEep5mIlia2sot/ecvp/h+/0e8iuF8NafcX8l3M91DNqAf7MqpgbgzbMMrDGCSPqK3Dob2tv4dbw5pmgXErW0iTSi4UvACBuJMjAEbjjcOc5rZj+BPxEscz2vw7V5pIbqS4W50u5I3vIfk+6wPCq3ygdgDXQQ/BHxrY6rp8ugeD2hghtzHNNdaDcROQSDtwytnle1a8y7nDKhV0fI/wAThVs5bH7JeaVaeG59QnluRe24uE/dRrlONzeWVPy9BweevNFddF8G/iCstvcweDjHcbJ/tQbw9OisSwOFPlklScY4H3TRV3i+pCp19lB/cz9K6KKK8A/cAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//2Q==) | ASR 1375 x070 080701 Fibula af kobberlegering
Fragmenteret beslag med dyrefremstilling, nu ca. 25 x 20 mm. Antagelig grif-lignende dyr. Bla. ses forben og bagben (afbrækket), samt vinger. Hovedet ser bagud, øjet skimtes og manke-kanten er komplet, men ansigtsdelen er delvist afbrudt. Bagkroppen med hale er komplet. På bagsiden ses en større, centralt placeret, helt fladhamret nitte. Spor efter forgyldning især i de dybereliggende streger, men også omkring manken og øjet. |
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) | ASR 1375 x079 080701 Fibula af kobberlegering
Fragment af fibel. Del af bøjle og fod eller hovedplade. |
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) | ASR 1375 x080 080701 Fibula af kobberlegering
Større fragment af trefliget spænde. Hele den ene arm (med nåleskede på bagsiden), samt midterdelen bevaret, mens de to andre arme er afbrudt. |
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) | ASR 1375 x081 080701 Fibula af kobberlegering
Emaljespænde. Cirkulært med 6 små huller langs kanten og central ophøjning med indlagt hvidligt materiale (Konserveringen siger næppe glas/emalje). Rester af nålefæste og -skede på bagsiden. Diam: 15-16 mm. |
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lprRdPmV/8AhH9Cg0W9t4dJ0j+zWiu43iOmDOUIYYPYE7SPTDeprybxh+z74e8UTW19pEcnhy/vLgJGlhbtt2mNMHyyRyWOcL1BJr2mON7y9jjedU3SXBSFRLtk3AHLKByDkY7nvirUdusOqW8zyNOzSwFH2ybSAm2NRg8HBbO05+bAJANdk+TZo8Kj7aL5oTsfGkmn+M/g/qXnapprXNnEI3N5HEXjKtyNxxjnGO1dFonxiWS8iv5Q88O7dKkByFHPY52nk9q+nI9FtJtLkhltZJ7MQRvJbPA7FwJiMH5umSe5HOMA5ryP4gfsp22oSXeqeFzNpWoK07GCNVEKsmwlSN3yffPGOOBg15dTCxk+aJ9fgc8q0YqFT/gf5r+tDJs207xdC1szpeQBWniuo4I2l8xgCwcj5vvFB14yetdKPHXiXwLJZrb3txrVorq8kc0xIIQDAjfBYBdpG0njArwXXLPxR8LNWudL1+zuNIvN3lG5iT91LggjOOCDgdPQZFb9j44uhp4uLm9W9STAZepYEnPPI2gj2ryZxrUWnB6H1vtsHmEOSuld/wBaM+qfCPxq0fx3oUdpNqDWU8MVzGllczFC2U+UBwvz4VmAG45OM44romMNvqVtcW97bC6e5j89I7iYkK0Izxjpwc4Oc8fX5c0//hHvFF9BFeSzWdkkbJ50JDlXChUBYD7pbnOOgA44NdVpt14ltLUXema/dJbpL5n2dvmYsoJBXsAue2OO3eu+GJ0vNaHz+M4fbu8PK/k/8z3G3uNLuobdLidZLFUtslhKxUrIqlgN3ByXBwMYAI5qSKS002xVJHt5LiS0nEEkdm+RsmB55A6A4OMc4PqOHsfGnibS3tTd+F5JYRxEllctuZQ4ba8eeSPw559qsR/EXSpbm5tbiDUrQZnVodQWR1jLDKABcgtlcHPDZJOK0jiKdRXjI+fqYDE09OT9T0y6tkmu4/sqSW+oteyJOY9KBXb5ZXhTzztBwf7xPbjMS6t5oYN9jdPYx20DyWvkxBt6uquQWB68HOOc4IwKxIfGXhXUIYraXWrS4torqEo1zJcGZBsw+S5AAyvP5DirUq22oRxyQCyeS3td0M8MJZWcO5QuCerKDk425K57mtbxZj7OpF+8mCyTzCVpLuV/PS5WWRjEpgAIZdwHzdA3HBGWC55BmZUmmCTSPHbxXEhWZbuFVud0S8kj5Qxzzn5cEAfN1njWNrq4keyuJY7ed4ZVWzCCWIKT5aMfmXhSAvbO7krzMpH7iWHSb2O0uJoI1tBDECFKtkLkYbLR8ZGG25IyKL9BWUlcy11EW0NncJDJ9uBgAsWvCu+JWCgggAZycgZyu49etTMpZ1s4NLbyGQvMs5kMmCQFZE24+ZVbkA5YFgcrVlZbiK3EZju5Q0TT/agQGjVbgptBDHkYYnnhsdVAFP1B72O/vc2jLcWs1wkRe7x54A3fOAcMcqXO3gjtxS1LbjfUhXy9UWzdrezmtoLi4Md0hnkRgGbDnjpgn3wc470Voyw3u6N4vKEg1P7k2oEkbhwDjBxnOW/+vRVO72Mo8sVbcx4dJlvtWlW5OoKYJ7mGWQBY2kaWNWxt7ZKMcAdMemKqRi5vrqDUPIvDd3CWyW6vdBIygDRls9QCFYZ7FufehJZ2d0Qy3Xm2UTwSgfbWJYGA5yyj8OgK4xzmotIuhatbs8NtHM0Ze2kLSMkYjlUkuB8oG3OOegzxxW2xxa8yjY0JoYNF0t4ZbNTpVvZLJcXLXu8xssuzauM8jJAHUEgjBrxvVPHV3ceNjbatbeXbSwyCGxQbisZ3FI29CCRz3OT2Bq/rPxQsdQ0eNrEQw2Ed0sv2eOVWmnJfKl+oRQV4U5JyCRnFeW+LvHVlD4gGpGSS7cHAML5w6BQp+YEYxxjn1x6/PYrELES9lT2R+g5ZltTDWrVlZv8AI7fxRe6BpPhXSby3lhZ7y3/c29vNvdsTsrvLheCFjKlMhsspyQDjT+F9lB4h8QReLdVjRdO0yRI4m8jdG8m7JYDjIThz+FeR+FbfUPip4rsbaO3lJuJ0tyIlBESE8t26ZJ7E9Oa+ptD0oaLoCW0VtNFZW1u+LOaQIZRHOvzMo7LkNkDO4nkgV14PDqU/avpsc+fY/lgsJTe+r9O39dDUupJ7e32Lfm0vZY1cRR25+RFnZwAcc435B9OOtat9b+ZeXEPnXNzFG7zzM0TRbsxDLdeS2JUx6HIHWsG+h1FWu0V2Mm66MgNyAYguxwGGTySyluxJNbd8rWmZBNBPEZ7WTct9u83iRQSAMDDHOeCMn1r25SsfAxs35GhYs1v5V9MNVVWu4tsdqFKosiPhycnD5AUAY3Bc4HFY9uiR6daQudTnjhSKZ5JJQqRFZZE454K5BHPUe5otYALlS6WYvhHaSlHmdQFwokAAx0AyeeA2RjFI0ti9jdpH/Z6xwrMsiiJ2eZhMAMH3Urjrncaxv1OmUkrL9Ca4XbdXbSWUsckcM0UKzXajf5c2QTznncMjuVyOvDb6ztxJfQC2jaea6nFwZbs74laEuASTzzj1+6e+RUWoahApkdRp+52uvsxhtXOAVVk4HTAPBI4Oc9qtyzS33iC6Vh5Bkngkd7Oy3LIHhkUqMe5XjHO787WqMdFIzNcttE1rTfK1Hw5pl1pME1vNu3mVpfkXcAOSVOHzjpk+wr5v+KHwDuPDt9Pq/g97cBpJJTpUbl1jUMSSh9B25yQua+qo2udQ0e4MSarLaLaxSGFLdI0TaWCvjHK5HX3OelUL62v0VlRr5r26kuYzHLIm6FHViV7YPPzZ9+lKVONRW6m9LEToS5lqj4BW6NjcPby/a9F1BZNpjJKruGR19frXT+GfjFqWg6W+mvJHdQtIHWcxATJyxI3dwdxznPQYxX1H8Q/h/pvxH0O6thp0k+5IpIL55UCwSNFEEIbrgFmBBPOK+OtQ8C3+j69LpuqxfYNSjZg6swwSCRkHpg9R9fcV5teCpq0j67Lcc8SrKTVj6PX9rTQdY02OzvbKfT5m+We7hAJYYHPHQ575z8vvU2ufFTwFqkdrFb67cRq7eZJKxkzJ8pAb5+wYY49+MCvm/Qvh22vXU9rLqlrYXGwNb/aVcLO28Lt3KCqdc5bA96iuPhTrdrJdgRLNFbAsZ4nDwlRgk7wcY5A65yQOteX7CnL3tbH0UYVPspNn1Np3jbwhC8TDWIPLHBkCrKzqRtPy84zkHkdh9Kk0l9DkvJ7mfxPb2iTMCXhmWEPwMYCr35BXGTznmvkW68C61bor/ZROjA8wyKxGPUA8GoJNB1uykETWVyjsgO1ATuU9Bx1zVPDxTTjKw5KcvigfbdrplzqWnXNzHrGoTjcsgElw4eF1VSTHtbBJXavzA/KeMHms/wAUa5qPgfWNBu11PUbgSQpJGJ9ygxhvlXJCtlXzyD1HBHWvj+y8ZeJvC7pFDf3untbszRpuMbI5IyTkZP3eh6c4xzW3a/GjX76dpNavG1eRmyrXQVhHnrhSuBnnpjnmnKNZL3Z6rYx9lQm7VKas/I+p5PGl2ovLNdLAt38x5TEz+Y245DEE/LjAJyeec5NdjpurW2oaOjyCPy1dYI2Nu7eXIUJAJ752HJbJyB/DkV4P4H+K1h4guBbW3+jXfyFpChYthSCB6gdjXq/hCQLaXErhlnkMc8drJO0TSxFtpyoJG7J4HT95zwCRphMRUqT9nW3PCzTL6eGp+0oL8eh2NvGVE6qsEV+strI0zWDYwyKSQ7HAGW5455AxnFFOh1K3uoLkW1lHeWslpAyM91uaNt5DLsAxnsF29Dx1zRXs2d9D5aMopala21e5uFgulgmW1gtoBDb+VHvYrKVDAE/MRvI3YAO/bxVTxDp+o6l4d1izea486+hvYHkQIPIB2lgxB74II7e+MVa0vT4bqBGlnjMk0sdpZTx2r7eSJASuOQAGU+46HqNaPQS5yshDXoaad4bERlY5G2MCSeACWPHAx6ik5KSsRdRkm3qj5I1D4F+Nob4aedOYNJMYoplnhdCyxhxtfOR8pJ49B7Vkw/s9eK/7Vht/s1m4kaLduu0XashwGOT0zjp0zX2lDooa8KtFPJFazOVhjsY8IUi2sASOeedp67STyaxv7Fuo9Dmvzb3sdysVokc7RKvWTKnI4AyOGJBJUdRXLTw9GPU9SebYrTl2XqeZfDT4f2Hgvw7m4ubcysLe4v7iNnUCRZyAijbnbtb06gEHjFd1KqvdLJKFeVXura02RyujAFWViWPcM+36ZYCta+0WeO1TFtdMN10DBuRt3zowZ8cdU3H0OMYHFWzZC61nUyLN2S4uJICJrwEIZLfGI2yDkkZ5yMAA5797nCKsjxbyqzcpvVmdNZypJqEHlLcXimX7QRYlkfdACqLk5BDByBx97PTgX2mdtOt57O1mjhEEEv2c6dHH5uxwm4Hcc53ct04APtTNuI9FhP8AZVu1qPs00Obv9+5IeIfxdCwXtkYA4BxV28s/taxQvBpkV5HazQiaC4VlR0K7mbDH5sDIB65HpWXMmVdd7MijnuI2uoZJbiS4+ySvPcwog2FJmzgnPGBjg5AA49ZJ7q6vftiG5mt4g1wvlmaGNJWaJHzjHIyo4Ge3PSq15cWX2eSCOfSoopZLkNI3KzCVFkHl9wBkYycgnBHBrWbUo7eazuQNPl8y3huoLWK2YlMKyNk44Ybgx7cdyKXMi7pt6labUJp4w0ss0kjTJmE3qRiFWtQpwB0+pHRQCc80JIkbQFpY2spI7N9z3bGRSsm3BweRhzwMfdU8dKW2vtSjt9VhiRbq+sUR3f7CSNsAAIIPBBBQHPpzUUlzqiw6cqWEnkohtZV8gKBlfOQkFvl+5u5/u55qlNLZk2jLXdj/ADCq6nbXJtftr2Ui20Qlmxt81wu35SDgdOccA9TShbm8lS4WztFP2qJJ3aB5EZHUAMRt5zu28HPPvV/TfFN9EwnDW4sIWMyyOFVVS4f5VyH6K6MfzqtFfamPDt5FPqkaTZtpcLMiykRytHxg4+XAbPPCgiq9ol1MJRT1RTkZm02xkktMWcVm2DFZrmdYypYj0IITkjoenWuT+JHwf0jx/dSyXcV3bXizSQpcWdvGvl5RZQjfMVIxjgHI59xXXahNA101rLrIkazW5QxwXSgnMZkBHy/dIOw4HVfpUUmpJPBf6zNdXbQK9szW6yjMoKFSVAXkjc3OOMEGplKE1aexvTqOlK9OVmj528W/smaxqDQnw3rVxcrI0CLFfoEBaVOBlSQORj/9VeSSWPiP4b65a2fiCxvdNfyyWdSUSRNwySBkMoKjtg45Ffbc1vNZ20NqkN1IrwtKkilyrmKVlJBwAFKkc9KpeJPDcPi6Gax1PQ7WRI/tFnuuQAGYBypG58hlBPAPPHUgVzSpU2k4s9fD5zWoytN3R8gt44Elisa3c8k0sz+aBEgXByBtIAP3cYUgAEZwc4Go2vWE0lhJa/2n5b3RefEA3qpUcook2uwJYfwhgq9MnHrd9+zL4b1C4WeGVbC7lkEsltbtvQRlcB1BYlQSMkE5G7oOg5y8/ZWt7VIZ9C8aQYitmlmM1u6SRyI5+Rcck4wcjsa4pU6kdj6SOfUJpKWhxGn64mp3DjWWaS5mbM07wYkAICtuJIPB+YgZ9eCeMS+h8KwhIbqSF2L8Nax7nZcn7xY4UjDdOuB07+nTfsu6heNFO3i2S4Z2mKRiymYkbd6H3LKM89K7fw9+zh4b0poLS7sL/Ub6Z7QtfSny/OVkIKqCQFyQMe3rSjQnJNN2IrZ/RWi1+X/DHgvhHxJpPh+6lOnaedWNwAgQxgZGMLzg857e3XnNfRHwe8O65pVpdL4mhl07V9QZ54ZVQs1uqMCV5PABU8qeDtB9K2vC/gm28E28L6Po0OmXy2pkVWuVxI6zLtbaeflODgnPGexroJrcypfxw3dqlvK9ybtpbpnbG0HavHrg+jFMntjto0YU3zSZ89jM0eJ/dx0RorDFDcanHpS6qiQJdQvGse0yNG5IB6cbZCDwCD0zkYKzWs4L65s/N/0qF3dY5FjuGG2RR8xHDNg+2cl+CByV2uVOXU8P98tI6Gzpt7NZ2EV+zyP5M1lMtmtwmOcpnGQ2CA2OOhGaqXDXLWMoeZZ0lS4ZpftX+rCyBj04GQR2706zjt47FkeeNb82sphmFsc5jfs3YnJwcdMZx1rRutUMXm2iTtaDz5lunS2VS/m25YgEgHBJYbfcYzXIm9iuTuzFh1MATWsjR83bvBcrdnkFTn8Cec8UlrZ/2xbyJMFtZorVgY/PlZlRWbDbfUcELnHBqXT9SR7w3l017PbrNZuIFSMMo8tgGxjI5IxxyPwqaS1ihtLqO3N0zyC5X5rpAsaghgDyTzk5HvxQZ097PYhggQXEkiiF7qW4kE8MX2hl2NEMpnPA4bGMnIHbmoWSGKGK4Nl9ptTJbTDzLRzuYMVL5LZYEtzz6Yq1HcabJdR7ZZZoYp7ZhNLfMdxMGx/XGCBzxgAgjtTBeLBcRXG5ftMdmojjfUGYExzLuXcoGAewyORkdBS8ivMqvazSWqrPZIrrat5UgswyFUk3NyDjcCTzjocVtw2N5HfSQlTC4mmJzbQRKd0QO3DHByoOBnjcSBk1jyXsFrJcWzR20rK1wskclxKdql1bgYG5eCOeuM+lXbi6066uLYT2tudMWaGTennSMDIpDKzHrymex7DI6F0NLW73KtrazG80wKLjZJJABBbyRK0ZMUke4Ejgll46cdfWrMcwuYbZVf7RA2nyLNPJerhVQg/dXnqACucnjHTFU1NxdalZqLVRePt8qVdPJQqszxgYbuQV7YOAOucyw2bbmjhgu43hnureYR2SorDaXAGcgEYzgHK4PWl2SJVuZssTbI5JI5J4h5PmwwzzXzOs2bdWBZlGe5z0BJCn7vNWzt3XVVllSxTUZJLVmWbzZBLG0ZVsN7bgG7gtgUyOaWOG2ka3lY3DRolmJkUjcroJF+T5QSAwyP4cn5ipqCPzF0tTOxEFuUeSQXwZ4ispGDySRu4x1GAcnFPcu8blq3t7m/0a++zlWgjhVJlW1+aSVJMlgSeMrIMnODux6VIVEBeTzWMt1HOlu32BECKHV8MMDHDtlv4flBqHUorSxhjkubiCORPtUUduzvueQDJXIJ3YxkEkBy3I4BqzZzwX00UTS28s8xEt5iGWTKPAGyvoTtJPPLDnIxQvIuSinq9Q1Rp5/EYD/akZZUkeZIY4xMzwldpGeDymOucsSM8UG8e903UZlurseZY28ps5L2MKxQ7c7AQSPk3YABFK1zaXFnbyW9uz6fCLa4EP2E5OGRWxk5IznvhtwGF5xY06O4kkiN3bXVxO9hcxwzRWEYJKSN1PfgkE9V460ES3sZRghS1kt5kguFnhunLNqB3Qt8rgccZ4AA/ix65rRjvLa4mO+109bZbu2MUohlnlZ2UK3TGVyBknnPr3r2sl7eatGYY7pIZnCsV8qMS+ZaqdoLDvtxzkde+c2NGh1K2juLhAdzWFvI9pJfLEGVHC7uNufbqRk0dLmMnGMrNFa1s9Q0/TYIDM9tcmB3W5gtliESRTAY8wr8xyWO7I5AB5NTBLmDVpEiubmGfzbq1UzXEMP2kuN4AAwpByNwOei45qDUre2NpNEIrMPvvVmLXfmMQhLIvIC5+XduX72MmpzeQSLCbaW1eze/gRbW0sS3yvCpy6kZdUYZ2nIyMikyozi3uU4biaS0Er3LPEZ0Sa1XUgu1ZI9hOCCSSWYn2OMDkCnGbXy7KS8ks7y0S3gYy75JpRIJdrrhRwCM8dRtJHJwdLT4fL8wJeN9pSW0kM0diMsQ+0AZHA27eo5yKZdRXf9kQxR2N+n2KCSCFWdYkfy7v5G2gA8ZGcjI/GqM5SlGWw3UrUrpax/Z4PtZhvLeOW001/mVXypYtg54PzYJAHI44fYWNze6kIkN0oDMrSW1osXm+ZATxk/eOMgehzWpdWN/cXywpbu8k2pzNKk+pM3yPHyhIA5OSen8IrHt47ZX06W4h01LVXtMSSzmQb8PGx2qMj5lIORxt+lFzS6dnbUszSXMEsOorDMmpbLNoka9CkKCyA5XledoBxkb+eoorOSPydPW1upoAZrFjHLZ2pYr5U7AZcg4IGDlRghAOCc0UrlOMp2aZNHeP9rkCzW4bdIJyCfkBjVwV4AY5Dc8nK857v+2Ru1tPJA8ums9uY41tSWLMCrbs/e5VuO+BgiodOnv47q3s4box30jW8kskdoWB3xlTuz1J3DI6HcfxtQ6lPc6OtzNLdRpaWgTy1jCq8kUx+ZecE4dcnAwWP1q+UhVXtch02+u7dQbqJFnNpFIif2eG2lJgCCAODhMEjOdvPPNaEa3t3qVwqCVXE0hneK0T5laJicAjAxgnHbIPbixdXDTWjPFNqD3FwLkNGpQMjEh1PqDuOWHbcMUi311FrkMTPeIjSW9yZ5LpFLDGz72eOXwDk8KQaLDjvZFK5luLezkmigurpbeK3LQIkfl7o5dhcMOCDkfN6n0zVi8stShmeCf8AtK5Zo7uGOR2jUxIp3KBtz02/Ng9xisq+uGWzSe8shCkNrcR25a8GSVcOAF6/UEnOOPSpJtX2SrcQravevPJ9otxfOzossAL5x2yzYPsAecinYz53zM2rTTr+8vmtfJ1ASNcZmm89N9zviYsrf3mbbkYPTPGcZzb6PVLjQrXUGiu1jksoHMTXQCMI5tgKr1AyQoPUbznisez1OCMWhfTrVtPaK3uWYXLhY33hDjjlhk8Y6H2pupXP2qzkD2+lJdQwXsUIjWWQ4SXORhccZOMcH6Yo5X1H7aLWmpo31rPH9phIch2uRKZdUDvburq/J4HGAfffxyKt6hp8ELeVfJaGGHVV/ftqjMWEkLYXIzweDuA74rltU8WaJHdyedqulW91I7LdBLfEb74QSV55XcvHTBPHHAY3xA8HxbXbxDZ3qBreT7ItkmAIwBhc/jkE/Mc+tJ27jjGc/hizWVIrdtNPnaauoyQwSWj3ADLIiTkFmByoO4gEHGVB9MUTeVHaXUhl00W8SXUk8MEBwZBKXXbknBPyBTyNpIxwa4a++KfhrTLd0h1W8vTMJEjdYVHlr5iuNrAdNwIxnjH1qhqv7QWjfajCBrc4RpGlYOIXl8xI1ffgfdLjp6MB16y5RW7OynhcTU2pP7v8z1ldRg+0vfi/m2T3aC3e2sx+5WWJ8GOMjpwFIB6pnPY5mjyT2Mmn2Ud/qEd4vkShoYgvy5ePBODgqSF59SMcV5av7Q0Glal9rOj3nnlLcjzrkoq+XtORwD8yAY9NxIrndd+LXiE2cltbaNFa20xLIyvkqBIpwPm2t0XPBzkt3zWTrU1sztjlGNrJNwt6/wBM96s7gSwm6ltdThltra4gihU7FkWN84UcHG0HPXlfWrs2uaX4RjS8uUvGSae7jlS41BYvLWUBlGM9eeeOfc9PBLNtY8daRHJqfig6ddQygSWEUAxDE7g7wynkYcNtHOSRitXQ/h5YTRqWtZb/AFJlJJuZGYxOqB2YDoRwy4YHoelL219Io7YZDUvzVqiXp/wbHa/8LG0aG106CzSTUrW3ljuH/wBIcK8ibw4zj/aByOx9+MVW8T+J5rq6sLG0tbSyQRT/AGZhsC7ZJA0kjk4boMAgnGME5qX4lRzDSZIVEVvI11KFSBfniCKq5J54IbIXOQV49up8E6tPNpE17pllJHBFBbxXMsuZR5zRKZDkcEu27B5wB0Hy4y5XUbTlZeR69HK8Nh486jzPzMTT/iFqGk28Wj69psWnzKzNLeQRK29WRkkVlJ4bk5Gcgk+xrtNE8e2mqxmXTr25upLea2L2UYjGSibCMnPO0Ad8kisPT9Nikup7XVL97TTVu2jgsrqbbArLIcnPXbsbkZTIxkjIrQtvhho1vooNhc2s08YJkksZgk0gAPJ6q0bDYc9ty+hLDdWKvBXRy1Mow8neLcX+BqzmaLTdWtGj1CW2ktZZZJJ5YVaFo7h2AP8A32uQDnnjjFU9cvn1CMzyyRvJHLdwWvm3pYsXUSgkr1JA45wT9KoWvg3U7/WLyPSJYZEtre4cvNEGDbQzFccg5UA5PPHtS2mtT6bHdSatDeRok6q0llHGkUWUaIjB5XHX5QRzzgkVvCTkrzVj5/EZTWp60/e/rsX7i7iZXkZrZNQa7t7iWaOGWZRlRzlsjG7qM98ZpsMd3BDNND5zC33KbP7KsDyMlxv3qGzjhu3TkHPWqc15bW+l3cQ+2XK+SjhZrxcAo2FDLjkgFsLjJ/GmfaFv5pwLa0mhJeCzfzJJ1kkeLIJYDPHTpyW7YONGtLs8qLd+SS1NmaYm3ubJ5LmQh7mKSG7vxvgZlV8bFJ6Mq7hj5iuBRT4Yb6K8t1FvHa39w0EtwEsBs2zIU2KWIPOeF4BLZHQUUt9jpSUdGc7M7JLJm5KxMqGaeS9JCmO5OEyBjgcjr7cYw5YF+xurotwG+3JaD95JuOwOTn/ZOCOP4uenGvc2szzXoS4vpbVftaDy4VQStlX4H93JH02ilntZjeXLWy3U0t1cyM1vJcqnlLLbsNxUHhu2e4UZrc4N5X3MqSZNPkkuL2O2UG68+4uJoG2JG8QDDcT03MfTnGDXA638cNMDWqaHZ298LW3RXmeHy0dwwYt3br8vbIzzXN/G/VpLVl0SA3EVksUEu37X5qSS7ByT0JAIHtXi98/kvGyZiw3zdue39K86piG5OMOh9hgcpg4RrVn8WqR6hr/x38T3WrNPLqsfnbmlEcKKERnGCAMEDAGPbFY0Px48SxzNcprjJKGSRXAHLRrhT06gAfWvM7qbLHYc5JPXrWNBp51KOecNsjjU5/Pqfaubmm9XI9yOCw17ciZ6xp3xW8V+Io1jl1+W1tUxGIzIVwNwOABj+Lbx649K7vRvhx4j8cappFm3iWW5nvZzFIsm9likLAMgbJywHJ/DNfPGl2c9qI5IG4ALI7HhiBkgDnJzjHvivbfhPr09nceXJfXMawPJM8nlgqFaMYbHUcogzwVO0jmqUo39+dz01hadOPNTppNeR6r4w/Zn0nwbZ+TdanJc6lCzSSRyMYpdmM45+XoGwR6DvmvPdQ8G6TptxrWnXmj3ct3B+8t9RtJ/JCFBlg4xgKeucZyOo6D2PT/Hk2j+G2028ePVHePytOit7WNGuNzHLySsMpIqD5TjcSR/e5831/8AtObV4n1VJ47Xy2gijCskYcqZM52/MpDRkkZJUA56Y2q04uPNBlUHraSujmZtPg8y7uFjt4oJZEt38yMKGmBduAnynhTkjaG54OabJdWlhBLPqVtJd2uoWrzGZvvbkEkcYyerFkO48fewMZrQja6jW5KFIVhiSZ4pZExdSBmjQhG5biXZ0JHzMejCsO1WSG5K3hScWcaQmK5DNGC2SASDnBJOSPX04rwqlSdGouZ/I92lTp1oPlWi/pIqeHPs76pZxGBZGit2M1u2H3nB2gD16d85WtPVrq1ubqztoZg8VsS10FALRncoZM5PIKNz15Ptl+n6dZaj9ijlnaFyDLcXwXdIsRj6ZyBhQhxk9znA6YCsFnkxGrxlFcmM8nJ3P83GT97Pbj8azqe9C8d3sbU4ctRc2y3O20O+trvXLS10yC1Fq7SGVvMAaJ8fKSxUfKvCnnnGa7yzheSI3qXly9pbSRQsA7xWySk7xG7/AN8LIGHcFs/Lg1x3wvjgtPGMb3dwrJc265upLUTBhmNlQcblOR94EEj5cgEk9Za65Jolr4k1T7Clx/r7sQQSAtsFsY0ZiSS2wsrAYyDGDwOK97Cw/dRcnoeJinaq1Ff0zV1zVNQg8G+GjFZWN4zXIIu5Jm3yhAC8GzOVO6Qezbjgmtzw9pN5qWiPPZW11caeqfbIoYYJHDIyOd0oK4+Uh1BGT8x5PSuJ8Va59sufD8FnZB7trglmlRox5ZZY1O89gCMogxgr3UAP0bS1t9L1DzkkubuMzxI0cwt3RBK2+R1K/vFHIIHIBzzjJ9CNnJpM86UVyJs6PUfE1xBqBtYVIllaO2tngZYo95Xfuyq5P7xM5wOg9Mh10994e1cy3U0V3IqRsHY7mywGMnAwMlcdBxn0NVdb8QWFxpo0aK3uJ9Y857i4XZ5kdwoVxuLbgDkBAuMEDdxjiqGo61pmpwLHbXspFtzJ5sZiB/dADaVxhlxjpg7c5PNZtqAlojo2uruFjPpd2bZZY5pJGDfOI+vQY2DgjAPIYjHLVzcOnyalNLPqV1IHhlLfZY5PLZn753YC4xyPbIFV7PxZHq2tadpF7ayW8XmCaOdCzROoMg27SxDq23HHc9cjFZOoapbTeI7y/u5NyJdiQxrlXLBmPl4GQQ2B07Y5BzjGU1bRmtOPKtUv1DxnHZSeebP7RZyMCsMUc37yVgQGMrHk/QcLg85NXPhjrXiHV9Wh027kkvo7p4vIna42eXtBjK8d9r4DdR78Y4vxUYbO8YS3O+3wu0KQNhcCQhcHAOW7915rufhxBqq6ZfXk1rHpXnojaak9vueONHUF92QvIBJyMfLjgkA8VCVSrV916dTxM3nQhRakrye3c7xLWBtHgW5v7YaZFBazzO00rszLMQdo3cY2t8p6DbjrklLDK32OZYXitYYoL2ExSWkMSSsjhlVS7HJ57cjYetFeu00fCOS/r/hyC1uLSS/t4Whhe0LHY63b5Z3t0J5GcYYZ/EgnjiyvlXFxHEYYYdRZbUtEIHZSGG3HPPOVzn14pYpJf7SsmguFlCSWpjhMkSBWMTJkHng4zyB1GccZiRZJIg32o3KmCITXXnNuyk4wFwucgngD29q20ZgouOzPnH45RfZdRt2ht3NtParMly0RjG5S0bJnochVP1+teTW/n6griONpyB8w7DHP8h+lfb9xaxX0UgugxBguI4V2ykuRKTjp7/yzXlPir9nC38SST3XhsDSNWd1ldY3YRSxsnJIJIBZv4e+eM1588OruUT6vB5o+SFGpHSPX/M+c2tRJG0i/K659h6mus+D2g/21/a+n3NtE8FxtJumUZhBbnH168c/KO2QcLWvD/iTwLNHJq+isbcElmdSEcqeRuHB//XWJb+Kp9NaT7KZrZWcfNFxnIPHXkdRXFOMpxcD6rD1YNKV7o9Ah8Hw6Jqk8U0sc8dozeVBGAWK9cg987sjjP5V3ngLV7G11SNljkCs3lFZ/mJThcNxxwBkV4JJ40uuJJN7XG3iQYDdTnofrTl8d3/lhN2Au4jLAk8cgnv8A/XrJUJX5mz0frdO1mj7Vu7zT1YSfbmtIlQrHCzlhHzkqvpzz/OuOkNit3eXQnMt06/uhLKpYE7VIDZ9B3+n1+WG8ZX8ivunkJfCgGbkDAI4xUc/iq/Zcs7EBeCHIC9scV0Su7IwjWhHS1z6EvtVDzHyZY/KAaFvLO1uEZc8jHO719PasqSRZDEzyKJ9gd2Y9drjAPYkD6dPrnwabWrx2YffGWAZizZ9/8+tVY9U1GNVVCynPGN3TH19q4amD9s7uR3QzKNKNoxPpc2cMLXVwL4RbgqeXOhYSREfKOGxggZx/dHHSucurpbPU0jSaG5m37XihlO6OOQMXj6kj5WYHnqfrXhS6nq1xGEUzPExVtqh8FugOM9f8a0ozqNqpXU9PvUSTIZ1VkJCnoQevIH+RWsMJyxs5GEsyhrZb+Z7jo/iBYdYVYHkmO/y5bZC2JMYyi7AGGdoHtXQ23iSKx8NXtnY6qpuLgR20li0r+bLvmjG1lAIKhRnDFRlf4u/jfh3wvY3xWeLVksJY23IJZxFIrDnPzehroJvCvh+Jnurvxfby3kn7w/ZndmbPHVEIzx61cL0Xpd/L+kEsVTrRUpWS9T0nXvEmnwi0g1HXZr9LNfKsxHEWfyUnjCxK5+78iyAnBUGPA3ZzVvRfGXhvSLu5jbWry43u7oyzZtlYybzhAFyxJyMEA5OcHivNrWxt7i3Nzp9pdajI0JiLQ2WNqKvLBmAAOByw5yfeqGrW2vaP5t1B4emt0hbZFcNGHwwxt+VRgHpzzXRGtPm5lB2PLqYih/D51f1Pdtb1rTBb2j6VfLqkVx5aJuuSWhymUiDkBQ4BIx03dBnOM6y8Q2N9rk7yW9jY6f5TNI8inYwJc4DHnIycZOefm4OD4NP40lkiZr3S2ln2b0VY9h+Y85wOQMenrW1J4L8T+OopJ7LR4PD9ksUrwxsxj85VkxhMklsk4z7Hng0pynX0jGxlPF08PG9SX3noPxS8VQaH4g8m2lhvNKuI1kjWabzNmBwisclSCxPBwT1yOvJ3HxQuGtLiy0KGK3k1Bo4lit4PNk2FiFHmMcrnOCE6457k9L4X/Zts5LjzdZvY7y8W5nhmtRcqI4sR5HPJY89B6Yr1vwv4G8K+EbmyfTLDS/LQ2cnlCOSecTfvFdG3jJ28kr1yEwDW1PC1Le87Hi4jPqajakr/AII83+HPwivr7WNP8QeKL1Z5klhkGlveCMxj5grO2OzbT7ZGSMjPqV1a6fJaJBamOMztcx3R82V2jXckkbKCApXKpyOG+Yse41pLNbfdbpcvNqIRJRfQ2ZZQI7s/7OQSp3bu+0KeRUuoWM02q3djH/aDxxamzHMQgSVniOQcgEFl4x6McCvQhTVONonylfESxE+aq7mXbK/2+3I02OW0a5khs47WxDshaAKdxY4Y5GRz/CSODyVZsGa0tbe5WALqM32UJb3V6Npj2+UrKA+QCO4GRvPY0VbdtLXMYrzt/XoSQTqtvYBbjE223dDHbfMqpKVAOBywJGSeuD6VfuJCFZ4728S3tLa9TEFuq7mSUv6cg/Kf+Aj2r7D/AOGLvBht5IjrfiVt+7LG8i3DcwcgfuuPmGasTfsceCbiK1STUfEDm38472vUJkMuQxbMfPXtj3zUHtf2XiL7K3qfHsNxHJcgXo1i8luLmdIUX5TGJFVshcdcHsfT8c6OztW0dLdIJiHtonmu2nAVWSV945PQhto569K+1rP9j3wRZXz3aXesvOzhy0lxE3ITZ/zy9OfXPtxVNv2KfAjWzQfbdZCsu0nfbbuuc58jrSsaxy2ut7HxBqmj6brck1lq2mLNaSi6jt4ZnGGCAsDndyckj3wOtcBqfwD8Falfec/h5bWaV7aRobfUAihGQBgoJOAzZP8As7hX6RD9jHwQt8LpdR1tHDOwRZLYJ8wA6eR2xke5PWn2v7HXhKzuIJodc8QJLCsSo/mWpIEZyvW357A56gUnFPdFrBYyHwyt8z8t5v2ePCccMcrwlUWMs5W8G9cOBnp6H+tU3/Z38NwyJPI00VtOzqCJ1k2DcQpO0HGeMHvmv1GvP2I/Bt9HJFL4g8S+VJv3RrPahW3MGOR9nwcEDFDfsR+CpJN8mveJ5CGdlDXcGE3YyABB0zzj3NVyU/5TN4PMWvjf3n5lwfs6+HpLiKMCU3rmOVFkVziN48gEgAZBXPvn2zWha/ALw1NEJG05kSOFjOhZlTesmD87EjGQcn8K/SFv2HfBMiqkmv8AiqRAYiVa/iw3lghc4h9DinzfsOfD2ZYgbvW/3YdUPnwnAY55zDzgk4zn3zT5KfYz+p5m3dy/8mPzut/h/wCH9Jug8Xh8yQ3cs4it0ih3RBo0OG3Z24AzzjhT/eNX18E6Oun20MCW5jZ7eV51aNEJClUXLJgMwz0JwAdwzX3237CPw9aYy/b9dEjEFj5tsckLjoYMDuTjGSfpiw37EfglrX7M2teJGtuP3JuLfbnOWbHkdW5DeoYg1Vo2siVluL159b+Z+f1vp8VusFxb2kFvdQWnlQIsyvvVJOCqBQRjCkKST8pbOOi6RcxwXl7YXLRSMLiYzbwZflA3NgkA4ABOMYYgZ45r9AF/Yh8C+ajPqviCVFMh8tprYD5yC3KwBu3GDxk4xmqj/sH+AmdJE1rxPFMG3vNHeQB5XwAXc+TySAM9qd1clZVila1tPM+CIdB0e+1PT5Luy06a3MzrbSTWssyv+6UjPGSMkD1yDnip7fQbaz8krawW2ozGElhYDyxGJirE4GCRuycDnAGc9fvq0/Yf8DWkluw1nxK6wMrrGb2FRkKVydsIPRj3pH/Yb8ASWk1u9/rzJISR/pEAKHjlcQ9ePz5OTzSuuiJ/snFNNN/ifC9rosLAiJDbRxPdxTRyWkcTyud22NNxweDjjlQBx0q7DNO2nz7DLLBJcW862Ul0kMcccsJQOYh1OOPlGNuM4ycfcK/sS+AVTab3XXBkZ23XMR3gjlD+65XIDeue+OKlh/Yt8Bwtu+16xKwACmaWB9nqVBhwMnk+tU5XFHJ8RFbfifDDadZLDLHPYWNxZfZkle8a53SDa+0pjqN2TwRlc59ctvBCNNkZ00xRIZhZpBHLIFxllYgAjODsUkZ+Y5IFfcdx+xP4HuGcnVdeCyR+XIvmWreZli5JJtycknrnsKRv2J/Bkt1czy694nleffuBu4AFLAqxUCAYyPT0FK6Wwf2Ti5Xva3qfGPnm2ursW13ZefNcxzZj0lnD+apVlA2kAAMflwM54HplNcT2tjDN9ou4JLdI5Irf7PszIkxj4IJyvzEZ9SR2r7eb9h3wPJaNbya54plDNC29tQjDAxfcIxEOgOPbtio7z9hP4fagsQm1LxE7Rq6q7XcJYB23N1h9afN2Mv7FxNrWX3nxy99a28d1FOLy4hb7V5soulRof3scoVgpO0fMMjPVjirF1eWUWoPPHa28+jNd2rq3nSyYYdwATngDJPII454r7Ij/AGJ/BMKuE1nxEryArJILi3zICu0hh5GDnk8jqSamtv2MfBNmoWDVfEEI3KWENzDGH2lSoIWEcArnA7kmobOqOU4hdj5B037THcwQuVg1eZYWS6gtwGjAuCxLOeB/rh04IUDI4or6+vf2L/BGoeYZ9S11i6FCVmt1+XCgcCEdAuM9Tk7tx5oqfU1WXYiDdlf52PfKKKKZ9cFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/9k=) | ASR 1375 x087 080701 Fibula af kobberlegering
Bøjle og del af fod fra ret spinket fibel. Del af nåleskede ses på undersiden af foden. På foden svage spor efter fure på tværs, samt muligvis del af cirkelindslag ved den ene kant. Største længde: 3,1 cm. |
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) | ASR 1375 x090 080701 Fibula af kobberlegering
Karolingisk pseudo-møntfibula. Noget medtaget på overfladen, der ellers generelt er med bevaret forgyldning. Der anes en højrevendt buste med ansigt i profil, antagelig med dragt og evt. med diadem eller (stråle?-)krone. Midterfladen er mod kanten afgrænset af inderst en ganske fin og tyndperlekæde og yderst af 1-2 rækker grove perler. På bagsiden ses rester af nålefæste og -skede. Største diameter: 26 mm. |
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) | ASR 1375 x102 080701 Fibula af kobberlegering
Mindre fragment, ca. 18 x 12 mm af fire-armet smykke (Råhedefibel). Kun den ene flig er bevaret, med dobbelt nålefæste på bagsiden. På oversiden rester af de gennembrydninger der har siddet i midterdelen af smykket, samt kryds dannet af dobbeltlinier. Korsfibel af Råhede-type.
Antagelig samme fibel xom x182. |
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Xpcdt5KxQ2seJZre6xcWoZ842Pg4U56MTj1FWLyKye5isSv+k2rbYob+JSh3EFikx+UAAA5A5wRzXqPX0PmlZLU9F/ZnkS++NXhPU4Ct28v2yzeVoxFJFHFbzbd+DtdskA4BPIJOMUVN+zlPND8bvCikrDZ3DXKQW13ATLGFtJtojmBO7AU8Hsfxorro/Ce7gf4b9f8jhvilqX9n/FTxyio7W8msXaEXiebBgzMZWUgfIeQPwIz3rjr6ZZLdWeZNGhvAJG01lLQMiHJCOD32jgYxmur+KC2snxX8Y35uJpETWb63mj04AOIluZPMLJjD8/Lk45HcdOMWSNLW8utkMEMZWQykEqYlK4LREnbncOORgNx6Uz52cZe0Zet4ZLG3hX7H9lV3eZ47tC6MnRUBGSgI7FsYB570SRRXiyx3EjiaNI9kO1RFJOV2qqMCFX5doJPI2gnniq9laT3F0ysyyxTD7SIU/eWpbHCEH7oU54ySDzRdXS6Npaz29ytnPu5tolMqzPkkthjgZUn64FcNfEQw/xs9DCYSrirezjp5jbqxm0+4he4s41SBVjbzlD+ZI+0Eq2c8gqcZPsQK0ry+s44Y7C+nbWbWCJZLe3bKP52VA2kHknrgHJxmvOIfinpUHit4Srz6YUZo5L5cpI+Qc7T93OCB9R2qHxV8YtDt7ixtrefy7nZjy1G+IM2VHyk9FX056elKGLp1VdM0rZXiqLs4Xv16Hpn9lNr2jxzWVzDb6ioNskM77Z9zOu5g5I5znr1FI9wh1EWc1u99KZTFEWQw3UEKYLHJ+Vlzle+eOOa8vm+K3hqPUJo2eSWZAkcK3CEIrbTlj3ydwPJx19a7XTfHVj4k/0dZo5Lck7Ib1iSsS4J2ydssqgdMAj61vCtTm0k9zlq4LE0oe0nTat9xv20batcbJWjtzeAXkot4xFdRwooKxshwrZzzjr29KdPcLqUKFTNqdzPcGUtb/u5EhJ2gyKeGBUL+fesu5uLTWWcxwNDcXjpuh1DMZht1LErG/GAeoz/AHvpVz7Yl3M9xqbxQGFPtH2eWTy5fJKMIlWUD5gd2R0+7610cvU4OZ2aFum+xxxu0cEU1uBcSy2ClblZATiJ4ztyOckAHn2qhYSS299qM1uFuDcIscF1HGA/mvuaTdFnkDAHQZ7dBVibUF3AqY3uZJMSQ6g3lXTM3yqofjKpH9MYFYF5cTQ3BtY3nvbiJltrZrhTFOkh3B3BU4YAqx54BJIrZQ7mLnZ2Q+S8F0tze27yTPIy28MlmmN0JOZJXj69yCc9sfXzP4hePH1KaTQPDMUzI29ZTD83nqMsxxycZ5z1FTePvE0el2MsFnL++bZbwps8uS2VDgsSuAWLKB/31muD0HVLbT7yyNxFJc+XLvfyWCS/MFVxkYYABcjnqeepryMbXlBOFPVn2uQ5aqz+s1lZdCXS/AurTRyzXvFpHCsu6QtvTLbg3BGeFIGezD0zXaeEfheJLVLpbxrCBuVkj++GB5PzHptx16mpNJml8S659gX7QuiyXDsy3jATPbIfkTIOS5AUHA4G71zXZ6lq1rp9jDpwjjt1j3iUTN8tu3I2rzl8Df1x29a+aqYuth5JSjvsfp8MPRqRunsct4t8Y6f4XjNnpccl9cxqI2uw/Qtjnj2IB+n41zei/DzWPHjNql5cBYLh1i+1zHy/NyCuA/QABlyTwcH0q74Z8GR+IrvUtSkdraATeUk8kWY3mPQY7cn7p7ivUI/DUuh6XDp67Ps0eIxctEXhKAbZG25JHCqMnB6/WvRwmGlNc70XV/5H59nede+6VHVFPwz4B06BbOF7K5mnBjKsV+yyx28b/KAc4cnaw6Hqa7ewgt7yGd5IbdfM/fPcQwLb38UMartDA4VuG5xnIPBrPsE3x20o1DybTVINphZN9vHGHyQGyCpIYAHj61qyW485IrqyWKeTdGI7xwYxCABtjmPryQDnG5emK9eNClS+BWPinWnVd5PUt6fClxfDU42k1NShlupbZCJolThRIjEq4YHfjHGDzVKxuDbtc3TSJZTRM1zctEjKCSMIrxkAjAVM4H8XWpfMmeS1SeYqs4a5aORvLu1gC5RFfH71cfLg5z04PSnNNFcOm6xl1O4VjPeM6m0u9vJCn5v3nGw5HPy9Mc1cb29RNLQvRxwos1xbwh/tG8EJlrRpjgqsqkYUDLdBxjpU+obTIkdzPH5VzG1oZ4m8+2uWPMkr5O9XGfY/KefSD7TPHYzSR3qvc28m6WOzYx3KSsRHGrRsuZCCcHPOMGq9v/o/2z7DbyTXBt1gjubWXy5DMxwGkh5J+bGcA/dOOeC7O12KM9rHpX7LVnDp/wAbfDlsou3gU3bWszr59tJi2k3vHI3KZDKOM52kH1oqx+zHNDF8ZPClusjGOBruzja3lGx5FtJGfzI8cfdyDxzxRXTS2Pey+/snddf8jzb4yeZp/wAWPGe5vsiT6tfSQsf3cm1Z5GkdXA554A56gGuUtvLeVvPj+1XE2JHWY+VcIFOI1XPBAQbuBnOe1bvxa81vit47+byYRr1+zpekNHKouHIRTg7SxEncce9cvdNBa21611cm3W3JuJYncPG8jD92EYcqoAOOvOM037t5HgSd6jjcsv4mjh0nX7O4g8rUrcCIySfu38xl6NxxzgehwPWvK4tWutQt9MtZdabULxWk860AMfTIUbiQegIwMY4Izkgcd4u1a+gt7l5TcCS4Cyv54+csAxwH6Hbjbx/dz3ra/wCEw8O+JpLBtBmuLOe0tAZfPiAczFQHww6jcrY9A+K8GP71Tq6Nban6fgI0qNGCOu0vTfDniRr+zuwYzFYrcRQ+aDtJDBjkkcZGT07V4HonhWe51c3CyC7SCWM7s5DBj6HkkVznibxleaxrV5dGbYZAIwOg2qNq4/ACtf4U+JrnTda+wOfNt5wzsjYwXVW289VGT+tRHD+woylDd/kei8THEVY05bL8zevLcfaNrw+XNGnlt1zIwPBOTycYHHp69b/hnxRfeFboGFlkXaV/ej7wYcgDuCMVF4hv7CXybgSBLiUvujQltuOQCeikkgVLpul6EtqDe6ounzKd7q8LSSP83CoR0bGOSce9YwvGKk07mtZQq3pXVj0O8+L+pahLMX0uCASRrG9tHuETRA4PH8Ofl5GOgPXmrq/HNdoghsAoDp59qz7opVTGB8w7fL3rzzQ9WttU8y4F7Baz26Mzfajky4cnoRjO3AwPeu90FvC2staW9ylssIfc1wpVWjZjk8ntz+QroeJrxsn1Pn55TgVeUIXt6kknxUB8qYaUu0FmEczbkSRsA7OmOOB+uetC/FDU2WJY7MTWix+RFFK+USRjlivpuyfpmlh0bR7jWore0uYbuGFiOHXceco/HU/N29K3NQ8E6dpch8y2tYY1csZMMHO4YxjoSCf89a5pZpV5/Z3s2dNPhvCOKqKN0/M86vNNuvs899eFJ5rltqrHMHzwOMLzwCPxPetjRfDMk2oRLYaSL2RnwUkzmBSQWOWwCRznjj2rqvDumReHtFF00m+wkXdHdG1bdkD5lODhgGXI74HatgazKNQvLqy1KyurG3t5LgXlzGIywZlJCZAJYFMZ64Iryq2KrRneG/foz6elh6cKfK1ZI8+1S11HQdatrMXawXsE1xlrhzKWZlbvjoFIHJz3zxwugaK/jDV5pJXnuIYIxLcBWzJLIef3a4wecHHtXJr4mn8eeIYrZbpWVWwjEtsgjGWKg9gck++6vobR/DM/hTR7aGK1it4IQZWhvirpLIQXwjrweHAxu6gV7FGjPESU6yPjs5zNUabw+Ge5oaVDbW0EdrYWjNcW8flrcwuUmmncglpIhncVOSf7wY+nFVoxcXXnrcGZJHW13WZJDqMCR2jAyMgn5s9Vp1/cQ2TCz+1zT39lMfnmmwDI+5SPNUhfl5IyOjEe9XUkvra8ie0RYI5E+xwPNIEuEcE5I4CsBjHU5I96+iilFWR+dN31lr/XkWrP93Fd2sMMel27tJaRTQjdAI1Vg5eNTkZYLgHgYz0Jp95mAEvqItYNTcwb1cS2jRhQsnAO5Mn+IHvwB0EELQ39mH+13U1ws7WcUlmoWVIVC7t6cBgMt8wPXjvU8dzLpNhfG0jEVjcDEd5bEfJAqjc0luQRyCW7EYznsYe5V9Fdla3t7xYREgjaJXW4j+1NuthbqRgLKBuU7znnHHNXri6eZoo7+c3NreD7d9iuJVO9VA2+XMuWyScYOMlcZqlZyabJZRaj9puIk1DzPtkunDfCsKDB3REDaMYPPBye9XbCN7OO5ulgt9PsfNN00yRLPamEIAm5FLGPO0seuM/jQ7MmLZJNG8cKXtvbK15AwaWHUJBDcoz/ACgI4xux8mNxx0HQc5N4rbmsdTup9SvrNgyW8sQgu0lcnA4JDqC27g/xqfejfYXil55GeFtt15KxvJZNM4OIo3BGzAwB1AwM9KmcXEQt9LvrRVMEZjMd4fmmlZ0TdHOMKdoKsMkEHHpT6E6S0R6f+zNdJJ+0D4eaG3j+yN9piSSchLtJRbStIHVcbgSMZIP3c0VN+y/DaSfGzw1iee9ntDdRR/2lGRcRKbeYs6vnDKSSDweo96K2pqyPo8B/Dfr+iPK/iva2V18WvHa3ENwFXXL+WS6jJeMkXMmFZCOcYxjoea5q+gaw08RSeWLdi1xcSWzCaAsSNu5O20gZI6eldV8Wrwt8YPG8LkBLfW76aTYFilbM8m1QxBDAjHBxnA6GuHkvLiO4S+bfIYl8yTdiOUSNkKCjcOACCQAT8vJ71tys+aqTXNJroeD/ABQs5dPS6sbVt7rN5shj5jBkHIT0wQQV/Eda810TU9Q0SSbyz5Uzjay55YE9P1Fe6eJdIvL68n1IJ588Q33iWqbWDkMuDHwSuCDx3APrWP4L+Hz+ItSuLvUrXzHt3ZV2sq+bLjCptIJPBB46mvCp0pqq6Sho2fW4fMY0cOpOV0keexeBbOGMTXfmSNlU24xFuIJOGHoAevcelN/sVPCurC8s34VpEi87Ddhtb0IOT+Xevo9bWyjt0W3tFEUqm2D26oAg6vI0TLnnBwex6+/hvj6xs7fVJbeINAoZoVii4QRocqwznGSSMH0Hsaqthq1FXnO6YsBmKq1k4qz8zP0a6h+xzPPFGzSPlkcZ3HuR9TzxVe+g0e61TT4NR1Sa2ikO25mS33m2UH5do3DeenUgcmpL63sY9HW482XMqLLHACSqgjkgdeufbk07wD8O4/ih4gtNFE81vdTpJJ5xGY41Vdwz6k9qw54xj7STskfS+05qrgkm5HHax9iurCyis4LiG4wFnk8zKnHHAPc8H8ad4h+G/iLQ7qKCS3uENxAk8Ks5yVZQeTnr1BHYitvxR4L1Xwd4qm8N6rFHFdeYiLJj5HQ/KrqfTB/T1Fd5Zw6x4d1C10y2021kvLO0urU2d1KXXzVR/MuRyB5oDFk6/cGAcDPUqkpOKo63N4YaPLKdf3bdtjE8JfDdrW2jlvbuSFDbMUurR/OLTLyqICyfxEIxySvLAMMZ0NJ8deJNSuMXF7K8MiOqTXP7xoxgMGUnq23jPX5hQbq+8M3GmakLyzv52lzHdCQss7+XEzRsHwAFDiMnpnd1XBrtri4m1Qfb7/SF07T47ZvJtNNdBbQJ5Y5ZQP4hEp3A5Ow8kkV0uhSqr4U2dkKkqDW6XUqx+LU02z0uZ7y6u2ki+aKcKkYQOcNglsNvGN20ZAPHJqnqF14XvvDqzHUibyfcFRX4PTgKDnJ4BBxnj3rhviZ4evIWS8aSP986uq2zAptKKx6EkMC3IPr+Fei/sr/s33XxV/4SPXJlddP8OxrPsi/1tzITkRDPA+VXIOOoAryKkaU7Sb5emiOuriK+HhLljzaX1Ot+FvgO38K2J1CfbZwwhLmSTaJhtyoRZI+wLHHr+lehxxsriaDzZmMYnJj2y2LyblCrhhheCwwRkY/GqrSRmaKeKO5vWCFrvzFWKWNV/wBXkNw4HBxggd+tXV1KbTWmSItDJaSLPc/2dEI3YsxKoY26gHPKjjg17dOmqaSR+K1q8q1SVSoWroRx6bLPPcQ6bbIkscqQMssMkkjAEqSSyndKnAGO/wBJF0tdKsWgt45J45ZWhszeMJbd3dTvZXOAoBx6Hn2FVtBnNneXka2Cv5aM1vewQgiVnCk+ZEeg2jkdflJGKuRXckMcF21+YYFlks3ms4/MimYqd7yofmBCj/0L1rRLoZKSsmyS+jlhuhbXJWzlun8uG1vCU+zoFw7Qzc5+YEc5HNVGt31iRLeSK81PyYliKSER3CQKedrZw6tzH/F0JHBxUomSaa5ibT1hiWP7PY3F3vm09wM7mViC0eXA5z/D+NSLby6XidNXjsrK/wD9Eis7o+dAqqTgxzBjtI9Dgrx+MOw7Fs3Utw1xvSDT4bgssTRgJcLbRqN5KjCuGGOADkEd+KzoUtpGS+tHOoS3kDyS3FmxQwoqBUjlhYbW3EAjjkBgelSwiGS3jgisUia0kMcbarK7RNbqBgxTYDKHLEANwQTzkUtxPb31xLbatL9m86P7VbxFwk23h441mGd/HABPO3FKybFy8r5n8jJla40+1M4exsLqBo7qSXTTujk3bgqyRH3B5A7Cr9wyWd1JOLYyWu1pbKRlaa0upmOS5Xkqygnlem08DqGaTE81y9xPp811qdxF++8xvKvTKSVRQCeQGHbB+boe8FvdXFjKLqa9897WRbaP+zYtkgd8ySF4QPRyM8fdOatu+nUnl5bHsH7Nd5Mvx68HiZxEsrXlvFbf65F2Wkpcxy9vnU/LgYGR6UUn7K1q0nxw0K4tLP7NZLJchJIJWaKaMW04ZmTJKOXaMjcT1buaKuOx9Nl9vZyt3/RHlfxq1GO1+Knje3Jt5fs/iC9vLq3ucqZVFxIY0RsZOcfd9ATmuN1i3FlGmmNOrTQR/anSUZDO2WjVCO3PB7+9dd8XrWztPjN4/WeOZ4I9dvr24lUM0bs0sixxnGMY3Hock5PeuSW4vbOwtc+X9jtNl7cnPnRtIxIiQAcgg44PHA6E8967s+QqNqbjfuYMxXTr60je1xJsCS+cuG89lyoWQDJZd3cnpx6UsrENHLtEt9bytFFDIu1nbG5yGDcgDGMnucc1p7YlYwqo2o4j2Xh3qbt9p3A9QFUcZJx+OarSPFZ3USFRbwSJ9jiYgSQSMCPNkyTjOCOnX8a2smtDNNrToRmZb6Z7RiYoLtAltuAR0jDfNJkYViSCMnrgg1yPjTwrJ4qMF7p0paebbYfZpIv3iwq33sZycYJPcDpxxXUsr2mnxu1uF3RL5ZMe+NYA2HKseRnrx681W1i+3NsV0W11FGjh8wZiQBcna5PynIHuB61nOjCtHknszSFadCfNDoeSN8PdbmmhjvW+yQxJlNjjAt1XJABPJbGB619A/sqeDdP0z4gTG3HmtLYPPIzArtLSxAKU7YGQCDyAa5CF5PK0+a5sx5CgGSC8TpEMBVD453YyQMexr0f9nvVo7H4pX1lKkrfadPe5j3nJADxFFByc8FvyINeVisJSo4d8q6r8z6bJsbWr5hBVHprt6Fb9sTwDEupW+r2O1SIhBDudUVZi+Qm48YILHngYr5F8UeNtQ1e8t7kxrbXNu7L51vOWJIb5WJz1HA3dwB6V94ftGeHZtelsbd7KO8sjIftKp0CsQpY+jKGzn/CvhLx38PNW8H6klvLbyPbTBpba5GAJoV5L/lj868ejWhRrToR0vt/wD9LrU5TpRqy1t/Wotlq0WnPDLra/21ZTKiOsEgyiggjAIypCggdBwOoGD12m/HO7j0fUdPW5tilzM7xW9zaJIBG5/wBWDj5du1cYxjJxiuE8NWVhdXUlveCTEwVUKsFyAeVJPTOMg9eOhr0pvhH4cstLhkm1uJ70q0kcUK702qVBQkBiGYbtoIHO3oDmvZhCo1eP/DHE5xlZ3+XcXwxp8x0LUdY1T7VNBeRhXEESrtDuGYAngKQExjA+fA9/v79gnwimh/Ae71uQ5fXrx5l3npDETGo/MOf+BV+dLatNrlvLocNpqFtqE15m208I4iaAhdoVSeBkuQoGACK/RO38b6b8GfhXo3g6G6P2qxsI7WSZIy6RfKSzMF6DcWPvmvHxCjJqMFr+fmdtTEKnTlOpL3V+Fuh434otLeTxFf6aL5buAS3Fyum3KGORVGQgjcHLKQcDH3sY71TkmZLn7QYorWfPlzQ6i22VpiCoG8Adiv3u5HrUcl0505p0gXToY13S+ZKZ4HTePLQMOVJCuuCe5BzUjNFFcNZXY/tSNgrxwzOzRtIQBhJcDDBcnknvk8Zr103CKifjdT95UlNPRsGhm0qSeG2ubm71SwlKQRxxiO4aQ8uqMMrIBknqcA8VqQW6OzwabapbzPGsNrfRIY5opSPmeWEffHXOAc7T34qPRX8u3sGfyl2wm0FnqL5LTEEO6PgjsO/6VPNeWN40lo015Nf6R8lnY3crBxK20lo5gQD24fjk4NV11M42jsUPt09rDDJd3DvHAfsb3GkRqAwCqZC8PGfkP3jjnI9CblpZ4j1K10eKC2t5w0cU1vl40+U7zJAQXXGBz2OSODSxq9jqU0kNtBEsuYIXuM2900p7nojjflTyTjGT3qhHfWe1vPa41O8sCbV7nTx5EkMa4WV3j6N8rn5skZA7dR6oqNk9S214jKI/tjyabqqbZILXMtjIkeMoQvzQ5YZHXPbjiobhp4bOKK8sodGht5RezmaZbi3nUuWVEIyAxCkZzghT+Dd17NDdIAqWr4um1PT5Alx9nXACSw8LkDlhtyCTzmneXa6q/wDaAg+0R3EH2i7vLdVa387aBGjwsPkxk5x6g9TU63KurXTG6xZxwzXFlcyvcFNt8I7iTMMkzkYEVwuAu0FfvcdM06Gxvo5LR1RYLrb5KLJKsdyJgys5RgAkgG2QYJPUipGF/pen2k5nttH+ykxNAy+faSzOrhSGydnB+gx2pLa38mzhtobdpL6e6Z7SPU5d0PmAnzJkmIJyxx93Gc1N23oUrJbW/r7z0v8AZRvLXUvjT4RuYmkuboNd27yf6sxxx2bqA8eMYJ53Drkc8UV0X7N+n39j8aPDk90IY7e6e4EME6GRoQtpKNsUwznox+bB2564oraFraH0GXpqk79/0R4j8ZJPsvxW8arHJIrw6/qF7cvbsMFFu3KqUYqGwGTpzwxGc1xXD6kLyFT5pAuZnt1XDXDjCL5XTAOOBnJBPWvWfiv4QW8+KnjC5ubq3llk1+7aOO5Rlcos7NtRhwFXOTk87fTFcJN4FuLGS0lF473k3mTt9piWKc8qd25jyAypwp5J64Jz1KvTtvsfHzrUozlfQwXmhtZIrgTC4khbyo7m2OY2upQSSwIAJGMZx/MVSXS5XjuILEwqZD5NvcqC/wC6+dpnZOSByvQY44yOa6S08GsGiRb5Wu/sjXMu+IpPDNJx5vo5LK/Q/wAOPSqUOgz+XLdw3Ktthjt9oYRTR8qSPLPzFueSOnI5xmq+sRfUzdWindMwbd447m3a0lkaO7xYWkkQ3LHGpG92Q+qg+xx9aju7CNbW4XyltrXzW8qeJywa0jBDZHJCsdvJHGPc1vLov203IW4W3mnP2OBoY1jkiiV2aQ7c/NnHOfapNP8AAa6lfMyXLbbqRYj5KgEQxgqylN2RyoySOf57rEU19o5+eEm7s5CwspbyV4bkb3uYmmdYWLIG3HyUZRjbyB34DEjPSrOk6tc+Hb7TfFFmmbixZo5LdMYlyjtJtw3DCPGB3IPeu2l+HvmRtHe61Izre5L29vhZHDFfKZQ3yqCOcDGdx4zTtM+FbXWVutQS2t5Y3uItUiQyknb/AKxogxO1umMAD1Nc+InRr03TctzuwuK+rVlUp6uLPQdE8Y6P8RLM3iXUM9rdwFGVWw2MEHORwecYNcL8VfBWmatZ6dazRySi3dXt54+tuoHI6YOdq9eOK5a8+Dtxpd3LeaFqs9rutHmMtrGWgkZncxySKCNrHI6DGOfWugj8O+JbWGS31HX7aNVaP/SIYxNEXJOFLCTjoOgr5LE4Sc3FX1js1v8AcfpmF4pwSX712vurXR4LH8KbqHULubTnsb+G4SWErfQDIBxyvHD8ZDDGMe9Zcfwl12G8RBqttZSQBZRJ9pYlCT9PlYcdPQV7tqvg3XXaZU1G1R9qxpfi0ZojIxKqjOWAVs/3umQea5a1+AZhmePWNWne4mufLX7UDJE4wS53oxwcg4PfGO9KMcf8Dlp6GdXiTK4pSpb/ADt+R1nwZ8M+H/AurPdWl5N4t8RwxmKGaYDbarj5mUFumTgdycAda6phqV5NqUc91bpf3UrXRkt3EVyIUAO1lbCuOFHcdcGq/hvwZDOlzAsPk6cysDcSfKscPRXSQZ5zkjd2I9akZ7Nb22i1MRSxkb47i5w7pGj7AqyqQRuKk9Mck47V6OFwsaGsnzSe7Plcwzz+0Ha/LFbJfr5lC3vE1hxe2YmuPtHzTyW4AdJNxVFliPDfMd3A+ozybX9otpVkA80NnLZTsGmtP3kLzMOBJEcFcbiOAO9LJb3l1FcTX4eCCRpNRX/SY0wA6iPEy5BbATg4yQO9M/t2GzvJHkTztWKLhJSIppJpEGQJBkN1YjcOmM+td/xI8GWIorXm/Mm1HSbOH7QtnbiaHchhlRjLbSXWMPIR96Pq3TptPOKt6pqF7a6TYJeWtvb6apNp5Mz+bCHdQu+OXqOCzAMTj8OMO3fVNNnSI3LQajpzJbKZGW1Mkz/MCV5EoCkDII4JBrSuNY0yF5LHymuNRjkVnsXwFllPWXyzuVwBkcFT6U7PZakLEUZa3sySzLtBPoXl/a7uDDW8GpLmKRymd8UwONwHIPuetaF8sMySafe3aW0V1D9nFvOu11iQ43QzkHJy2DxxkemayLFmOnoscEdrKLeYTaespUeWQSWMTjgkbdoDdBwaqWt4JtAkGl21vNGMSG1vGU7TuyUiR/mGSuTzjnGDip1epvHEUox1f5k0cZmmUtaXU19b3GLn7YyxXPkrkptY8MMH7pBJwccDFbFyphm1B5boW17p8g1ET2KCOfcw+VWjPDphc/L1JHrXN6tqcGjzalNcf6Tpm5GudMEjbo2ZT5YXO1sKQfX8RWnZ63bXF5YCysm1CzhYRb3/AHs0jkBipKfvFVAM9G5UEYBofNqTHEUNLvQ0Le4adQ9jaNPHMS0+oRRAgyuEYB4CTnCbxwFHPHaq6+TDDFCuqZ02bFptgj8y1cqAJHdc7423AHoORwc1n6bMbG6F1dXxWeK+EMOoWrg73yXIfpyNzD5l6jBrWPiKCzXUZLLRE05f9Vp2o2ZEMbqvBkdxhDwcsGA3bfxrNNLVs0niIPROx67+zTJar8evDqQ+clntuEtUYtPbuwtpt0kMh6HaAvPbcM9qKyf2Urx7j47+DVkkFlc/ZLyWS1hYxpOjQPhymCpJIzlWHSiuiCsj6TK6katFuPf9EZnxOkb/AIWt4wMtr9nhbWbxUeaPzYZAJW3EZBKknH3TwR6VzduVvWe6vSsunNukMcm82+wZ2bZFYFC52n7o6Dr32vilHcWvxT8azWpXfca3dCT7Mpdo0WeTLOuDkkbuhHUcVysepW9v5kjzfYYIT5kjWqs6FdpCBoiwIwpXgZx1GRXP1Pz2tb2srvZsfqWEkUSRRWzTbblo7xTtAGNkMcuM53DHfPzdM4rMurZIUaGaOXUb+LDJHcBkbzZWYNskWTkqpIHbHBzV57pFkmvp7DzrNHGbq3BeKSQswjjdSuAw3BsYzkiole8W2dE1FvIQ/Z8QxsbeS5di7OVYgx7ScZww5wTUtNuyFGyWpamH2hZEmjRbnH2G1jlgVZlGB5zg7Qr8bTye3vVXTIobzUZ00+SciGJra1jlGyW32Mdx3KwKg4XnpypxU9hNDD5bWFlAiL/ots9yxmtd2dzMrbQUI2nHPGAe3E8UM0FjdXqXjxkQpZWkcjPJGScbijjO0MTjawAygJ91rsypWlJWI79rlL6JGRYXQeTGzIFlDNtBdSvDfIQRuYHjrzSQyPqDOLK0mmnLKGMaGOYxx8ZK5KnJycEEnI5A4qeZWmhullt2eKTdCr3jLGhABMsiP907cKOSOmaoXlnZys8L3aWZuUA/s2QMcW6KdzKwPUsByp646ine26HdrQ1cRqr3Ny32aVlS5KafbkEjcoQSR4UNwGyVLHPPFWrEPptibn7DHPHCWluNRskDFpmHzearEjPK89ME9KzBHLZ+XPd2SQTBvPkjvo2WVmJxEiOF55I+8OeMcg15lda7c69bo11qixwmOR1QxLJkspKfxZckYAJ+72HGaxq1VSV7HrYLAzx0rX5Ut3/kdnq2u6RpLLdS6hbpfRSOzNpcQRpJX42mLHRBg+314q3pMn2u0MltDC1hIgt4bu1aM85Yys8TMeR8x6DOfeuHt/C8Z05LC4t4rKIIxmuOGcOxJwTzgjAHX1qY+FYo1dYbiYTzDqr4aRT1JA6VzRxc2tY6HvT4chJe5PVdXsehWeoCx0eG7sH8tL1kJS3UMiIeAzREAgbFBJy3LfU1jySy3E0sFr5WlW+oOgimtVEsD2yjHzRZZlJBB7EHP4+aSaDrcSXkiXrrFboF8yNyjhCw4UAnuO3ftW9ouvLqEkf2pRd6mjRxF1l8uVIYwpYDnaw4b7w/Q10UsVRrPlvqeNjMkxODj7RWlHy/yOlh1myOoSXOobYLeaFmubi3QSwPErOkQKlRhiwOA47mmKt5punzXk6R2dtbFrmaS3jW4t5y+BGrJv8Ak+U4wOm7ntVaSW5jW6DSQWd3j7T5dojQziMEFFMZ2JKSewLA7uBziqto40uZobEXBaSUzTSIjmE3LgBY5ISOAGPIB/CvS06Hz8k1FXRcsdKjjtEkhH2+KSPckd4A9i923cOMeXtAwNxGMnBFSakqHT7bS724WyW7iNm2n3T7i6qA0jpMMgAlcDqOTzjFMsdQXTdMkuLi+XS7q3dYvM0sK9u9ycuI5UwCuPpgfoM7a89jOFtYorWWN4rS9WISRtAhJaXy85VjnOV4IqXdPUzst2rGx/o+oJpVx9mYzsv2oJqbCJ0tgw4Vxtw/BOBnPHGSDUx83VtSNlqUkmoyWoF60KusM/mlUEZV8kSHacEHBPpWUt1ZQPcTTOxs5iZGtWLSWJVGKxjf95CSTkcYI7gcWpNQ/sWzgsxZR2m1VurkatH5qNklkSOXaSoYg98HafU0JW3Nb+7/AF/X3kNve3V1cR3dtaQ3SWfySi7Cw3cdxIAQueGcDcMZ9SPemNbNNqVy6XTXeqac7LF5SCO8adzucbACJPbGOp+tJcWkGno2nySSXN3CfttvYyfKi3DkbEhlV84wABnGOMirsMNxZLaLFpqGS2dovsupKkV285wSFkOBJ/E+GOeOPatVZshRWtiOy+3ML9LGJ0lZfs0d0MLN5pIaVpozjcw2tjKjPPWmGO2vZLGdpvsyyRNZXNxZQZiaNSGd5omAZcg7c57YwBzT4fLvYJrAXNzrWoWKFIbaRXt7tJWyXKEZLEZyQRz26crJptwFvbO2ItYgcpcR5ju4YUzvZ0G1ZC+3Bw2COuCBWXmkbWfU9g/ZHhubr43eGXWxhtzb3F8072rCaLy/skiRAZZmizw2OOWIPXFFN/ZX1CPUP2ifDN9au2p3F59qF5dRO6GFBZzFBLEMqOdqjkc+p5orZH2+R2+rSt/N+iK/xas1v/ih4suftkM7prF2rQqTDcQRrM/G7byGZRjPUZxkV55qlxBeSMY4A10rC8uQ9x5c3okW1mAY/LggDsfUV2fxWhef4neMJr0PaR/29ekGdQn7pLhgmyYAY3MCwBYAAkE5rkJL1ruZrjUhJqHkg3CW8rhJt3SJFcEhurngDkj1rn62R8ViIp1JKS0ux8Nk1rceXFcteXMRDzCDdHK8jZKKQVOcL6A5wDkYprTSiQJEwgcM9tFdQlo5WkwDIxVmwcNydoH+1T7iR2U+U8MnksUhtblvKuPOdtxKttDHCtjOfXHQVYs2jk3QpDPqMseba2t7mTypvMyxkcFWw2V5Jbsp98l9NRRiraFDTXS4lmEUzRfLJCl5bcCM8GR2jdAc7gR+PpzW9J9os1iuLC3gt9LVPIt5o3UjeXAYNGxPC4PK88HoKyrGG7t5zd21xHbPbbrOKOaRlmBBUEjC/Nkg8Z7Vm3Fwl5qD27yyI8JkWHzpAjBiCZWIJIcAEAZwck0cvMjOWiT6l9rxvs72M88hk3tElxbn9wkQ2mQsnVS7Ej5TjnOasXUdvOrXLyWdjpcsauzrIZ4BCuMKy8srMW6jjC8VzXib4oXFz5qwRww3yR+Rb3kLPG8UW4FgQQCTwPlJIGfrWS+iq1vIt1cNPc7fMlkkfA4bAUDBAwCPwriqYmnRah1PpcFkdfFRVSbtHppqzX13x2L7TYBbx/bZLkEzrNJvjDDAXbuAbahBPPGTxWRo+h2GhW9uzWsLXjFI4GVP9T0+6OwAGPxrqdLsdC0nS59WO14vK2MMGV3GRkZyMDHpn7vTNYenSWmu+YINtgiAXETXa72lGT1/uj7v5Dsa3qYR8sZN3b6H2GBo0sInCktt33JPE2rx2ely3rS+ciAlVVjkMG/j/P8AMVzsL3niqzjvJvMMcZ8sxRuUAAGcL6cDHXvXY3Xhb7Zo00NsQ0E7bp45yQoOAeMY7Hp7ms3SvAGtafJsW4t7OH+JZCxTZjnC+xOOK5I05ztGSvY9GpXhFN7HE6/q8tqI2W2eKORQYlA5TBxnjp06H61leJLy0ubpbtgsedoABYuSEVSd3Uk4PsDniur8aK7RyZnEUouGj+YAbfu7R157fnXmVvb3V7fXFvHGzyPKhimAGCCAcAYPb3HeuBxhzvyNuZzikz0HT9efTfDqXmpzQ3d7cOpt1mjWVhGpIC7s7gOB34P6sj8X27axANRdruGOQ3EUayuskcm0AESZYgDA4ORntVGx0HTY7jGpR/bQrLHHE+c7iM9B9c9OoNcNqkiw3Yns4wkbsYTnkFupx7c9O1bU6tWKtzHj1spwtR3lDXy0PUm8ZW1vfNd2Dy/aZo8DUIwwmjkP+sdhnEnyjA46E+gqW+1fSWuzI1/NBLsjtUazUxRxxb0Dl4iCCWUNkgjOD1zk8dHqQ03TbSCK2Fs0q/PJGg8w88nkZAIz39Kxrq5uWbzkiMgj/ePuzucDnb7A1qsZU5rHJ/q7hf5nc9Zs/E0bXSQ3d9a6XPczm5e+0/8AeQgDbsjeHI+8QWI57Vft4Yre6tJp/wDiYQ3IW/u/sA8y2X5WCROmAUB5bGepPGa8g1nxFiSBbaz8nzApdS2duRg4PGe35V0nhm13X/2I3dwIp13ytGzBEj25wcdT046c1p9c095HJU4ZjZulU+9HpNlqV1aaPNKzw2NhAzXdxayS+faSyMWCR5G4qwwAQ2Dk9KatrDvKTos0lt+/NjdOxt3uGVSRFIuGXCkgdSM+lc//AMIzcWqySl5mgcKXeX5kb5gec9SM+ldZbzRatY2Y0i4W3W0QySwJCHV5gDt4OCOTjjt2zVwx8JPlkreZ5OM4fr4eHtYy57eQy0sXjmsRdINOuX3WjJdZMkk5CNvhmGcBQR/EQAeASOat1cXEMMVuIpNdkhuGs0W4by5xGrHLROCFkDt1wMkEcemgSLLcLe1aV5Y/KjkvI1mslncETlCVAjICLyeRgnjpR5l5HZeWPOgtNUk+wR2O4zW6xKD5gR9xwNu9hwADivQV9z5lyWx6v+yrdN/w0Podw6xBr9J444bkeXeRRpazFmb5V8xS+AM5wCMngUVJ+zDpsNn8ffCsccd6Qr3c1t9vKyKsJtJUZopABkltmcdmOemaK0ja2h9vkd/q0r/zP8kcr8Z7gRfEvxq0sNxGsmr3rXLRKrwSxpO4VHGMjI2juDzXICSRVthM9u8a5Hkw4nt2mP8ABkPlApVe+fmOcda3vi5+8+MHjuVYvts1trl2WjtUEcuTK/lR4xiTPzH6kVzlvJcRyXEMgUm1I/fQIRIZ2HO+M5Bx8pztH6VC1Z8dWd5ys+r/ADEEn2AMLe1/0ayXyolmG+FpGcHKyDaFKg4ySMZB6VW1LxVJY28GnNvu0jVYrexk2SBS3Dy7xnAwSvOc1Be30elWpu3YS/ZwUD26DDTEfM0iELxyCMdOOtHhTwTe6xN59qUt0jVSLhQdobAwwHX14OMkdq4cTWdFWhue3lWAjjPfraQX59jUt9ftftCQafF9pls4Cq2uqbRmTPDIy4Bwc9hwc1x3jzxdBpnh+dResbtlaCCyuMkpG0mWdW6ElgT1PFep3Xw7ha2kL3r3tyyFAY0UFWAJHbjnnv1rwfxF4PWPVhdPFM9rGiltnzKrDnB9Oe545rnji3y2lHU9T+wqUqylTm+VdGjsrfRbf+x9IldGaSeXLsr7/wCEkLjHYHtk54qbUoby1ikbfvlkgZX8xcEDduyo7DFdN4T1R73w7YQ2tssMCRtEBJtLghcMRjO3PP1zW4gjh0uQXRZmETh1VeNvAHXn/wDXXj1WpO6PtKHNGNjzrR/E9h9lc2pUs7tujxhi2CDuU+wzx1HPeprOSzj0qaFUwjfvGkjAVixbP12iuCtZVnvECR4dcxNtO07VZlA4HPH9K6a+kGm2EWWZYWG0g+xwfrjNfU060o04tdUc86alOR1el+ILDTbGWAyT3SffIjGfmVQSobGM47UXGtX+vRi2tYY7WGVn8y4M4V40HJJ6dRkDB+leXt4khhsoVHlQmK5a9E2PklUhQBhuSRj1A5PHIrP/AOEittQ1OJor5rhFVkTc7FEG4knGOQCWOefzrqjRhTakzzKrqSulZEmuXg3IyW3kWpld1h3biwG3GCevUnn161N4QvEW8lnnhEkNsqKh78KBz+n5GszW7e4NjHLLKshW7dQuCNoKKw44I6NxgdOpp3gm8hkk8mW4EecSPLnhNpDH6dD9K+RxceWtU5e59Hh4p0YvrYlF7fXGostvIlnd43RNuwYQx4yexwRUum/DuTWFV7vUYkOODEgz1yTyeep5FN0TT3ufFV7DHGyOtoZpIi3zEeWeCSD8xJA7HJ7V0dv4fvdD1i5sYdShVLe8t0QrdsVQTKpzuznqV3YHGKx9py7uxpyXYjfD/Ro2kE95cefHGFaQMSCCSBjjrkdqsNo9ta6XLDFOrucAzE/OMjI/TP8AKjxJrp0fVrmzuL6PVIrWGF1uj+93O4OVTvxs6nrgfSsDR9bn1KO8aExrLICVeUgAY7AHpwcYFbRk4++0RKy8i1Z+CdJs5reaSZr7ChmDSYCkkZ/rx6119jpB0vT7i4t4WYtt8tTgkjp07Hj61kaRq1q7SySTvu2gOrfdJ6dPzHStO+8RH+ykEj+Smwjk453A5HvzRKU6j9xbHN7RRajJmNrWqapJcSRnz/s21TLDvx9McdOR1qPTdRbTdQhFjJPbpx5jlSdoJyQSBjPFQ33jKyhS6nkMdzKq/NGZM4ODnA/OuA1jxs0loGtXkt45JW/dhyzAg4HbgHH/AI7VyjzxcXsaweqaPpTW9a0vUPs2uQ+fpzyQCE/ZY1OZ8Ydn9QBj8zUFppbzuF0+xVLdk8i1vIY3kh3n5n+Q7ypAGMrjlTjqa8j+C8mp/wBuWi3sckIZjNBLFMRIHZWRSMf3fvY9ByK9nns5ZL4iK4m1DZKLZbrThtcEjdJK8eDuHVGKkHkdOtelgpSVLlb2Py7PKMKOMfJ13PTv2W43X46+Fbi0Z2gnFysi2iFrXyltJgHJOGVmYKfmUA80VP8AssW6r8eNDmhjto4pEuCn2NhtEQtnCq6biUYkhsH8KK9Wnse1kbvh5f4n+SPOfjPIYfir40t5VjZY9YvjbqYSkryyXEpG11XnGRjPfnJxiuSmNwwiiht/t8unkYjm3QzvdPjDKysdxAY+xBxXe/FO8Nj8RvHJW2iis7fXr9/NvovNhlke5cYVwAQQxJ25ONx+lebC4tl/efamkSR9qWkxaeCa6c87WUkZDHHPOMdM5qldo+NraVZebIZPs3/CQWNrc3ELxidIniuISkxkJG85CjcAODk8Y9K9rvNIh0sGO2LWrRnbtVQ0cuBkrj0569j+OfmTxEt3pMm828Fsliq21qdSkI81+cvFL8oOG4IySM967mL432N1axaXebY76Ti4ukmHlthctgj1ckZBweeew+Zr1W68tD7LKZWw6pP1Op1L4qX1vql5a2d0sFsAc/aI1Lsu0cg4GAPY9+tea33jOeO6jsCII7FJZd4j2/MAQSScZ6AYBPb65fqnjjRdNupbsW0AS3gdXlkzuMh6DGenUEY7V86Xk3iTVr+6mWZ7d2EtwLdtwZI8BsgdsjHHWpp80p8ydrH1CxNCjH31bQ+rPhzren6zFcPNLvuVAMS7tqg5JJHfJ446c9K6qXxPFDDctcK0ILFseVtHbGPTP418o/DXxDqnhW4vbPUmkScA4aUYaEjO/r3wD+I5rr4/HNvY+G0NzfXGqQM7NJuB3xncAo3ZKknk5GduDnnqOjKanK6dvM7qdanKztdeRgeIvFEVr4o1K5imQ2yajLJG27CgHDEZI+o/ChfilDq1wtvFDImEbMypgqcEDGf4c4yccAnHrXB69rMN1qd0sUaR20zl9nmHIyFGM+49R3NVtPhZZlkBMaKwEgDHOM8Y59z09TXuUYxjSimtjnk3OTfRmnfaxcXmpRXUVyu51XfHtS4QnqcggYUn+Hb0GDnqb6fbrS8lkhuVee5gNs8LxLhELiQLGCP3Zz3XHVh0JFUNGvNMs9QLm3SIrB5atI25ieMsMH2I796r6beGxhvIkkWe8mnEsOU+6Afu5PQHnp2xWlStOSaSsc7ppvY7zwq09wuqpdytNPC63HlShs4CSK5LHOT8q9/5VS0+7g0LX7e5mtxPbl1863XOxx3Pr78GneA/Gz2em+JmvvJjma0i8mNohuYGVUPltnt5hJx1VW6VzviLVrS51u7lDskEYVYHgjOx8DDOQT3POB614FSnOdWSa3PVpyVOkk9z0/wz4pm1bWNTv7GyV10vTtjymXaWkbIic5wSBhQcc5XPevPfEHi7XZNUmlnuT5jyEzCQEHIOST6kHq3XoM1maH4mvtNkkn09zb3HlsgZlBDcdCOh6ce/PWquiR674g1SFxbpHczExtNcL8jbgSzsSOwLHv06GiNCFO8pNHJUxkV12OgX4iW6pJ/aGkxakzEMzM+C2EKgAnJA5ycHkgHjAw7R/FnhWxtZ3eLU7C9urpVCQpvSCFj875Zss4GQBgD3rab4Fm3jSS51eGKNrnyInckmRQQHcbQUwBlsFuR+NdRofwb0GWSALDL9sZQPs9/dCIkKSryAnGVZgpUf3XHOQQcHXoLS7+R5ks2oxs07nH618StImvprfQtOvJ4JWbypL+ULISFI3nYOD0bAOM8c8Vkp4+164YxjTLRorcv5cjQ7/LYqck9jx3IxkDpXremeAtG0eSO+sVI+0PIVSGTZe28QBYFcgDcDgZB5zjngHas7Ky1TTI0t7VY5p5vOn8txG6QYJUSRHgkJ8jBcH2PSsli6cVaEbp9zz6mbc0m4x9D58t9N1SeMzf2ZeKzj95NsYc5GOv4fnSp4dvrkhbezuxGzpGzSLhRJgsOenOG/AGvpU+ZayXKyXEdhErC+ljsUUEqgASMp8gLbBG3HJKjGc1WZZP7Qa9is4bsqzfabpdk1tNeOqgqUIwhDBcHp+8yDyaiOLb91RMJZxVUXpqZnwf8AAc3h/UNSvNZmj1PV1g2WkPnsifMobzEfI5AHfAGCD0r1PTxLMHT7eYBkwRPEyx3bKrAysNqhZAWUnLN3znnNZemwXFhptnLcPGqq6W3lqRJb+a+Wk2tuJQYLgEKcY6ZOKlhsUlj8u0T7PZDCWkWoMhiEK5V2SYhcMSARgjqODX0tFKNJXVj4vE1quIrOdR3bPYv2Yb6PVvjX4YuobR7l8T770MIzFCbWbyxJECRkkAdc5z6Giqv7L91JfftAaFJcSO07rNPsutpkRDazCMI4Y7l5kJzgjI9OSu+ne2p9dkbvhpf4n+SPPfjZHbx/Fvxg9pAbk2utXUtw9o+w+ZJcSBUZCCJCMMSB6Z4rzzV7T7G32S3MIlt8HdbbmMkzE7maJiegAPyj1yMgV6F8WpHsvjR42nkWJhZ6zeMJLeIR3Esks8gjVix+cKjYBA44rkJLeN5v9Eik1e8sGDiSNBFOLh2JVSjE7toJJ59O3Xo6Hw9b+JNef6nD+JbNJtMjdy10IUeyeSEs1sbh1O5zG20pjO7IAwce1cI3lzRCOS5g0S1jDW6QhTdQGNXLSPuAZk3SKOT/AH8g816y2g3vm3KRXP2zzXNusyOLe5WfH71mwPu4J69uPasz/hHrO7SO6tbeG3adhaSNGwjmWFVUSM8ZLK2WUNxye3pXl4rBe1kpU3Y9DD4pU4tSPNG0+31OQpYaci2t8/2pbi9Yy26QqSVQMApXcVZOT/H6gEa1/oOrXNlaXOsG3NpdMLi+tQRIqQIVC7ZFDFSRjO7kE12em+G4LOyu4Le6k3XRMsgsSVaKBRlQ8RAB5JHHBrVuDFfTNepCI4NQBSaayOQkC5B8yEg8k55zxuFRTy5ct6j1/r5jq5jNSShseFNp8Vwt1Fayz2mI3ul+0uqI8J2hFWQHliHHy+hPpWNqmj3ehTTwhniZTnfC4dCPZhkGvUL7wTLNdXF/A/2u3jJuJYrc7YVyoEaNCeBxuJC9Mg81mwaXf+H7UpFHb2duSbpBtF1C8kiBQuMFhhGzn1X168NWnWoO3Loe7hs0aS966PF9pbz2ki8hwcldu0HHGcevWr/2u3s7cyqu+VcERzNlWORxgD+del33h3TL4bLG0uLWW8kEVpKUVoJH6SHPUDzNw5xgDHFUF+GsNpZm71IBYJHBikXGwKOWJ2854YdugPtWf1hWsz6KOZ4dR5pN39Dg4Xe/hWQO8Tjg7UH3gOh9sVIiuyurna4wHA9Oo5/CvWX+G9ldTPHb3flcrHaPCoeKZJFDgnJBB+VhkZGcdjTtP+EEMM1vdzXbXFvcyb0mkG2OSNSpJ3D7uY8sASPr1rH613K/tTDW5r3+R5LY2zXVwkU1ylvCOHZicAdcfXpXSWvhzUtUW+tNFs2nsfnjedoV3Mm9Dkkjr8iHg5GTjgnPrWj+AdEtZ9raWbmWTFxJDexjzYAD8oSTLbwXT8QxB4wK7vw34VudJlMzRjT3t8ytbMRDdFnUsiA/KjqqlkHUkquPSrVSpWly04nl4nOoRg401qcD4R8JweF7eJ9NWEzwh45L+MiRpXb5cGPJO1chgV6jrzWvH4ZuPsMJtRI4WUWx8lSIipB80ugxt53puAGN1egr5EtxLFcRy6jexSZaSCNYJRKVOG2/MH+XB+U9fyF2OG4zDPEyYmRbGK5smSC5gZh+8d1DKx5UHn19DWiy68r1JXufIVMXOo+Zr8Tj9N8OzyWqJCFgW6RYYknPmWyxJuLknDbSQxXDHr6g1cbwu6LaWtw0cEN9GYEjMu+B7dAFYIQcoWXa2fUkgcV1unafNeLDcWxupy5a2hlt8CbyQCC0keGDfNu5yDyBzUsscsdndraRQwRTuLeCRoleMImcu0WWZG5cHAXICnb2q45ZSWt2Z/WZPoc6vhl5/Mi3Mgf96DqGwBI1Iw8U+1MZfyzjjIwD0qa+0O31WaFr68luVuYg720igTCOPDL5cvIYmVVYdD8xXpWg0lvptuk6XYtIbqVI9vEls0aqOeoIBVdxz3bseatXEb6Ppzi7to9MtiBcEeUZ4BCuFAGQzxhtu7I6c5rf6jh468pKr1JaNmQnhkWsMBgSSSS3JuLiO62W92kjMPKi3AI5Xazgjn7qY4OKQaKthdXFnbrc6jPbt9ojMACXMk7KyYOA3mKFweMcgdCK1Z40ivBZXVo07orzC3nLNbi4JyscUsbg5DZXBAxxww4C2rXNleWKSwW9t9nYRpb3KjzvPOGJWULhsBlxk9ie2RpTw1Km7xjqTKpOSXM9Ckt0VmEUKQxO3+iq9uq70YglzJATknr8yqMnNRW4sZLPLMyWs0XktiMm2MCfeDD5WRnx3Az2qTy4r1mtbMtf3Fmz20aTAxzRZGZHDBgMDKnkHPH1q60MV00twStsrKJx9lhKTLGm4BZIwY1fJLngnIA79el69DPS+p6z+zX9ot/jV4ZsDZixMLXMs0ZXzFCm1lCojZJXGQcZxg889Cm/s0bI/jL4VuA3nfbDcYa3kG1SbWZ/mQg4GF6hupGR3orppqyZ9vkn+7yf979EeZ/GBUX4seMYLeNi1vrd7deTqSALczPO4VYmU845xnkErmuEmWS4YQA3EV4i/KsgwzXkoPyrKoz8mRjJ9PwKK0jJttdj4isrVW+7ZLdWklosqfY/Lj3LbWUlwQkuSSZJElDAH6n05qjJEk17BarI+pQXDq8VrdkrNFao3VX5Uhiuf64zRRVcztc55O7cRs0E0lxb3Fv8jTNu+y3RWKYWysCQj8dhnrjkdaxdQsLaW4ke+Sa5Vgl2VLCOSKMZ8tVfBDbmPRgOh+tFFaRk7XJa1NBbV47wNdF4/OJM3SG6aQk7ExkbxkD8+AMiltbXZAjLunvFn8jzD8twC2S5KjcGGMgdM7SeKKKicmkvM3srMr6l4Tt7jUpgk5iZB9njayKxS5baGZocjfgEfMBk9zUun+GdNjsYmSGS6V1W2BiG5tind5nljJ5PUhuA3oKKK45UKWsnFGntamkeZ2N620m38sRWsNnYwSI8Fu1unnxRpn5mKZYrgoVH0681esdL0nSYIUtYdsEiGBTax+bbvbqR98FQ2X+Zcdxxiiis4UKcXeMUr+QSqSs1ctapN5dnGLkx28DqZZPs6rNAwHyqpVWbbk7eQeB7VDd2kdkv2cJlOJnW5zJbyyfwKsgIK7Tg89BtPNFFa2V7GEZXlYkuHHl2sTmOXywypbyxbw8rg7tkmCCNu4DJIxg5qWbR/Lu0s7VmmuVCxWX2giMnGWkKOCAxxzyOdp470UVN9Llp6suPI+pSNCyrb+aHijMCLDPCqhkZiMKCQechucjPXFWLy8N580XmahFua2juolaCWBNp3/u/myM4Xk8Z/Ciil9lsw52mMjZWuj5VxBb20sewfY12XEcKFt5eIFVZGKhe2eeCaoOnktHcov2mAq8l2I4GkgxkCNJI8fKCGz94coeM80UUbs638Fgs2Nu0pjMVtPDmeSKNzLBLNISyxsM/KQefm5G5autb2un2xtVsYUUqPIFyz/Zpp2AZnRwV2EfMDg8dOKKKVk1cxpTcnbsLrkK3jW1jNdLdLIn2eOPzDlVVSJHjnUMoJ+Ucn+tXrC5h1jVV+z2P2yaWQ3BW4PlXdrHuUoi8jdypHAyB2JNFFTLTU6OzPTf2d703Xx68O3LTQA3H2uKO3LFLlVSCYOZABl1DoAN5JBJ9sFFFb0PgPtMl/wB3l6/oj//Z) | ASR 1375 x103 080701 Fibula af kobberlegering
Del af bøjle og hovedpladen fra mindre, spinkel fibel. Bevaret længde ca. 26 mm. På undersiden rester af nålefæste og jernnål. |
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) | ASR 1375 x104 080701 Fibula af kobberlegering
Del af bøjle og hovedparten af foden fra en fibula. Hele overfladen stærkt korroderet. På undersiden af foden få spor efter nåleskede. Største længde ca. 4,6 cm. |
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) | ASR 1375 x118 080701 Fibula af kobberlegering
Hovedpladen af korsformet fibel. På undersiden rester af enkelt nålefæste. Største mål: 2,3 cm. |
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qJmuBC6LuVMMxAU55A/kak+HdrbX9m0niLTTC8ccciafcy4jkuNmDIQcHOTjqQoPAHJPzkcRBuUErW/E/WZUJRjGW9/wMD47W7Lquj3eoWyQXtxor20vmPuXIKBAcDnAbIHXpnpzhNqOteCJDoOoaXL43trdrZ7S6guD5tizLlE75zvxj/Zro/Deg2PjGYWWtTXUdwAVWaS56KufmUt8uAoAHYZ96fcaXZ+BtLsr6ylhsdbghdE1KO9knW4mzmOUxgYjKlBjOckAkDbk9EMRGUncpUac6Hvv3kcP4i8aavpM92+j+HZLOf7T5lxcSKqlJB97CqSTgkHJPB7VleGtYTwvGl1rVt51hezxG8uZFHmMrSAylSOQ20noRkeuPl6qX/hJbfTm0yzXSfE8YBaV42P2v5yWOUBzIQedyhwOOuaoRanp3i2xn0K1s57q9Uswt44i+WywyTxtABJyR2Ga3jUmr8y0+8w5Iya5Hc77WdE1Wz8RXksxe80aHbJDJlAHTLOkmAcMSrZIx1zxiuJ/aNuNP8A7W8GRzlluWXdcHaGdYcR4favAGc4AA4HQVs+E9H1yNrbwhpF7eTWkMubnzAHt7ZhJkfvAMkBNuF7ntyAOP8AF3wm8Vah8YbrR0nh1jVnUTR3EimKNlWISbUUZ2jAKgep961coxer1ZdGhVrK0Ffl1Os0GLS2+G2sS2p80/b3x+6O9k+zIyrsz2LP9D+Fd3+z5M+o/BnR8H5luZLUyHzAVU7wEZApDowY5bgrz6CvK9LuZrfwtrdmLJbORI/tW65YBmXYyMRjJIBjOD6E/jsfAm5/4tm9vK6q6XsxVfJRptvlFjtZh9zk7huPHbvXXhHGc+Vdj5DiWLhhk30l/me+fYEjdneSSxMM5VEiUSqD5kZCtuXJjLZ+YHOSPUZ+dfi/Nd3XjGzmVIkeSwRZWt3KeYzHG8Rtz14x23A969m03XfsV8sJZEV5NyHT1jGB5ycx4kyYsk/KAfm7da8r+L+sW3h/xZJqdyq3d1BbW1xvt4kMci7jy+PmR84yAOeecgGtsZF+zasfPcPtfXqcl0T/ACPCPGNxcWuk3Nm8aedLII7gs2ZVKMOAueFHrj1q74chsbX+yYbuwzKXLi4MzKpUkLgjBOQQCCOMNyD25m51a61q+uLu9TfJcuzIzgqAGYngEdMn9K6ew8yzniBjSdIXPlhbX5pQzE4IbI2gdwP4cdga8ynDljyn6XOV5KVjo/sEFrmS5sYNVlV90DyHcHjIOB97Bxzx1H4VfuLS8t9S08vYyRQyANDtVvuk/LgHkjnHf+tX7GwMk0+baG5tHGR5arGwx8uSoHDDOOnYEV0y+ItQm8N2Phl4YylrP54mcEydAAmSOABnjHQ1zz5o2SRvHXUkuGiEcEkkouRI2Gt2twXHGMqwBI6c/wCRXI+Lpiv+jxrG5DFwqKdo79eoI479vwrp4YXuo5Z4EkyjYZVzxkD9Kx/ElmqWb3Hl/aLyNd6bADwOp2ng9M8g0oK2xUnc891Bzc3lpHEfJJb5y2Scg7iAMepPbHOO9N+H9jBqfxG1NL2GW4tbeKaR4bWNWZ1UDKgHgDA60yytXuPFlrHLE2yIM7q0hAKlQB8x6jK/nxVz4c30sfjjU183y5V8yENESoZTIA+4jnkA8dT+lYVJfEvL9Tblfs0zn/CeuR6fqsg8uNbWSZmAwflUsflPPTp+Qr6A+C+tzwzapp8V3PJbCdZBJau5dQYJP4NrBucA56Z4618yaf8AuLhLmNRJGJ2JVsc4OcEZ9DXtnwSVZtW1m5MW5Vgj2W8DFX3eVJyp5GQB83PQk162Hhaumup8fnlpZdO/S1vvR9LRx2b31tEbhT8yq5eIPs/eSNhC20lccnvzjiiqNjcJ9uhCNHdSTTJJvhLujqJHBI+Y42lgPc9PWivQktT8+hy21MuO4W3hSRhZpseTZHag7iP3hE0LCRemFz74zXA+P/DtnqmqaDctCkDrHM8bEbLaf5t2VAZtoI44Ax75r1TTbx77SfsywyXLFBKip56mTJOZISN6qR5g/d4556545DxpqN3ov9m6nHYJfKxfzUuPuSo8aAFl2IUcFs9SCQD35xx7th5dD0sjTljqSXn+TIvAWmLdeGdfabXZkvGnWx0XRrW9W2gd2DmWWZm2khR5YXn5i5GPSXU7jw38NtO8OQDTRrN7ay3EOteZeu8MxIHluke4FSuT0IBK4PoMP4e+G5fE2q6vqR1OxsLaxQBY728EUUauP3m1d2WfyxL8q5+5juoPq3xS8S/C3xk8TeD9Kh03SYoXa5ubhYwtuseY/NjQ5kBYKjDPI67R1ryacV7FS0T/ABZ+7TnGjaL2+5bf18zx7RLqSGNEe4/teArJNbSSXQgSN8bMSgsCoxjoM9OMHNc1q2tat4wvriVDp8FvHNHMl1cv5aRb3CAKx5Iy24gehODWjr/j+88basNI8MaSv2aZNs19rmZJ7woPkbAwVUAphc+hIzxWdpuqaRb3z2njOey0PUhicWcwZYnUAbHVmPPKtgZA9c9KxT9k+WOt9fM+e5qUqnO0+U0Nat0s7LT9V08W+makWDwyR/K0cq7ScOedwIPUg9D0IzHqvj7ztMu2e4S7mnSI3FxZyvIsjMEO0r03E4X2INcn8Qviho0lnKkmsWd88yoWtbKAFDtGFY8BQ3C54J4Ga4XRvEGq2du8lhDbR/bAyMk0IkeTocAEYA9O/FejHZO1jlclze7qj6Q8D3ljfalFFJqt74S8LzWpvFghLLLdyJhfKjYRsV3NkliDnBHoa7bwWvgLRfFlrLeazcR6v9sR/tVwwKuqlW2zSAbWV1wB0HXOa8D8J3ltr+jw+fpk1jdMCubRRNE6Yzv2k71JI7EDJPIp3i6S1uvDEBmgu4biALGFnX95uIGxQcHjORtzwMc1wVKc4e9HW33n0lDF0Zr2bfImd98UrePS/Dl/YWyCS3t0m231v5QW5QDKBiCMhVJAPU5PtWP8GdFvNF8Axres0sl1O1yqQ3QDRxtbKVbZvAI2tg457YrmvCdnawaL4it9UE15axQuln9om8tYnZFOSu7gY67c5JX8PSPhvZX0Pw40S0maeASG3l2ZkaGVWhjZSMQtlyrKAu7HOMEDn2cDJVKkk90kfmXFUpRows9JSZuR+fca1dFIZXhLicyIsjAlpUIeNvMPBDD5W+ted/G7TLpr+31aG/tzAzyWVyuUVWwwKtgO3zAls9M9icmvSbOAiSzhP9nLLK0LiOKMO8m5YW6lVIkA5xxxkfXkfjdpUuv6Ss8s8ksEeo+c1xF+7E0atMNgGW252jnuCOuK6cYoyhLm2sfJ5PWlRxdJw01/M8t1j4e2Ph/4erfXQjvr+7t7a4t3jeQywF2Qtux8hBBI29RuHpzyWlW7wTyLeRTrEwX96EZVRjkAE9ueMdzxwa9Y8RW9neeCM6dfPNbWdzGLWzlCu6xnzMbwB8zDgZAI+ZQBmue0/S9B1DTbeKee2hu5FVfLuQY5zIOCegB2EdyehPG7FePGMlpLU/WU/tHS6LbeRo9mVdCsmGxwSCAckE+/arM17FHclUIZsZGzAYcj1xnrx1rDtbW4Z/IhFwltvwU5YZzgBsYwc4645NdkfD9ppsdudcmlt5g3FiRl9uPmxyAPX8KxcXfVnQpK2hHGzXEamMPMjMA7eXgKSeAT3OT+Nc38QtDuLPQ3vp1W3NviVEJZGwvdePfvW3J4kt7W6kg0qaSeJkURhiPmbr97P3ff689KxteuJtbhf+0XklLBo44bfIEe4jPJ6nk/lUc2tkVy9WcRDff2lqFxqUSSR52w3Ky4kyx3HIPVh8ueg6D3FcHZ+NW8L6vr0SHZNcuwjOflR8su4gA5wrNjGOcGvQdIX+x7e3gurTy4pdRBNwXLPEsaYYFQpwrNKvJzjOMd66Tw/wDsn6b4u0W61uTWQ11GzPPZWUqz3ChnGzCkKeFJyQDz1CgUsOva1ZKS0KxXuUYuLPGfDei3WtRSpp1xb+bapJcFpJlhJVccgkjnnp1/WvSPgTrV5eeINTtH8y8/0AxKvm+W6xor8KS6njce5+Un6Vl/Eb4V2ng3WRbaPrC32nS2sjGS48tJ4mRtrpIN23JAyoVm+8PrVr4U+Io4fFhL2LXkM0RsY45ZdkgbaqhyBk9UHyjOOnNetT9ypFny+Z03WwdWMe1/u1PrfR7KS4jtjkTs10s7OrMysRIMSfdbBGeEzgnJ57lZekX0SgSzRW7TTXpKtIoXf84AYgw5WTBwFPHc57lei1Zn5fB3Wpn6VG0cMDFo5dwV9v8AopWRx5QLRs0fEgK8q2OPrz5v8Uri+tfFqWVrNDLazW0ZkMCpErHBDFtrbd3yqSD3575PsEVxMLcBJkwwZ9q3uFuFBckpsuPlk+TkgdunrwHjaztdY+INpbzm4nhltJBDccks6OM7lLNgqNoODzx1rz8y/wB3k+x9Fw+1HHwj3T/I47w3ocy31/piw+S96fs/7+NNyFMSFmBbOSWwNwHABz1q9puoapqHh2VodBQWsMD2wkaEOZI3XEkh+bCsAOCQevXpWhH9jsNOmury+srS801owlxZ2gaSeYR42EOWBZQqFmxxu5B6B9v440+ys7y7lu5J4ISfJSC2MxncKgx8oUZJOcMwxgYwSa8j2alaVPZ7M/TqlSdR2qdDnNNupvD+oR+EtDsGv7vCXVldSpsMfmLjEpcgKqHccsANoBJxyb/ijwzoTw2rW13r3i7U/KWO7TUNOEaSSMy8RuGZtuWdd0gA547VyunaX4h1zxJc+K9QikhgmdbeLbIGKkbSqkE8gL1PQZ/Ctfx94s1rV7GO8inkj1LU7vz51tYfLBcq3AC/JjavXbnjPGTV+xVOpzR0b67/AHf0zf6xBUPZyV2/61/r1PNNS8AP4euJL7WdFkto7pgyM1sGijQsPmyrcLyei4HA71rW/iaGOe3KyNIkcuxEtS22OMoVwMfeABXqdxCEA9K63wfFr3he/Qaw9vqZvYhiC6BRVxg7SSuMZ49MpgGvPJ9Nh8Oa7Lp2o+UIZV3Qq7YVN5BwpGeASRn2rs5raN3ZwLeyVjpvC+o2N7oNncie4geKIQyxqVEeVONmXPIJG4rkj5skAVs+IrjTIdDE+ps15HLZOubVwivKvRhjIJUtgjGDxg4FefXei65p+rXP9h/ZjbS7ZmhK+bCxK5LIzEnPXvn5T3q+trqGr3Vna65NAFRh5VpZpyQMchQCxzj6c0p8rS1sOKle1g8R6tPN4T8ob0tpHad1jchWby40BdT3znBwOvevoLw7Z29l4Q0CFBb+VGsIEizRrFPtjgQkDzVIm+/yehz9R8/+LriOx0ZdOeaZrsLh4Ypd0PmM7NwMfwrtXGevNfSkVldz2cUiXFzEkTuP3Ky4LK8S7GVXYr90fPjnjk9R6eBXxM+F4om/3UPX9Da0WOybULUxz2s3+rRfKUrHIxRNqELM2Jcpu3bSCePauX8ZabNqPhzXPMyji2kmN7NCyvNseSQ7lES7SdrADpgnOMfL2NlLeyalHNe3moXLtPGr/aIZVVlwgUFDCwx6P13YrldUa2vxcon2Y3LJIrS3QQszFpMCYHZh/n+XHHp7XUXOmn1PmKE/YyjNaNO5xdxqBuvArIUs7m1CqyHaXkjIOAgYH7vtyMEccCuTsdJi1eR72RWkvFlYiMqm1F6HLFc7s89gRnOTUnw71+TQje6VrISwvDG0UfmqfLljJKErxnj5hx6VchtY7G6EE8Y/eHfGSeSpPynOc9AMV8lQnKneFTU/aoWm7w2ZXW3ZbkSwvciOaPEkKkLv5GMnvn6A8VZupYfEUK2d/BCJ4wEE10xJjwe3Ib8ge1WropEkm2VfIIyAp6Hv29O/fmqizLFwp8rgZYtljySSe4FdPNz6M2ty6o0LeKO1gWLImmiOUdXYdz0yvT6YqpqH2e1hRpYA02f9ZuYEDnK4zjr7Zq5bbmjSY7mtZCfmkJO7qeSOv4c89aLgQrGwkFu8ZfO1lztH6EU+ZJ6BytrU4bWNFmvJIZbG0hjNqWnKbS+RwW9ugHoDjk10Gm6ot74chI1SeJgGJMEaJGr93BBGewIyAOBnjlzW8kl3JMmfKhZTJKiE7M8gceo6DIzXQaZ4dhhun1Oytbq6vLuTZIZoQ8js2RhUIJJPPPHTHaujD2V2Y13fQ84udQmv9SE2l2Uk+pWzLhoZmiDoQEdJVUruDAncQSSOvFVLHSbrTPHmiJfRKXvrlZZlE6ukjE4BGM4I3YAIOCO+Dn1nV/sHhu3k36Bp2gXaW4aSRLoRvdfuwAvkZbO5gGG0dT2GTXEeG9Pttc+Jlj9kskW63i6a0OXESZARIzxyC46HGcY4Ax2R+OMVvc8THVIwwtVy25X+R79pcMcOpSFza2rG6CZnhRWZi8fyuAVxJ/tcYGenYpdFVpZkluLt1M21FZ5VLEbocq374Yl+bk44HAx1BXqT+I/KqdrFa/ku9UuGER+0W84Zotk8uy5x5h3KNjbXG4nAPOep3Zrmfida61b276rpdq2q6jZ3TRFVhMTyRHzQ6MfKT5wQCOedvfJx6r/wpvx3dNbCDwLq2SyebJNpUgMq/ICx3W67HBJOc4PPXFPtfgf43j1JZY/A3iFvPvdxkm04ruXPSXDjseH4A56VFSEKkHCWzOjDvE4erGrCLutdmfF5/aEvdD1S5a2Mum3jSbpYrpypibG0gDHBxjDDDD1PWpvEP7QF54nvLe41C+05ktxuihjVwitklj9/duLNknPJxX1f4i/Z38Za55ck3gfWp2DOnmX2mXMjDMaqY2Hzll7b+nHXsOTX9lDVrO6vHHwv1OIfvjC0eg3UnlkquEINud4yWww5HY9K544OPIoxlofVRz+sneVF3/ryPl1fil5HkPcalHcxxgDy1kHTGMBR0OO45Fb+i/Fnw5DNBOJ44mR97JK5LenDegAAFfTEf7NnieBr1rT4W6jbJ+8XMOhv5keQ4BjYwoWU7hkHBA4x6Tv+zt41C3rR+Adc3s7ZKaNMm7JmO+PkbTyoIwd2ePRsp5dTqK0plf6wVk7rDt/16HzpffFrwhPazRW6A3JbKzbyzN2B7txjPHSsaz1uxvpGkniutYhkOJXXT5JQoznrtJA79RX1tJ8B/Gd4kzjwLrMDyZi3DR7lfNQGQZdTG21sY+YHnPXnNbl58EfHV48rnwZrE+5mCCbSmYbVV9qNmNSV44IAY8Z6jERyylTulUepD4gxMleOHt/XofF+orpCtc2em+Hrxp0VWOy1mWSNCR8xUrwOQPm45461qw6f4sutPj0jTdHu7dr6IXcUn2VLVZYsAEmT0/2QNxz6V9nWvwV8c280kv8AwiOrwNHLFCjNp8xkCFwT8yNh4xs4H8IIz1FM1D4P+Ori3OfDGtFjaRt5L6fcvGzARYcDym2sAD+7HoeOcVpDA0oW95sxln2Nkny0rfJny94f+BsVja2l7rq3WqXTs0kUEiyizU+QznaynsQv3lySoPAr2VbdLW3kmuYllaQSK03kJFx5zAJOGtzxlDgnv9OO2i+EvjGOONP+EL1z7VNG7u8mlTywP/o20GRTAuJA3A5Pf13En+Dvja4WyaHwZr8u4yKrPp00bqxeTibLJlCCuOyg546V6CcYR5Yo+ar/AFnEVXUq3b+ZyN1Gum+KWDwXUJWWMkXDxSzBSEAGFCkoc7RjocEYrHs2k/cyreSAqgTFwo5DPEDGxeb7wDdenK98bfS9Q+GXjseKpJG8DeKoLHzgyyR29xK64VRuBErgg7SMc4BrMs/hF45itbbyPAWvSNGkOVmsLldyhojn+H5wVOen3c571Bl7KqnpF6eR4b4u+EmieNNPuRAIdH1aPEg1COaMLE+yZ9r/ALwltxUZPXjjnG7zy6+H/wAS/Css9g8+n6lcQgmRoboMdgbYGLHrz6Z4r67m+EfjqNbeSPwh4kby7Urtl0y45/dnKOAW3kl2AJGBznvTbj4P+MLi2mW78F+IMNI5CJptxIbVt8zBoyLcls8E5JGSOuRWUqNOp8UT08PjsdhVyU27eabR8ZSR/EK2ktbaTw0Q0ykxvGUbzAWAzu3gEgnHHTvUi6H49gt7a+gS3aKR18t/t0IUMQrAFSMfxjg+h9Dj6/PwP8ReRAh8D+IpnViJUGjXKhRlsPCxiG1jgZBIHI6dBb0/9n3xtayWsT+GNe8kOmWj02UI0e+D5WUy8Nxktj+BjnuJWGw9tjvlnWaXtb8H/mfIzaX8R9Rtzc3P2e5CgHyluIy6A7+AoX/YY8AgAj1p8fgP4j/bLu1t204SIwjKG4m/egh2JUeWN2BG2c8/0+r2+EnjJtLiU+DPErRW6qsfm6FKZYGCTYVP3blkJIByDjI5BoX4O+KoddvJm8A+I3MckhDWemzQY+WYB4j5AX5sjgHq/wCR9Vw615TL+2c0a0/I+PY/AHxCkRGi8SaeFmHmGMXrrGr7UIDZA+b516jA9TziaX4X/E19OeSbxHpxghkMckP2syujBeQFwd3B7epxX2TpvwT8Z2rz3f8AwgWtJeGFYh+4uWV0ItwVIyuG+VunHy9eM1Tu/gn4wGi3Vz/wr3WPtnnOsdw2mXEs8Q2HHybyW+bjcMg5P0qvY4fpEzeaZpfV/gfJ2n/A/V9PmiXU9cka7nucPa2diyGaJXCZikZTlySTjbxgnmvS/AXgHTfD+TBG8s8mx3Nw6vM4zCfK3uFIkG44AwAM8evsr/BnxTO1lBN4C1lY43dpI49FnKwkzsQ0TtbMScAEg9ttX7L4d/EKwhLReCtehMMSbTb6M2/7sK5BMS/vPkOTjHX8d4xp09YRPOrVsbidKzbXa2h5xpqtYx2cX2m3JE6dJUPmHdEdnEvEgPV+B15z0K9C/wCFV/E2QxyTeHfEziNoisK6S43fPGThgwKsdvJ6YJ6UUb6mMYVLW5X9x+llFFFZH6YFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/9k=) | ASR 1375 x120 080701 Fibula af kobberlegering
Emaljefibula - rektangulær med diagonalt X der ender i ringe. Rester af rød emalje i flere felter (Grubeemalje-teknik). På bagsiden nålefæste, noget acentralt placeret. Mål: 22 x 18 mm. Bemærk at alle kanter er afgnavet. |
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) | ASR 1375 x121 080701 Fibula af kobberlegering
8-takket emaljefibula. I midten forhøjning med emalje, der fremtræder hvidlig. På bagsiden nåleanordning. Diameter: 19 mm, de fleste takker er afgnavet yderst. |
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| ASR 1375 x130 080701 Fibula af kobberlegering
Højrevendt fuglefibel i gennembrudt arbejde. Stående på to ben og vingen fri af ryggen, udbredt hale. På bagsiden rester af nålefæste og -skede. Længde: 2,4-5 cm. |
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EGowwQateLIJL5nVTb5PJTPGck81xmqftMaj4g1K3eEyW2nQqoZcBtr8kg+2Pwr1Xw7/ZPxY8Lx6newBY1Y7oI5Nyvt5JI9OR+dfJ1I1pfvZPV/ge3GSinD8iXR7PwvHeaZY6aJ7u+0+TzRqjAMzDBKBj36447V6N43K+KPBepadcRfZZ9u1FmZf3megGD3NfGXjX4s6xY+LLrRtIkk0PTLBtq21vGI3LDj5mHT14Ocetc3qvxq8QLr1mW1C4vLqJ12I0m8MB3Yk8cgYPuaVPA1XGU5vcwqV4c0VHofVfj688M+CfhJcjRNDsofEUkKyQ2strvEkgcLId2MZxuPUGuI+Et9oHxN0+50XWdJm03V9OSO5SS0+WMytE2VOOpGCDxyMV5l8bvGd34o8O2OpW1hctdyMUntbOTbtZRlnDdDnI4x7V5v8EP2gtF+FXioXFxd3s0UkqpIk2xo1fdgOzk8YBb2FcEqOJkruN+Xr1+Z1xdNR0lqzZ+MP/CQabNeW0NwbixnDmGO4HygHG5Gx1HA6+teD2fgr+z52+3TSJdQSbkeJiFjXGRjk8bgfy616H8R/Hc3irW7SZnEMM1wqzr5g2PFIzDKgH/Z3Z6dKnt9P0bTF1O8t44l+0A/apHYjzWHBzngd/8AJr6/ARaw8FJa2PJxD/eOxc0GF7tYWiLNKzL5YijJ8xjjGB3z2Feh+BPHEOleLzpvi1DeaWR9n8q7Qu1sylcMM8gdVxXn/g/xF4g8MzNqegRypdWCPPuVo2MUIUh5MN6KRhhnk8dM1yt9431jVtSSW43m8v03Sy3D+Yw3sTuznqwGcevaumU58/7uVmuq3TMVCPL7yun9zPrPUIdN8PeJDZS+CpLlLqAyW1zYsskTq3CHI7kHB+grbt7zSvDNwY5PB2pz3M0cYhjZCxVmLAbTnHX6c18s+DfE+raHfF/7WnkgVcQoAvmYD5KHdwABnHHUe9e8nx8l19qu7vxXq0E1ukfkxtbbQVGXyQRk4P0r9MyvHPMKPJUfvrfV69mrfifA5lg/qdTngvde22nkzrr7V/Dx1TUrY+ENVfUrhk/eMCHjJXJwxPHXpn1rJ02zttYswdO0HVDqUas7q8xVidxG4gnGSc9fU1zGkfEy71zVBPDfaxrN6shxALQou0jG5sD/AGjwD0xXqfw30ud7FdUs/wC1NRuJd8l4hiWMk7hggNjgEHA7Zr2akXhafM3rp1dr/wCR4yl7SpovwOR0/wAN6zr1jPIbW8jyH8+G3I86RVJ/jyAoJB4HWivQLzVLa4j+0aWNeW5eFzLHGoGMA5zngDIP50Uo4itO7SS8tSlCNtVc83XRdX/sVvDiaLouqxpKrRXIIVdww+SuDhuSPc/WuY1DSBaWa2N54Fvl1iO5L28unkMpUEtxIcYAXPHuKrtoenWFjH9hvNa8P67FMAzxl5TIBuwpVshgBt5HoOat6P8A2jfQ6ZcQ+O9QTU4wyzx31rhSoUplRgY6Dn3rqSkrtP8APf5X0E/62L+l/Y7abTnSx8RaZqKsyzwqjSHncrNzxjdjp6jtW1PJYr4gs7jS9f1uNmjZ5YPKZhyEbJJHAJDdTim3PifXY9Qs44vGWmzh1Y+dJBsdCSPlxn5uQ3vwOtdRb+JNdtdYi+z6noWqQm2w0gIViMjJA5PQ1hNz3t36/wCcRXVrX/r7xl1Lb/2ofs3iXWlt47dWuFWLPyq7nlguMlcY9qs3WoWcl7JDB4u1OLTpDEJN9uWO7OzJYjGckcYo/tbxU2oNp7X2if6QEX7QjbQM7kyUPpjpx7Gprrxj4i8N297bXd5oa2KFZhfHBbO1WCeX/ESRj8q86b5FzNrRd1t3+HoaJczUY7vy/wCCUtMtdUuL6+sk8V+dpdzceRCxsiXG5F53Y2ls89PT0rxj4laLrmpNJ58smpWEDNDFemMpGGJzxgYBr6t0vSYPEGn6Oms+IdLCyoZ2sRcRoSzDJ+6eqn6itTxBY+Cl8Kz+HTdWc+k3cg8w/aAzKSRllxzuGOMelfmmbZ8sR+7p25Plr57I/QcsypYV+0qazf4HyF8HdQ16bx1ot5HHca5FpLrHOGQyx28RJBwOcAbic+vNfWXjL4U6V8ToLk6lZPp9/AdySxthmQgEEEeuTx6iovAPgLwp8O/Dsg8PaxDFbXBLT3tzKDLv/uscjAAPTrznNUPFnxA1Cw8KalcRy214bcgR3ttIdrZYDIIP+NfHzn7WquXTsfS6paHz3rn7NmqaK81xpIWdlYgxyyks4x3PuDXp/wAOtEPhXR49Lv8AT54PNYGXDEFN2MFSBgr16da47w38Wdcs55YZJvt6yyKX88Z2gknAzzzz+FafiL9oZLGb+zJNKlIT5z5N1tAP0AI6gUqtDETfLFlxqwSu0QfFz4Rx6lHb3mkgK7h/tcjD96WPOTk/hz9a+b5vBNxYa5dNb27XXlco7r5aYxydx9P6V9F23x603VLhRdQTRNNhG8yNXxxwQwx/KsLxNrzFpHlbTbizmQhFubdoxsBwfmUc8jHSsYvGU/ctoVy0Ze8fNvxC+L9zpfiddIjMUkEKRxJHjYAWILufU8Disjwj8CU+IlxMuman5IEYncsMgNk5B55GARXd+LPh3a+NtZjv7vUdG021tuIfKUg4zkDPU/iKseH4dP8Ah7atZaVrdvK7xgSfY5C+c93565JwCeCK6kqsafLSbjUflcV6bl7yvE9k8Ffs2+DbHRdFt9fVdW1LTUJWabAWRs5AGOcdOCK81+IuqfZ/iBqGjzMrWVvKJIoFi8r5TklcKctgL69+1Qw+OdK07T5xFYTXurqGIvpLtxgEdccgH/CvNbS1uPEWrQTzyPK1w/lpcq2WVscn3Az37V0YPD1aEnVrzbSX9WMK1SNS0Ka1bNK9027t11S90t9suony48zFf9Fyd0eOeCRWfeSi8hVrFC0Nqi75thzwvyjI/LnoQa7z4a/D+ebVpb7xrcTaZ4aa5NulyQUcoodwsfHBbLDIHyivatD0fwlqW99D8OQ2llv3f2YSzwOkbE7mVmG9idvJ6dK1lio4dbcze7J9k6j7JHzBmSWRJHhjtIVQNsiyzKQMk+te5fBfxKniqxNheS7r63mSOPfH5jtCCp8teM9ueei4riPiP8SrGabVzo/hyC1uZ1a2itW2xvEDjL7FXHBUd+9Zfwb8Zav4b8Saar3kmnXM7kGQRq7dOBsAyQTxj619LkmLnTxMJONr6b9/+CeHmmHjUoSSd7a/cfYdk0GtzTnTk1tNUWUjbFbLEu1R2yPToK09O1Y6ZdGG0ttettQ8k/alBLjOT0B4z06etcx4b8ZJqTCe58VXx1SOQMY4bPy8cYJ27ScYI610Wm6/bvAt8nim8N/vkMsUkGQpLNnjaOOO9fodanNXjKN1/wBvf5bH59GSvdP8v89yrLrWmyWKXFvp/iBr/YwlSFSJOM5/X+dFULnxHBoOjprNn4626isrLLDcW4dBmQkjaoB/gHrRWsadTX2cbrzcl/7aC5be8/y/zPMrPVvEtvHp99D4n0vU4GLG481BGy7o+EB5zyG/Suh8O33i5ri3v3k0TULWZGKpC+0qGw+D+RzSatDqFx4itZ7/AMF2N7DLHI7PC0ZCEbWXPPXLD6AGkt/D+mWeoQQ3ngOaS2kjxayWkhKAscjnOFHzDkY613uUHHVL8P8ANEap7/mdZYv4k03Ura3u/CmlXyC2Ma3ULKML5i44xkZA9+lP0Vr6DW5rC48DWNu5tvK87enAfcMA455HPHccVmadNY3F4ltFpGtWN59jVYikxK+YOM5zjqO5qXQ/DqZnU6fr01+CrtNPORtA+YnGcDhm/OuKUY2fNp/W/wARKbvp/X4HY2azXWpalYv4LjkmLiE3LFctgKcIwyeMEduT2r5w+OXwf8Zi+1C/utMk0fTp5wsJhzJFD0wBtbqVGOe/5Vx/xM/a8vvhn8Q9UtfCG6OCyVrcLfyPMbmbfl3RjwFBBUYI6Z7157pv/BRb4rWuqXEl/dKsE7rt+024liQA8fIBgjoDjn8a/Nc0xtetVlSor92vPf8AFn6BleChRpqrU+N/h+B7R4D/AGb/ABJ4vksdTtLiSaO3voreZpGB8nZ87DYeQCpxn/aFfVen/BiytbUibUYraO1IWRrcKzK3U7jk4PNfnzpv7YHja9v9TsjcJDLqmbqWaOBbchyowGI5bjPOc59q6/w78dNX8MwzQ29/LFczHdNPI4cSLy2QR8oOAvXrxXw9de/acbNbdrH1sOZr3XofcGsfDjwfarNNcsiIycveSsPM6/dHc8dK8i+JWuQpoq6No8Ma6SvzGOFdpcgAgY7cnv6V4vrv7SGma7DHdan4lW5uVj2wW0k4Tof7uep5pul3l34mhXUNOv2vow2RaSsCDgDoxAOfr61tSlCFnNGcoVH1uWtej/s/RYmjfyLxyvmGIjemT3J4GM+55pllosVwrGK4a5ucAEyEMw9cfSrcfhW+ur43d3BNaoVBe2nnHmDqdycdOBzn0rf0fStP021kETfZ4lIGT8xPOSevevRlNu0oHOopaSB9BN/9kt5owr2+GEiqokPqckc1HZ/DXXPE15c6h9nk1S1hZiiR4KxknGWUHGeP5VU8VeH7fxNf20GmXkul3JAkMYkaVmwOSCScA+mMVveE9W8QeA9Pu7fTdVuDLP8Au2mUYdfXqMDtyMdKynzNe5owjpvqjzjxB4TtrWwnbU4xaMzFQJGKNwe4IrzuHS9A0O5MzajJMl0N0vkRHbF7DOM+vX0r6It9T1Ca8mGpWc14QhfzrmNZUYYz3APPrmvMfil4Z0nWp5tTtmaA+ZHHPYq4D7iOGUA/dyOe4qPaTi0pS0/UvlUk7LUseF9D8H+J1e3tNUaPy4y0pvFCbgTzjHXAx+ZrkI9JX4efElLaVvJ05ZE8qTIbMbgFWOOg5H4GuF1bxdFoMk9lZTvG5JUxEHexGOCQcj8apeIvi9qXiu6uL+60f7MkaR26+Wu2KNI1CKATyxwvJ9+MVpHDzjNxc24SXUz9qnFPls0z6N/aK1T4geMrPRbjR9Gj1XR9OhUhWbeRJjazNtA3K64HT/6/I+HP2iPFWlyfZ5vCElpeKdjLEUz0xxkVxHwv/aa1fTdW07TpbhbexjcwnzH3JOrMMqw7AYyPQjivonx5qmn/ABQ8N3DLHpthqsI/0ea3jJ3H+5Iw+8OOv8q8arQpYflpV1p0d2d0JyqLmgefx/tAFdUkutb8M2CvNKIWvdQt4mcMo3bTxngDFcR418cReKvF9jr2k6b/AGXf2eHW4h2wjAxtKoONwOD+FcF4r8X3vhbWo7DxBYRi5jRGZYz5gcE4L5zyccevvXc+KtO0+21qG+0qIR6bNHHsh3bju28jGT6Z/GvVo4elTnCVKT121OKrUqSjJSR9ZfDjxVe61oI1x/Eujy6gu0zR+UoKEoow3ud2Tj+6a7dNc1Gzhn8S2+oaFclt6tErhRliQRu9iuenevO/ANrf6hJPfHwTYL9kSFpQrKjOiqgbj1O4cGupa3lutQ/ta48DrHpW9jIke0tzx0A67+fev2+UIbO2393/AMB3W5+TPm5r/wCf3lW71LWA0evWtj4dvlkLs0cBVSVZ2+8xHJyjUVy76bo6ahe3lz4G1O10mVXC+WCdoLZGFBIBwTRXb7Om0rwv/W2kjOLcdnb+vQbp+l6ItsLDVLTxBYyRgBAjSsw3ZXBweSdq+n3fz1PD+y7uBYf2x4gSW1tVjjsmhITkMckY5Pyr1OOKs2viG9Vry4fxdZx6jEqg28tqcluXBORkZyeOfatjQfEGozahe6u/i/RWijEUcaLGF6EcbsjHLipqSmk2/wBd/wDwEzjyuy/r8y5a32naks9m97rT3aKHCQRkMVUq2cY64Zq4b4p+ONG0H4b641jf6zb6y0pt4TPvR8hBwQefu7Se+K7Kz8RarYyNdnxVo04kmaN/3Pl8hSrZYE5A47V8wftDeOLnXvE9rpcl5BrTxRmRprSMpEXZgGA7kfKCT65FeFj6rw9CUr77a9evRHpYHD+3rxjbRav0+8+eLHwLrfxa142cNg8hcNIh09GM0ijJzkc9Ac4967H4U/Bqy8QeKRod1eeXpscbPdyTEsY1Xry3Qk4A7ZIrv/2VfGN94X8fz6rqmnPBp9ofKEyTmPZGXUSSZUAkADgd+nOcVb1CJNLbxPd6WSbnXrtZLVo8AtbPJI4ZscgEooIPOR05zX5fUqT5pQWnZ+p+lRjFJSZ6Xo/7KfhfwH4JXxbcNPql5JMl2LS+t3W2itgSRG4Cnc+1QD0xzXl9j8Ibj4s+Ktamtkj0WzmUkQJEVtgGIynXjj07dq9K+HPxcuNB8Nrp/wDbc019b3Rgmk1QGa2ZwBxECCSF+XuOc9aor48t/A9lFaaNcQwQzFmvLVk2ruzw4bdnOOAOmMeteHCWI5pcqbb2fQ9D3LLn27Hi/iL9mdvDd/8AZV0S7ubl8iOa3OU443jueh6Vp+DtJ8T6DfQ2nh+2uHjjGZUulJDkEZ6jjp26V7/ovjfxL4x8sPpy22kM8csU0ezaiknBGCOeucDvXtTf8IbNa3GiXOowf2usIXEbAYKnAHXkk9h71vKtUlHlqRT/ABHyxg7ps8Nu2lkeO31Z4rFlkAl3fOdv+y2cYz9R1rjNQvJLG9nt/mMm9lBEikdDgjnB6eleh/Er4V31vGkl7/oux90T5wR1xx7j1rzDUtPhm1SKUBvMhDbpHf5HU8YI/U49a1oONN8ildMxqRc1z2saPhvS9UtNQ/thb5zGsW6JrmQR4YjOBjHcdOteweHZH8U+H31vX77TY5dOkUXrpkTSxlhltuOccjJ9vSvHNQ1jSNf8LpeWblZbG6+yXmnxP8xQAYkjUHPOCDxjpzzXLeIPE1rDpd3LLpF1cWcTFiGdsqhPAKgckiuhpTfmYq6R6nN8arLWNUlBmhbTFlLKzyqHt4fujK9SoGPrj3rx743fEfwh4Pjg/se9uNR1+SEF44YyiQZ5HJOd2Oo7Z6145qni6a3a+1NNKWzgdSkcbZOQPuqT2xlScf1rzG01y9vr2WSZ4VKnzCsknDDOMKSa2VC8730Rlzu1up0dxrVh9hlvjEZtReQHynyQO+XY9ecdDXM3njjV7+Qi6tXvCp48r5EwccbRwa7rQdIttUQ3DRxxWbDLyykBQB94lvyrevtQ8NafEptbmO8QIWZraFyF4OB93nnj05rqT6EM8w8P2N/4nvp4xbCGNUD75Pl2DIwAB1P+FdzpviLxrb6ksbTXAiZyq+WwWM577R3/AMabdeMLSMSz22ntPD5WG6g9Rzjt/jWr4Z8dWuqTBHb7OmAwMnGM8YqZ04TXvxuOMpR+EjuNGuZtQm1TXb6TVrrAWBNgxGvHXOR+Neg2/wAQLe81XTLG1t2jvY7yEmaCIsyxZG5lwMZUbvrXH+IdJ1G8vooLCffbu22RDgYPHO70B7V1Xw1luvC81vpMGrQG8udRMLvd2aHYrxbRKZSMrgsflGAcZPSlTw1KpXo30Sa8tLoipWnCjUa1uj6K07UvDH9rGTSNb8QW2m3SxrdvC7tGh+UOu7nBHynrXomk65p0txd6HaeOruLS5JZHjkuIAeU+Y4c9RkBeleaaa3ifwn9p0FNT0maDUdki30igsA0aYGzp0UfhXV6LqniabRbnwze6Vpt5LaEmSZirB0LOQFBHDEsOPYV+01IKUU09PVffquh+YXfN/wAP925EbzW9cuL7QdO+INu8tqrMJPIVRI+4rgsRgj5x054orn49Wk13Qbey/wCEJK3mn7TNcKcOp/hZQmSw+U8+1FdCU46Rsvkv0IVnv+bPX7PxB4g1iR9bmstDijguIhtSYM0irjn82x+B6VVg1u61LztWPg3T18yX94sdxExbClAOowcYGT3HpVeNtNvY1n/4Qe40/TmYblihAThMEY9dyenauU1LVvC2k/b3fQNag0pbmbDW/miIsQzDGO2c9PTmvNjTi3pD/hu2ktx3ff8Ar7jV+IHia48KeCr/AF+x8DWEc0hkVZw4lAd8ruZV5wu3BHsOa+Hp7nV5PFFrd6oVS4ljY/ahGYRECSTjqByoPXvX1tpfirSdA0meHTdI1aW8aKY2cFy8gjuUYswUMwIGQ/UjjJ618ZePfF8y+O7N9Vg1Jby9jUwWcgHkxxkkABtoBBweVHJB6V8NnzqU8XGlL4LXV/n5s+xyWMHh3NfFezO98LyPDZ6la215Itq0Ag3yMWaTBBz9O9aXg/RdY1Sx1LUdLs7j7FYuJJdQs2LPa7cEEAcLwAQM8/jVb4S6hpekfE7SotUef+yILpWvENusqeWCTgoRhgcAEc19I6p4C0v4Z6T4ti8GXcmo+GPFI89LLAcQBDh41Ocghg2M8jbjnBr4jGYhUZKNviPrKNJ1Fr0PlC8+I15J4L0awtILubW9OnvJ7q9unMjTyPJuU8jJPU5brkVh+DpdT8c3UFldxRi9afzWkPLsOgVF7EkHtXpreBNDvItbkvNefS545RFBazRlTdKSVJyBwABnnp9a569vPD/wghjXQv8AT71t0aXMaeWUbk53kZ/H6enHRGUVHkXy39QcXfme57P4fmh8Kw3Uks06iJBE0ON6BwQNvJx0xXON4mtbmBpbDUIY71pftCSRhTKrbiQSWJI5Hevnm++K2p6hJNJcnznibESLklHIOGZgRxgH8BXE+INbfULdZt0lpqUkoO6CRs8nJGOevNaQjzJ3M58yZ9h6p+1Ndf2XNb+IdatLy3hUxfusSSeZnJOQe2ewArxdPGeo+PvE6XC2rJo6jeiiX5m9yvQk8V4Pb/ZIdNu7a9vrhrvgRwlSR06HPTt09q6bwDrF7Zapa7D9niz+7iZd/wA3PzDjjtSp0KdNtxQ5VJSSTPojwn4j0/w74yi02dnl8uPfdJANzMMg9CeDg/Ssb4qfHS6uraSCC1WxtpI5ALW1bJZeQCTjHp1z0rl7TxENE8dLBcbWvXtwl1qW8EhyuVKDoR0/P8K5jx7qk8lw2n2ol3SsWF0y583H8IJHT27dKfKrkX7nn12bLxFdSXCztBKHI/0rh368+n5etZ0uiwROJ7fUtpXgoynBHqKlj0u+t7gTakqwQOcgqpHOfpVCaaPzpUEjGKTlgNu4YPY+ldnkjHpdnZ6NcRxxklto2ZKqR+8HXIzXVeE9ct4IZZH00g5O9oioOOMEjHSuKXw9f63pNjcKGih8sqJcH7q5wSD2x6VjXFw+nKW86W6tWAVsAqhIOenX1/OppzjNNDlFxPbtPii0PUlu72DzYXKyvaKCCyZBAz9APUD8K0Jte0HWr+YzafY6TM0RMEO07UYAsoG7JBbgdR1/CvLrzxcNasrGFGYSwosayk4BUDoVAHf9KdDomoz6hBNco1uFALSFgVXkYbpnHtj296mUEncUW2rH0v4g8G2Vr8HPB/ie3LLfahNLFdR72BlxI65X0xs7etZHgTxTpmn+JL+HWIA+h3MLxBWjDbJjG6ROB1G1j97sM1p6BPq/xU0Lwp4a8P21vcab4WsJr7UNRkcPExeRnwwHQnKoFPOTj1rE+JXiSB/EN/bXtnp099NBbx3nICSXG1WkZCuB1JHBx9a4IXknSet7/LXQ3klpI76Hwjd6PeWMet+H7i6l1J8WV/a3OZpGRMgK2ccDA24/lXeX+m6PF4dtb7TF1/T9eMIkuJo4mkf5UDEuDx95T+NeZfCf44T33hifwxql1NFd2tx9s0e+mxNDaKq4dRkls4JI7dfWvZPDeqXcOjC6svHNnqF3Nb7DHOgbAwGz8p6jcR26V+q8O18VWwj+sO7jKy31Vl5PQ/P84pUaeJXsla6vb5/I49Z9L0cjWNO8S69CXjVLuCaJm4B+YH5cBsN+Y70V6M82raSz7vEehXYuo9jLPEEIADqWK/Qg/hRX1qcJayV/69DwOZx0Tt/XqFv4okhvLrQrP4gxm3gZ7keZCpkXOHAznk/NjGP61jR3XiO++0aIvjSxZ2cysGi+cYcqVYE4GQ3/AI7VTULHWp9Bj02PwLpq3cdw7u3mIFb5nGBt+b+Idcdq5HTtFSbTFSfwObbVbWFpZJonCb8cnJB5BIzg9+1c8YR1en3L7zW8tP8Agnb2N/4pt/Dst7NqWj3sEdoyy26EqZCVAJDYG3hQoHP3hXzH8b/B/iDUNSik1CE3lyYYxbah9u81bJUxKY+eigtjPuCTxXsuoR2euaPclPBupWWnLCxuVhATsGwDu54Vuma57xR8Q7bw/CsGleGbq90i7Z7bzdUaeJYldD5irgg52bRz0/GvleJKDnhPawgnKL+5H0OS1eTE8kpWTX4nj2rapYtoWna6NVZ/EEkzwy6avyxw4QfvN/8AdbnjjBB9a+j/ANmf466TceANQ8NeJdRjj8ku1ilwV6kBjg4yMMC3J53H8fkrw3epq3xCutKvdJewsbuJoYbiYfen2nYzAcAZHb3rW8TfDDxB4FuIbq5mQJLB/os6ktAGyuUc4G3dkV+W4iFOpD2NR+aPv6fPze0ijrPiF4o+3eJLi/jtvNTYPtYibekQQ8vtA78c5zVDwynh64hl8R69rG60EpVYwitKxYcKquwzgAk9hketclYw3Ok3rSXbqmo3MZCmJiyopxkuvYcng56VW1C1Nrpcl3q+twG2DFvJ2/fbPAU46444q407pKL0/QOezbkb/j7x94Wvri9XwvZ29jFaJ8krS7zc4ODI+RgMTztHGD+NeO6h4u1bXZYVls7aGCElhJDDtLnn5iasX2qab4luI7awtGtoEf5pWG1D9Ce3XrV+9SzhtWtIJ4k3Ltcqu44zn5QT7GuynT9mrGEpKTucZFfJFqCsZ0it87pZmj3OB3455r0zwrPCkdveQTBASrR/uGBAGfmA6lupzXDiLR4dWsoIbZtSfHzPyET3I7mu2kuUttW06J1Mzbgg+ykZIOBg4HYfjVVPhIhuUNSun1zVtS1wwXtxbSXhMUNw4DTliO47nHb061zHiSbU9QmVpnkBjzshUlUT2GOp4HOa3fFGpiy8UPpGkmRba3dUjAYMEcA/Pz0IJxkc1R1LT3tLeSU3ssnl/MDKm5H9VB56nvXNTk7qX9WNZRjZpnMtM11LHFdXM0rJyI2clf51BJZ6jrXiq0tSUndhHApwq/KAFHT2HWukW5hnhhlkjhjbkttxuPAOOfX/AD74WtRTrrlpJp8fyyYjQFvvZIGCfQ9K6ea5hZI9b+Kmsf2bpNtollwbi3VXkzyig8gAeuP51w/hI2p+1QanqRtbGKEiEw24cu+QMZyCOSST7d6t3Hh7XfG2pvaC2ZdZRFUWkbFiMD7oBOSe+PeqGl2epaLrFvZ6rpEourNgrxRgiUruyc/7X19K5MPGMaXJF69Teo258zWhGmkqJkGmxSXcrcqyN1BHA/IfhitLT9OvHjaG5drVQN0gZyQo6Zx61siG61mLWb4W/wDZlrFbBEDuwZQ2FVQeMscnnHOT61y8N5qOkhbO4usoQCURxu+YAgM3ODgjg9K7IT5rrqjGUbans/gn46Dwr8P9X8C2FpZ22law8Us+oIzLdTFCAFbnbsxuwMA5bOT0rp/i14T8GeGrDQb3w7r0OtSTWyNcKsxZ47hxkpjgqqLtGDyK+bvtJjuJEaGB5GIbG7PbHH/1q7X4U6XY6x4ltR4jSWfSILgPcG3A3FeuB9Tx9DxmuadJQl7VNruu5cZXXKe1fCnXbCy8XeH4tMV7nVZVlW4+1KogjULnJOOFI4zzzgdTX0nYaHquk6AdRGnaBfWmooN9vbt5eDgEnJ9mbn6V84fDObQdF8V6lqtzol5quk3cp8oLGXKKrZ2lgMdGHA9a9u0mPwXJpqNdaPrFnbTWxuI0n3BInIYMVGeB0/IetfqeQ05UcFFyv7zvt/wUfBZvKNTFO3TQ7hPAsmnWFzHrnhrS7y1vIkFr5EwBHGN24gHsp4/xorJ0288NXFncW2qaZrNrHHbeZA0wlJGR6565XHJ7/Sivpac5xve9/JO3/pR8/KEXtb52/wAjyS98deGLPSLa80zxfq1jfXDs9xLFIZERyo++MYA59cdadPq+hW+m2txp/jm6WaeIRO7HertkNhcH5Rgk4PpWNNaCGwJbXrAy3ERdY5LdQh6FRkc4yW/A1L4gtLzQoVtpRoerJNGo8qFAio2NpLZJyMMPyqVbudXLbdHU6veLot1eeHdJ8d28sU/ySvdDc8e4EYyDyArH8e9Yfxbs5JPBs2mx+I7bWxYTLIkcJ23BfZywO7uq46HrXPXXhTXNP0u809vDWkX6Xk8ardLOqKgcjduHXGAeg71Z17wXNb+E7fT/APhFrGfVZLnJmhnVApwX+/14DDA9RXJiqSrUZU291bob0ZeyqxmlszzzwX8PV+If9m/Y9anttfhm+0TvNDv8lsnaAVPPGTyAOcZ7V6r4m0W/bRNS0LUJkeW4TyZHZiFRuqsPxANfPkd5rXwX8UzXJnu9P1SFY/8AR7Zy6TbhnIGenQmvo3wT4wj+N2nvHaWFzFq9rAGkumH3yc53AcgcHrX4PjMPVo1XzvRfgfrGHq061NOJ8t+Im1DRdRvLDWrP7LqQwjHJMdxEOhLDGGOBzyDXnfiLxOdSuo2mk2LHwI1JPOPTnHavpr4seD5NTuCl7HJbapbxFYZrhjsZckiPPcZLEY7nrXzXq+j28N/It5atFL0eRY2Vh+GK7sLUjOPmc1eMomXqGpeSomiZzERhtqYGO1VtLsjdTJM7GFW+6zkheffj1ovtUubOI21pJ9pgbny1jTdkHq3BzxUun6s0TrcX1pIEwQsSnYTjuDj+ld9jkOitfD9zosaXMcZaG4XPnq4JIBPAAOR05NX9P+2W8Y1GCV4YLUuyALkeacAcnv069MVk6XetDbrPNMv2hsLGJjn5ByRwfb9a3dQ8cXfiPU4LeVoYoFuGmMEUe1GBbgcc4Gcda5aqlJqCR0U+VXkeh+F/DWjaL8L9SvdY0+Z9e1WVJEvLtziCEEeYyepY8E4zjoaxbFtOm0zUBHfxyy+UVit4YS3GCckkH6Z4FXvEXxUi8VWt5ZxR/ZmdY7dGfHkpGuN2D+QxxwKxRHJbz6akF3Ckt+jQtexglsrK2Bx904Cjj+leZyzinzaXOn3ZNWOVsteluLqeMwwRyh/IdrmEDa2cHHXB+mKqePtC1HR9Ns7q7SS1t5iWUxfMsig/eU4HGT0zXQaPHZaX8VLy2nkhntL4sBPJHtXcDkYB6eleg/ELVNP8feARbwXq3F7oNtmKOGFRC6mQKxBB642E8Y4raWIcZx93R219TNU+aL1OV+Evi680qWLUrmNZkMasszyASbwT8288jjt7GmeOPiZe+LvEWozTyxSXd7IufJczSnkAgsTjnAryyLdeXH2OXUPs1pGN3l7to9cAjg1Pp99Z2stsLC3urqYOTMqxg/KCCMEf19K0jh1Gbl1E6nMkfQPxC0CXw34JSK6isrXWpdt3HpVvKJEgRSo8yfAIkfsFJCjB69K8bs9HaT7Tf34mkzmSef5du7qB17nAz79K6LTLTV/Fl5c32oXbP9pfY0XmBOAAQvUdOOlW/iFaaRpemafptk8sV1cMJHsS27aOgZm98AgVFH93+7vq9y5+977OJj1C3vtYiaTyohcJ/q4VIjjI4xknqcGu80W+tLWzd1cYsfnZGiwjc469yOO/fgGrN34D07wL4JtLu8IbXdYBktrLYXW1izxIzZHz4AwOgB7npofDH4TN4wCtqF7bJaNMTDvf55doyVOOi9eTyccV7OCoTx0+SkjzsVWhhoc1RnZfC/xtfztcRL4gh0exe2lkCXEYZV4OMtxgEjI+or3fwXqOteLfB989x4ysLd4EaL7PDDmMqQpxljnA6ZB5rxdfDQ0PS7zRb20smuvMMtnNOd0MvXEYbPykkcBuDgV3OlarrKaXfXB8I6db3OFV4FIV2XcpLccE4I/75Nfr1DD/AFelGnHpY/O6tb21SUpdbnsI1TxFrXhu5E/inTVlsoPKeGNMhiD5m4knH1/CiufnutQ1JYNQ0vwNakM8UVxHHMgcsrKX4Pvt78giiuuDVNbL8DinFyf/AA55JZ6RaeHYBZ6p4IhydpT7LIHQdgV6beSM+366uraZHa6fOZfC2pTtJB5cPkhiu7LDbuU5X5gecjkjnvVy7tPCt3p9xDqOp63DrIZY4ZJIn8yUsQw2pjnuOnf2rrb9tGXwmkVv4jvbTVIrhUW2mDCQjMbD5SpbkEt+VZ8m1zb2hxd94dtdV8Pi3/s7XrXU/PVwsUjE4BVgCeh4yeecHrVfWtN0XS9DtPN1XVtN1V51e4twCznaW3M3XqoHvwK9IsLe126eLbx+kl/NMZXW8GVX74xjAPICj6k1R13QdWs4YNYufEmn3E9zuxiJVjBZXTGMcfd65PvUystGPWWqPFPi14R8MroFhqWn641/4jcL5sd0+6RwQQVI7FQo7dTjvXnfh++1rwve/wBo6HfTWplI+0WbSFQAhySWXGRnofzHc+1+JrO98NypqFxJos7arA7siwopw0qyBc5yWIznp1rw7xjo+qWMMzxx6aYriZViEed/mOMlIgpwQAQ3PHFfE5zlTxDdairvqj6nK8w9ivY1dOx7/wDD/wAYWXxV8Fav/wAJ0LXTLW1QiDUxvUA5IADMCck/rxjpXy58Q9Bk/wCEo1KfQ9UGraap2wkY3OoXqckZxz/hzXVeGfGWm2nhHVdBvJJNLvIVcHcr+XK+Od2ckPxwQMH27+c6L50LLIkyqMk7sZb049K/OaOHdOrOVrPsfZVKylCKvdHP3El/JbLAsEdvcKvllo41BIycElQSTnjNaOh39zJcTLfq83lYjdlUYL4zgew9q9O0+1g1Gwaed47q5UZhmbAwRjrgdQBwe3euf1aS+S1mh0zT1VWyjyXGHLZycDOSG/X6V6EZdDkepyOuWSLeQ2++KOR0yzOMbe+M1s+Ary08P6rJql3bLfmGJjHA7DyXYqQjc9geT9K5+Hw/dXEqtexbQx/5Zgk/UjoO9Xby8l0u0SFuIpAWAUfNtH+elVNc0bIItRd2a3g/RY9T8Q2mDDtZi0ke7EblRuwcnocVc8U+XC/hvTN32N4XMj3EYAGZNrFl+g9a0fg3Daax4okuYt0UNvC8rx3AwTkYyAPvdcn2FVPiZHda94kuf3MK21u2yEZBZAP4doPQZIyPeuBtzxHJ2X9fmdPw0+ZdWRfEnRPO8QRxQ6g95cWsMQV2TAkJUcccD/65NdD4Z/sjSNAA8uW01ppkSWRMM0ShhvG0/Lgj9PeuEs/EBtVdGszNcR9N/UY6HJGCPYVasdc16dmlhIRJmAPygE88flRUw0pUlC+wRqpTcrbmd4k0HTp9dlMf7ixMzKhyCrLn5Tkjj/IqjeSXei3TJpEEdxDHlC0TnMh55OOo47etdTcaRqNqhmvms7S0mlI866cE884Ax/Wuy8K+BbRYY5xcwySSAlZt+5M/7IHrkCuvmjCC5mc+8nY890eHxXNCiq0OkryTc7Q0gz6HqBX0T4R8K+APhl4PsNX1Dy/F3jXU4/OFxeuwis2wCqrGfvuOpLAgZ49a838URy6XJCN/nPHMrrY2qb2cDk7+TtU4H68V1fgjRb3VPEkN54t8OXGq293AzoocBIk3D7o+mee+fwrvweU1MylFxTVPq+/kjjxWPhhItN3l0X+ZNqHwl17xZ40s9a1W40/U7i9+SKBZGWJWD459RnnnrmvU/Bvgy/0xJrC88IaZMftTm2limGGY5LLwc4wf0p7eC7TQ9S2aj4V1W2m2B7JYZ8kOGOdp6DnA/Om2Wj2LRNHb2nifTNWiupJ1ClnO3cRwOn8QHFfqeCwdLCU1CkrL+vM+ExGKqYiXNUd3/XkbOv8Aw9HjTwuumS+B2tb3yS7CG62BivLtke44571xo8MXcFntubbVotMhZozMjmOVBkEeYeNw4xng/wA67XT9X02Gxtr6y1/xALuytwJbVlMhK7Msx6YAOe/b61119No//COT3Om+Kr+f7VAjSi4gEybhjKtwBnGB7noK9Nc0dO/qcDa/qx5pZ6tbaC1mX1HXv7GM22SVIWYxkgkneBkkun6YoroNc8bTeFry10I67bGK8kAgvY7YGNepKuCR68N7GitXT5tdv69DLnt/X/BOi1iz1uHSrbXE1jQ7i9S4SJLYAfNhhgF89Cp9K05LjxHtsNafT9Cv7xJ0UpHKNzgAoWZ8YB+XjA9B71e1jwzcbbbVb3wLDLaSSRzeStyB/sYC42k/KT17Vg69o+h3EMOpal4H1PTrQXKCOO3kLfOIyuQinhch/qfrXHzRfn933bl63X9foO0281LQb5Nc1jwfYzw36vkWMiyOFYOfnJwABt7HuOK4LxpqOmW80M8vg6aLSrgXE32e2mLxuWRmiLL0zl/0qzqGp6Qt5DbXFxrml6dAWe1t1heKNApwC7KAWwuTznrxnNYlha2smvWOnjxLqV1Bdmaa3EgEoiQZO8jhmwD8oJx37Cq9nd83+f8AVzWUlFWODtbG48XeLnstP8HXFxHGGjMEkytCpJ4xvPytjAwvIz7V3Xhn4TX+hz3f/CR+EH1DVxH5Ntb7lMdnG28KFPYZAyev5V6Z4Z8G+GfDulwwT6jr09+kWYWmhdDJJtdixUDJy475NF5eaPcC8vNR1vWYdRjAkjjkR8g8GPAxz8zMcHnFJ9VbT0Yozu9GeP8Aif4ew+Iri+sbjwMyXhkjSC4imZWRdu7CkHqeT83HzCvnDWvh74itr+W3sbKWcwnASYb23Bd556fd5r6+vl0/TWvtTHi6/Mz3MZW2lGZI12xgZTrkgnk+g6V5rqGm2OnaXF4hHjNxfTSyBllXJCEiMYTHXaDz7V4+Ky7D4p81SOvfU9TD42tQXLCX5HzMyavZ3QF1pkkDEDayx7VO3I4BGOorrIfDPifT9Jt9av8ATtRg0+Zf3cjKxRwTjggYwfrXea14el0vw2muL4lh1KQq0jR7AQu53Xbx6DH44rW8K/Hnx14B0TT4rfUtNvbGWMNLaXMfnYyxABDsfToMdq+KzHKK9Kzwq5l1TPqcHmFKp/G0Z5naa4HuomvLHzIfKygSXyXCnjOcEH8vWuw0/wAD+CPFGk3N9Brdhp81pEPOsNZuJDIzAZJjkWPawPHBwc5GTXY698Tvhp440GZ/EPgt9F1Fjm11bQ2kidmAODtBZSOpIyOnUV4Zq3hfR08OnVtJ8QpcyrI6f2Xch1dcsMMvPJPU9MYHU8D5h0q8ZWqQcH+B7SnTa9ySkjce30+yV2028isZfuJLAxj4z94YwSOD/WqsPw7toY7i9OvxoWI82SVgwOevU98VwEKtqVzHE9tM0w+QSGYEZ7D86t6P4H8ReJrhbGyliih5BMjjg4z+PYfjXrUsDXqe9CPzOKeIpw0kzr7qHTbeBF8+HULZThXVDw3QAe3vXNa34uls777Po8aidBsYRIW59MdP0ruvDH7MXiTVrzyvtVhcyxTeW+6YgqQMnK55HQfiK928J/AnxDoV1B4ejTQZbiG4YyPKnO1c9u4y3r1PfFe9hshnU1qyseVXzWENIK58ZS+H/EXii7h/tMXMMTcq06O21cckAivQ/hz8J5v+EigS88Q3mnac6s0ckKsj8Mo7eoJIx7V9qaX4I8RavqWn6PFp2jiWyRleThiwQbSQOvAxxz0FXX8K+KPEGrWmgQaVo9tdWSyRCRoyrPjYnT6/zr6Slk+EpWvr1d3seJUzOtLbQ+ePA/wx0az1SCDU9c1CC0lD5kdTGUO5Bk5+9lc9uteueFtG0W4WS0bxtqVti3WK3WZAm3JYHHAyBhe3avVdT0/xX4utLTSovD2j20llasXnlbr0RSvBBPA69evtUWt6f4m8S2otrPQNJjktYtrzPJ/rDktu4HoCce3vXsxcIxUVZW81p/w55UpSlJyev3nIX2qHWWEtz46iWOxRDbSSIu51yW4Hrk4rZ0O4vm02LUrXxvpcsmx9xuIgHXLZ4+brhOh9q1LzTfEepa3HcyeGdGH2FlRm3AuVwx4OMAHdjJ9KzbnTdSsr59UfwFHHZyBz5aSIAzl154OM8N9atW5bK34f15mMptS1/UbHrC6PbW19Dq+lwtJCYJXkQFCSO6jnPNdrb+JNW0PTr6E2uhXiXCiLzI5hGqbuBhTznPPvgVztla2GlajjUfAU0bTQNEvlAOrEhgMYJC549uetRjR7LRY9QeX4f6iHfynhMbBicsv8W7jnnrxk1ElCejV/u1/HoO7i73t/XoR+KPA+pX+jzaBPaaDJeXU4MUjHlcjIwOvcj6mirs2l+GrWxRLrwlqza59pWRGdWLKMrhfMB64LNgHtRXRCtUS91/gv/kjCUFf/AIP/AACSTXNK1y4Gjp41uLSxhlbcJmG9QuWxuYdef19q5K+8QPf3iaLZeOoJ7XznAiKB3JCsyqOeRlv0619ca1+yn4H1+xgs7pbz7PD/AKtIzEoXgjgeX71iR/sU+ALfT4bO1uNYso4gQHtpYEfBzkbvJyOpHGOK+XhneBv7zf3fie+8rxNtEvvPknQLXxHfeIF0qLXrFbe23Rrc3DA7gBklRjjhcHPc45rtPhv4bu9GmvBcNorXcPnytdXP+tkPQbDnAX5fXivpS1/ZD8AWUcEcUV8scUIh2eam1sfxMNmCx7mrOqfsp+BNVvEuJILyLbH5flwyoqEcdRs5Jx3rWWfYKScbtX8v+CZf2Tirp2X3nk9r4i8X31vPrslppKx25jRoQww2GBBBPQZc9ua5+WbxVJcXmvG00iWNJlxbiTJHlqoxnpglhXuy/so+CY2lWKTVILSX79nDcqkLH1KhOT/hVaT9kPwPKs6G51kQTS+c0C3aiMEhQQBs4B2D3965Y5vgIt2/9J6dtzR5bi3v+f8AwD5kaPXzetrN14Y0+3lmuWRolnRiMpsDE4wOw61yesRTW+m3GrXPgO1aQee+LUq5YsXC7jgAY25yDxmvrt/2MfA8nno+peIXt5m3m3a+XYrccj93kHIz171Sk/Yg8Fz2BsZ/EPiy4svOMwhk1CIhSSxwG8ndgBsdegHpW/8AbeB7v7n/AJjjlmKW6X4Hwlpvhp9Q0GLW7zwOsGmQCRmiV0y+7dtzzyQTn615Uvg9obtrjUvCE32K5WTygGBAUsHDD0O3cM+or9S7f9i3wXB4fh0U6z4klsoyeJLyHcw4wCRCOBjisa6/YF8B3iRRy+IfFhjhGI0F9AAvUf8APD0JHPrUf2zgXu39zNlgMUtkvvPzA8O+DvJ0+X+0PDt1LA0e20IXHlj5hu+pyO3at2f4VC6sbi1k0G9TUhJGYXUcqC6gKSPo1fpND+wd4IhRUPiXxdIip5e1r63wRx1xB7D8qvP+xL4Ndf8AkYvFSvvWQSLeQAjaQQMCDBH1GeaTzjAd39wvqOL3svvPzYs/gja3tqbb/hHb86h5qDzY8jALBs5J7D1rvtD+D+gWn2XTz4X1BtSgcy3M8OQQibjtJOATyv5V96Rfsd+GYYFjXxT4rGJBJv8AtdvuJAx/zw6cDj2qzcfsl+HrjUIbz/hKfFUcsZLbUu7fa+Rg5Bg798YqlnOAj1f3MTwGMktbfefGX/CA+GpY9NtU8N65DrVvcv5k0aETFQJCCzZ5wNnU9QPSrviDwv4Wa+09rO31q38Qwr/pxjVhI5OSwOcdCUz75r7Vh/Zv0m31ZdRi8T+I451ZnwJrYqSRg5zBk8e9WG/Z60iTUmv217XGumMpMhe2z+8OT/yw7dv61os/wia1dvn/AFYzeVYhrofDtpa6IsFte6ReeILS/wBo+029pG+9icHJODgbv5nNaLatof8AbWmagms68mow2wE8axySuuCp5wCQN2R09fpX2Vafs26DZ6i16mta2ZGBVlZ7fawLh8HEPTIFW9N/Z78P6Xqkl/DqGpmZ+NrGDaBuDYAEQ4yBVz4hwb11f9ehnHKcTtofG+vS6Fp7afcaL4r1m4aWJY5kt3aQZBUncCD/ABEjt0B9Mw3114f0fUIYbDxPrU9m0QM+x3aIDfs2s3VTjGf6Yr7J0n9m/wAL6PdT3EU99LJOgWTzvIIYjoxxEOeabafs3+GrNrsx3upbLnG6P/R9q4GOB5P0POegqP7fwfdu3lv+HQv+ysT5fefKlxa+HdN1KO0tvEuqpo00ZW4Pms6DAYKvmHOCSvTPc1l5tNOurzTbrx5fvYRxstu8yBVZ95AOcDPX8q+y7f4B+HrbSbnTlur829xJ5rbjDkH2/dcf/XNUNS/Zo8Lara21vcXeovFb7fLH+jnGMc5MPtURz7CX1b+78dvkT/ZOJbvp958naHqUXiC2vJR49jha2jHk+Ynlqxwirncckg+hxzXSjWdaj025lfx9Zwi1eNGjaEOjruVt2exIY9Pavoa6/Zb8GXdxDcObzzomVlf9wTw27HMXTOPyFXY/2b/BqXENw1vLJcRujmV0hLOy9C37uieeYGXf7kL+ycXa2n3nzdrFzcX2mTeJP+FiWytbzK8tv5KsgKvtQgAgjOe5OQDx0or6Sk/Zv8GS6ympm2mW5VzIdoiAclSOfkyeCe9FZrPcFFWcW/ktPIv+ycTLeyfqz1Kiiivzw+zCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/9k=) | ASR 1375 x132 080701 Fibula af kobberlegering
Cirkulær pladefibel af bronze med rester af forgyldning. Stykket har tredelt ornamentik i geometrisk stil, herimellem ses tre dyrehoveder i borrestil. På bagsiden rest af nåleanordning og jern fra nålen.
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) | ASR 1375 x138 080701 Fibula af kobberlegering
Firepas-spænde med dyremasker i borrestil, og gennebrydning. På bagsiden dobbelt nålefæste og få spor efter nåleskede. Overfladen ret nedbrudt. Snude-til-snude mål: 2,7 cm. |
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) | ASR 1375 x139 080701 Fibula af kobberlegering
Lille fragment af firpas-spænde, med dobbelts krydsende furer. På bagsiden dobbelt nålefæste. Største mål: 15 mm.Korsformet fibel af Råhede-type |
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) | ASR 1375 x140 080701 Fibula af kobberlegering
Urnesfibel, med kun ganske få små-mangler. På bagsinden rester af nålefæste og -skede. Mål: c. 2,5 x 2,5 cm. Type m. tværstreger før tre små kløer |
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) | ASR 1375 x141 080701 Fibula af kobberlegering
Hovedplade og del af bøjle fra korsformet fibel. På undersiden komplet bevaret, enkelt nålefæste. L: 2,2 cm. |
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Fragment af fibel. Flad form med rest af nålefæste på bagsiden. Største mål: 22 mm. |
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) | ASR 1375 x160 080701 Fibula af kobberlegering
Fragment af en vikingetids svane- eller skibs-formet pladefibula af bronze. Bevaret er det nederste af fuglens hals eller den ene skibsstævn, noget af skibssiden med to runde figurer (skjolde?), samt lidt af et vant, der har holdt masten. På bagsiden ses en støbt nåleholder med rester af jernspiral. Mål: 17x21mm. |
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| ASR 1375 x167 080701 Fibula af kobberlegering
Der er tale om en ligearmet fibula af bronze. Mål: Længde 4,4 cm. Bredde 2,4 cm. Ornamentik: Fragment af ligearmet fibula, den ene arm mangler. Den bevarede arm har tre fligede afslutninger med nittehuller. Et større nittehul ses på overgangen til midtstykket. Dette er let forbukket og har to nittehuller langs siden. Stykket er ornamenteret med en plantelignende ornamentik. Under den bevarede arm rester af nåleholder. Fibulaen dateres til Ældre Vikingetid
Hører sammen med 200245630 ASR 1275 x287. |
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) | ASR 1375 x170 080701 Fibula af kobberlegering
Fragment af en korsformet fibula af bronze. Stykket er hovedpladen og en mindre del af bøjlen. På hovedpladen har været tre støbte knopper, disse er støbt i et med hovedpladen. Fordi stykket er meget korroderet kan der ikke ses ornamentik. På bagsiden er rest af nåleanordning og jern fra nålen. Største mål: 2,2 cm. Den dateres til ældre germansk jernalder |
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| ASR 1375 x181 080701 Fibula af kobberlegering
Skivefibelfragment? Oprindeligt cirkulær, med glat, omløbende markering langs kanten. Den ene side dekoreret med geometrisk løkkemønster. Største mål: 2,8 cm. |
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) | ASR 1375 x182 080701 Fibula af kobberlegering
Råhede-fibel. Fragmentet udgør den centrale del af en Råhedefibel, med markant midterknop, svag hulning på bagsiden og rester af fureornamentik langs den ene kant.
Antagelig samme fibel som x102.
x182 har ikke spor efter nåleanordning på bagsiden, hvorfor der må være tale om en "tværarm" til x102, og ikke den modstillede arm. |
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) | ASR 1375 x188 080701 Fibula af kobberlegering
Pladefibel, fragment. Formentlig oval med dyreornamentik, men ikke i form af et enkelt dyr. på bagsiden rester af lille flig til nåleanrodning tæt på kanten. |
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) | ASR 1425 x002 080701 Fibula af kobberlegering
Lille fin fugle-fibula med enkelte gennembrydninger Største mål ca. 2,5x1,6. Spor efterophæng på bagsiden. Erklæret danefæ. |
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) | ASR 1425 x011 080701 Fibula af kobberlegering
Fragmenteret cirkulær skivefibel, diameter ca. 30 mm, med emalje-indlægninger i hvid, gul, rød, turkis og blå. Forsiden omtrent halvt bevaret, bagsiden noget mere komplet. Spor efter nålefæste og -skede på bagsiden. Et helt usædvanligt stykke! Antagelig engelsk. |
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vNc7FC4x8uQxIOenas7SVt7ez0jV3BeZQlpcQMuF8reSwUn+LiRj2O783Voc0eS+xNOt73tFrfT+vyPYfCfhHRvF3w00PW9OvbyC5hRI7+3jczB2XiRfmyEY/eHbpxXpOg+FYLXw7LYaLcRR6lGrQTMrhminxlirY6kkAn/AGeAK+cfhz40T4Y+MrnSZHf+x7icLvjfKqD/ABjB5wwA+m71r6IMkPg/Xo50u4ktdUg8i7kkIBjmChUl4OO4BYf3hzjGFRUKi5uXXZmFbmg+Xm03RwHhp7vS9Yv9Knnmj1STFzFubzWFynzrj6hWU5/vU7xH4V0608Z6T4ztyxdCIDZiMN5TuF2hSchWGR1GOnrzuaoyeHtR022EJS8S2+1HUIR5kj7cbywfbyzj1JOSc9j5X8XPEVxeXz6dFc3VtYWsZnj2gxs3mHnIPIADYx32+/AorCwfNrZ6Di3iJJx0T3PKtZh1GPS9WSSR2e7ugEEb4Lyuu05Hf+HNYWq+H4ZtSttI0V2ubqZYrVrmYD55JXzxx05Az1GDWrdW+p2eoR783sPmb0M/BViOvoDjH1wKz11aPT9QtrzElrfwTRzRowwjMpzyc8Dgce/UYrhjVWmh6fs30epQ0mxmVJSI4D9ilEcgVwDu6cZOW6Hp09q2tP8As8+qJaXTeRH5DyeZgfeAJUY75Ixj3HNZOjyQTSM7oYwzln54GcnNbGlLDdXmxkxBCHLyDkfdJBJ9yP1rzl/EvY63rHVnpvw70e28Qx2mgXHzW8zl4oYtyuAjMpcEeuQfTiug1z4e+ENN8S33h6w037Y0cAWa6vJy7GRjhY1HGCRuOfp6iuf0m1bwfbHV/t8L6uhEEShNzK5Lktg8Dktzmpmvovs7aoCl1qLwsLqOViTvDECUsDwW28A+p9a9eCppJNanlzc3K6eh2Wn/AA68F+Cdej1a5sxbwQxCKGW4l86CeVlO4BG+bd69R1rwLx/pekrr+t/2VeNaaZbvHKbEviRmYEthQSMKSRjqAee9dhr3xMFxZ6XGr/2rrTWFyMW67o7cy4YHngMmMZA9fSvPVj00+DNRkEd7LeTXQYXrLsix1dXIJ3nrgHGOea6m4yjaKsYQjKMuaTM7T47q80ltNtAkiRSecUKgsVA67vQDPFdH8CPFKaH8XNLnuollG9o03cCMsNoYfga4XTpZrDUoLlYw0TI2BLnaVP0Iz6Vs+D4ZY/G+lu9ubd2uEAQ9skYI9sGuCpaSUj06fuytc/Ubwf4jO1N3zMeNx6HivSbW8e6t1Ln97kHA9K8N+Hv+kqhyW8sDAz7da9l08/Kr5boRt9aWr3Ldlsdv4RhY+JLKUSbUy4KY6nyzRS+C2Ca7aKWDFtzDjp8horRGRS1Vf+J9qDnJYXDhWI6fMaaybo0wd3rx0zVzX226ld8HHnOCFHP3jzVCaQ/Z5FTGRyMnGe1Z+Y/IikY5eMSnYQeV9a+e/wBqzxxJpFvouhRxPNHOGupipC8gFYx7jO4n6A1799ojm2sx2bTtCjv/AJzXyt+25d3uk33hbVLRVaGQTWch25YdOB9Q5/LtVU2ozTfcUlKUWl2PAviVqWjW99aacbkIbOK4kuoYkLq7gqBlsZ2gh+MfMRnGKveF9YtLyzS301I5dUvDJJdXjA+XbjbmUAhfmccKcE8YGRkZ4TxQ2qeLhd3l1dWejx3M8JjWVpUkWFcooRSmADtJLKTnaAB2OrfaL4S0Ox03Q7aa61bfMkd5PNOVtkjR/Mfb65JYDg8kdT19xVYx1dkjwnS5ko6tk/xCttP1rSYbJL+QWS3SecqgM06DLJMWxgY8xhtB7Z5J4y9K+IVjpukXGlm0W8SG2JS4GRul3Y3OCDnGS2OBzj3PPalqUE+q28OhaS9nCqbLeNn3ktncGfJ+9huT2wOw4pWukSRwTXl5JHDB9mknjt9hBcqQFVh0H3lY+zdeleTLESqTlKC0PUjQhCEYyepTuGuF0zTdLht/muZg8F1L8pc5Ks2O4Ld+px9K+v8A4dtDr/w9tbO/uk1F4LF7W6lliO1gCQVEnQ/wjg9BnqOPkjQvD+oeK75L576Qw2W15LjnCxqfmCnp8q/NjOcdOa+lIYbCw8FzXE9xDYeGlVJVuFzvmbAO1CDzu56AcHnHJrpwsXFub2OXGPmSitzp9W8R+HtZ0V7YWP8AbK6bKifaLiYxxRMjK3MwzjbtBJHUqAeTXnPiS18L/Ekag9lqKJqTMzo8bFfNIQARKhJ+XCj5m2D/AGeTjg/iT8S5tdtksNNtP7I8OwjzItPg/jUHO+THUk846D3PNU9M1Dw5capockUM2lxqfLuXjuA7MCoYtnoD9wDgcEjqKxrYhV1JRV0vx9DWjh3QtJtpv+tTpNW+Gb6TokNvPPqVhqmI5XW5liaCM7AY2RkBPUgYOOAc9K838S+F9VupDNeyfb4kUQiaE+ZIMZAJBxu+6Tn6eor2TVPFtu2m3/2d1Z7dUZWmQeXwCqrkn3J6cnHWvPY/ia82l2gsbdvsQuCq30kaqpl2B3UZ6sFfA9Cw9q8yUZz1gj0ouMbKR5ldeRpRMMCs3JU71z25HPTv1Famg61BFpd7FJ+7kuCvlsoxtC8Y/In8a6u81XRdc0JLnUrWESuA7bfmmVWJVejc9CcNzwD0Nefa9pUOl+XJYaimo27dJYcjZgkBHB6cbefU1EU4v3o2Y21JWTudj4g8TDQ9H02GP7Ld3AzJMyMSytnb5bAd/lz+P0qkuuay9hDHHD5Ka3IJCluxdmZSQOBkrg54PY575riYbpJJGmaZYogQxRskbtw/n/npW7c67Ba6dbxSXEjNCd+N5+bLbmC45weefQ108ykZcnKjotMurnw/4fvba0u7e2vriVVF5ECZJF2lHQZPIGDzjg1NptjFJpFrppuIISDJmW5fGdiMFBBO3AGQOO9cpHqUOoarK7yppenmbeFUg+UOSFAJHc459axPEE39qtJPbb5CrgFgDyMcmrdSdkk9COSN2y3dahHcanJJBbtNH8wTcwwcgjoPfn8K6j4X6Xc+I/G1nc3DsEhkGCuAPl6cdq5fRtUit9LVYm8m4RsBhHyMnk5+npXtXwC8JurfbXAzI/AxyB61mr2cTdb37H198NY28uIj+FclgOte0aTIRMpGPmTJPpXmHgPT2tbeM4+UDHTsa9O09ZI1UDCBeD71oloJvXU7PwbubxRbAqBtDEHrxsIop/g3B8RWbdX2tk/8ANFVFWRDItUkB1bUUzy0z5OM4wxqgWLQou3PVR/jVjXJBBqmpKRh5Lh9mP8AeqLyWt4WySW3GoW9hva5Sa4VYI8rsG8Mfcd/6V4T+2RpsGrfDeLU498MthcKw+UfdcYb8fu8+1e7zND5TFRnHX39q87+MHhO48ZfDXXNNVlSWa28yMf7SEOB+O3H40qj92yCC94/NHWNHaSGS7M4uBCV2q5L/LggcevTn2rPbzkwI3jyQpf+JjnomOucj/69SeIJ5pIZrOWKMSwjaskSgFmyTuPrxnr61F4dsohv1S4t7meCzQoBAijzJSo2qSTn7xA4Bz071xxpynJq5pKSirst6fp8GozTTec8bId5ZcAuPQfkePar+peZosdxZT6bLfahdBRHw21VypyV9CVQ4I70NqV3cXEQuRApghjWFYVG2DL8r/tMTnJY9620i3afLd6Slw2uwyB4cS/vCflA27MYPJOM5GPetYRdOdk9DOUlKN2jRaHUtL8PWNv4nF1ZWNyxZdOtyI5p4wAfkH8KlTtLH0wOcioZpNZ+ImpWsYsDZabblba1g5W2t+dvXHrx3J49q6WT4h+I9Jmt9DMtnZCy09kkmm/ezTM0ZYAufubiDhVxyR1rI17Up18I6ZYWd0bG6ikG9zbh3aTerRqpJ9SDxzkD616dRQqPk5m0v0OGDlFc3Kk392ptWTeHPCO3TU1jT11G7RRqM18wMca4YnaDjJzjaM/w59j5Z8TPHXgyDUo5fDOlRGeNJYXlWQtHJIFCq+xv4c5bnrx6Vxl1b2+y9klvLm5vsq6Osg2FycYOQSCFDc/T0rmNNtLm8uvOt0dijZLIpO09QSccCqnVi0oQikh06LUnOUm2aV22o6xo9lLdakkUMs5VIGODvG0F8KOmCOeuQfWty00m68QfZYLHSidMtbZkluIFaNXK53SyEsQcMByP9kcEgVxN5fNd3DNvZkTOG/vH+99TW9/wkVwPC9tbGVfslk+y3iWTGDIHLvtAG5s4yx6BVHSs4yVnc2knpYyIddnnuY7axj8pchdqk/O2c7uc4PA6egrbEn9o2y+Xby/ahMsDR5z5m4ZGABnJIb8xVqO3htfDNvetZwm3YeWJIZMOxGPmK9cHkdq3dY0uCHT9K1tYpLKBoTIzqd7jev7teMAn5T82AfbgVySm72kjqjFWvFnH7ZNNuot6nYjpIVxgnBz/AI/lU3idVjuPtUG1ZXRZVZWycngkemRzjqOK6DxtZzWEl3ZTIZpIpRKJt+7hgTgHHXG3NcHdT7ljEYIKjJI69azjdKxTs9UFmwmkZpVWSXAAZucYIOfyGPxra/ty4tbKS3i+Te2SwGST+NRQ6b+6jbLdcnbU8dg13IoIMccfLv68Vl7R1HZFcqW4vgzS5da1aG3VThnAbj1PJr7a+EPhX7HHGhi5AADY9K8b+BvgM6hMtwsGxMjbx196+0PBvhsWccQwVbHOBxW8e7E+x03hnS/3aLuXJ6eldvbfKrIw3HOM+hrMs9NWJR5fyuOc+p6VuwQmOFAwA/iPvWple+5v+D9x8RWJOAuHA9/kaiofA8hn8TW5LEhd+M/7jUVUXdCehV8Uae114kuZdzEpI21V6ABuahuLj5VJVgzd+w9K1ddZG1i72thjI4OO3zEVR8v9zhVJc5HXoaEiDMjUy2oBUl1JI4xnisvUHeS1lEZAZk2qpHAI9a3TEYXih3bmZWbj1HNcZ418U2Xg7RLvUNQlVNoxHHnBZv8APes5XSLjZn5veLvA9toPja60vUxd3V9ExkltoyHCkk5AYAAgYPUdwK6rXvhBNq0y2ml6bdw2bWtvMtzEDsWUr5jE5A5wcZxkYA7Vu614ok8Q+Mm1o2cl6lzO88uwDDBcgL16ccdc46V3nwu+IVsbC/TU9Rg+3XEhdLd38sYPO0FuCSWOckYx71th6UJr35anJip1KbvFXPHdU+E/2e2t/N1I3kkKYjijtQmPmBYFlALMcnkqcAY5xirdr8O9ea2S4TTJzK22SMxHBYKwBwAc/XAzyM9q+mLLWrLUrHzpLFhd2+AkN/AY8SEDoSCOoAyM9OteceP/AIs6D8OFM11Y2UV9ZKVtrG3laSQs2GLNwqqM+xJPp33qYGEnzTkckMXU+GMT5r8QaXfaLr15b3RWKTc0Sqg5Vh0GM9uar674g1OPwBHFLeOgWTeJIgpYbvlZsjkAbT6frUeteKrrXNUk1W5t41lupGlfk4eQg5Yc9zzjPWqFjcWk18NMvgxtbr5dxIUlySVJPpk7T7GvKpScJaM9apHmXvLbUo6XZy2XgHUdRjjiSWNQhlm5lxINpKgjjO/OeOOnvh6WV0OZrOTUfKW6t3D7PnRCY2GMD7zfNgEdMnritHUPtC6HdW0CZj3iO6DIcyyNyoX6fL06kfQ1z1vZ3Fvcw3k1rHLG2ZI4ZciMt04A7A/hXe5e9oc6VotsXSfD8er6nb2tust15b/vNi5Mic/NtGMDG0YzkevPHSeKvBcNj4fg1jTAJdMYLv8AOlRX8zbzhAx+VSVHrkkGl8LaxqHg66SfQZxdahdxzWjyJEG2gsA21sYJ+VDlc4BIPBruPFni/WvFHw+0/wAH3sMEUWk3El1GjSqm5XkJeOJSO52sTk854HIq1FW13MpVJ8ytsec6beRXsd1/aMzWLSN58FnZwBYpZOCFbn5RjoP5cV7F4V1jwxqmn6BaeRLPfG5KyWTqAm4uTtHzcrz09yOa8r0zTf7Y1AaVIY7e7h3G9up5Nu1AMlFGcKoHGF5OOnavW/CC6Gk2h6lbWv2K1iM93cK8p2sBuwkZ2jgBQm4HqG45BOEoQk4yfQ6+aUIyRxXxm1Y6p4m8QS+VEqW99JFG0WFQru2gqOwIAPHrXA6XHaxRXDXVpHO5GFMm4Y6c8H61tfEzWBqmtXUu6FTeXMl03lA4AJOB9OlULW3ia1VvN+dSQwx7f/Xrzptx1OmMfdSJ9GmtoUVmkEwAIGPfHGP89KnhjDCaHOTIMr9f84rGt2t7Fldl3BiTt6YJ6VcvLpreDzEBIiAyQOpPesYXjO6NZban2L+y2rX3hu1juVC3MDGNtw64PB/EV9WaHG0flkLgE8//AFq+Dv2UfGlzba4+mXhZVkiWeISgg84P8iDX3noV4t5bxk8Jj5cdTXrLU5W7G9BuJZwjYJA5HAx3rVkaRVBKb/4Bz0ql5i+SsSkhm6Z6Zz0zWi2WKhWyBkkkZxSsF/I0vBf7nxDZIDncXz/3w1FP8Ggf8JNakYBAYHHf5DRVx2IZBq6yf29dvt+QTyDpzjcaWYrDakseFOT9Tzip75m/tm+28KtxIzE89CTis+8ZpI4lYBTvB5+tTzWugcdEylPfw2H2q7nkWGCGMuzv0RMZY/kK+JPi94o1Pxv4iu74o7WDyhbe0dCfKjx+6Mg55ZecEDBY9TX05+0RvHwv11LeR/OZY0zHxlTIgI47EZFfCl18RpbXxRcWmp6XCEjv/tH2rAd92QAWz1ABUZyMhQcV00ZU73qHLW9py2gdNNqA8E6W8tzatPflybYFh5Sg5Ickdhg/L1yRnHWszxF4yudZ8O2Eoa1tppPNFzc3FqAYWOMMHBXkLvb1478Zi8S6xNrmpwgwXhs9Pg+23MrBVj+6XwrHtsOcDJJwMcV434s8aWmpzKlvaXNsiyboHlmLFHJJZsY6k478Y9K2rezw8eW25jS58Q1J9DWm8c3t1pcNpp8t+NQZilxdMpjJQADGQeCfmz7Vw91cf2pIUlZ40ibDs7j7xPA5Hpu4rZuoo9H0ue8vpZpTNGypJJkZbHGBjoD/AD+tULXTpvD+hwS3Njcfab5lFnMDIjF+pZAAA2dyDGfT1rg5p1nzS2R2JQirRNDT1kvtOitPNEcvngh8A9ARnd/ntVS6Vj9nniUPOCXGenqMVWsYTpes3FtcsryxHhYsOCxABBbj1/MVJfXEBYCF2ba3ybmIIPX7uPda8x+7U5TuXvRuQ6jqt1falBeSS/aYlbzJoyMEuoyA2OoyP5+tOjYw3Fve2fnXSzw+VNCCR5b4OwA+gwPclT0zxmSWLzSSSKSMj59q78jvgcZxT9F1iBNSha4dbHaQPlU+V174BOOBnivQUuZa7nM48q02O20XR9V1yGze0uLaK2tWKCSFjtt1Z1aR5P7uAoOf9jmn61b6RJqmp3ej2mo3MUcscrCRludwK7WfcQyrub5wxIIyeOm3mdY8Q2V3I5htUeSZmEvlOdsmc7emOBnp64rY0XxHBZz276nGdSFtAzyQSSfIMoqqOnoFyOmcDpmuhV2vdl/X9ehzujdcyOm0T4fXmta6J7XSrWZpHSW3so8uJW8tQXZmJyQSd2ejbulUPinrSeEdPTRIZVlvRuS8mR8jAkyIlxwF3KG46n2FV9U+Otxa6e9poVtHpULRCJBE7F41ByQrE55PevLZmm1q+i82RnXO51VsHH1P41zyXNI3i2lZrRDrFXvrx7iVW6Z4OQMdPwq6dPutSvGVHIVTt27ed2M5xU91qkKp/okCKisQVUhiBxxnHKjFZz63LcSKzB/NbP3TgE8ce3H86XKnK3Qvm90t33nW15F5qryoYAHPT27GrWlTLPFcLeSiBmKkJIcDYQxPvngD8ar6SsnmXF4qC3dFyJNx+UDqFqFLhZGhfbu77Yzubv8AeP5fhV+xhypMnnk3odf4M8TS+G/FFjqdpcyyRW0iKzc/6pQFI/Kv0s+G+vRalp1vJE4ljdBIrLzkEZBr8tb7WnW3EUdv9n3MXw/3mVu9fe37L/iv+1PBulPIwkkji8liBjLLx/Snbldr3GtVsfSdtfGa3gwfmMgYcc966dGjkg+WQBm/hx1965vSVWVIHwECncTjr/nNb8LZt4mYKdpOT7dqfQVzb8IqF8T2+BhcNj/vg0Uvg8ltds2Jx8zgLj/YbminETKesXIOuajANwk81yvp1NZkUkktrGzZ3f3W4GQSM1t6hEP7dvkdAQ8zkyZ5A3dKxL643OQsZWOPIznqfap0DUxNb0uLVtG1K0uovMinR4iCM4BHDfUHn8K/MD4neFdV8H+Nr+LVJC2otK+9pCCXyf8AWeuDnI9fwr9SmYG1lDkIwHAz+lfM/wC1P8Er34lafaa14ftJJtasU2PBFy0sfsO5B7dcHisKkdNDSDvoz4r/ALU1ttPuNGt5pUsX3TyAFsnCFQODwOSMeprFk0e0WztrhtRkubxz88JiAROOoJJz27Dmr10+r2U96vnT2V4VljlkmZkZgE+ZSepz0IPrzXJQyyzw8ZD4wWZyNxPqPwH6U7yqR953ZHwvRWLOuahqN0xs5JHkW3I8pcZIIJIPHfr+tX7fxNqxvrHVbmT7dNYxYt47kl1g2YIO09vp6egrCumZpJSzvsHLA9SfSluLwSW7w48yd+OOQo5AAHrRCpOKUYjlGD3RNZ3m64WeaQiZeVbq2/OQ2K2Y7SMRxIZZJHlDMU27DuAwSeOOlYWlWzOrSYDSAFcn1Pce9dTc3FxezBljiEkrfN5ahdq46DGMdvyrnrWvoaQbNSGC3l0+3060mZQm6W6dYgw+6T1PQ8Y/GuU1vTUmkkaNvPjbBViuGPAHP69a9P8Ah/4E1PxBdm1s40ESkGZ5m2IQeWRnH3c8D68CsT4t6PpfhPWp49P1GK/szFGFmgTG4jIbgEkYPHPUAGpSqOClHYUZR53F7nl9xo7W+wrEVLYBCtz/AJ4/SkeG6aMxPI6q3J+brg+v1/lWtbyNeCO5SHaQ5iy55dskk49gQPwqnLeiSSSN3CkHHy9x6CtVKa06jaXyM/8AskJgkkknAYnt6035Y9q7d/JJA4B49etbm23NunlkK3UhuW+n0rOuNtu/A81mO3GBxmnCo29RculkRWdu8YJSAyhvkZZASFHByMdznH41sWtnBNZuWdYjCudrtggnA4U8nv8A5FZpuPL8kLI0UkZJGST9D+taVqbQKk13CWIRlLE53sc7QD2A9fau2Mk0ctRSWxe1VbLT9KMEIaVpQuZt3yZ2/MOn0/CsCx1CO3ijRHVJZPkMjAYTnk/59Kt6hbz3VkDP5aQlA6IpxgA4xjHOM9vfmqEsEfk2yQkSSIeWTue3FQ5a6mkU2tDVt7ddT1bEkgy+xBjuSOnuea+/f2fdEGl6JZJDB5SQqFXHTjqa+K/h34bluvFGkRPCTPLOkmDwEUHJ4/D9a/R74W+H/suiKrLz3HpWe8jdfAemablYo1ljZUYEdOue9bdqjfu1AHyjPNUbBQ0EEWfMCc59q1I1VWV2OX+6MVot7mbvY2/CLLJ4ih2jAUsPx2GiofB7t/wktsDkZ3H6nY1FWiSHVdq6tqT8A+c+f++v/rVk3G24VFjYYP5DvVvVhJLruoIp+9dSD6DcaihjRoZiq42tsGfQVG+xN7GNqCxqyqQCqgnJ9e9ZRuGXzXB28cD8O1beoR+YoRV+WTIIBH41mtbbFkBUEK3GaUnrZDiu585fFL9lXR/iN4kfXZtTurFroF5re3RGw/A3KT0zjkHOfavGfFH7Gmv6TdrL4a1Kx1GHOQl4nlyADHXgqfXrX23eZfzNqgIRxjqQprK+zhfLycOPvZ5xz2rPl7M15u6ufnxqv7InjuNiJks15UKXuQV+ox6fT86zdY/ZQ8ZaLaeYk+n3lwpGbeGVgT6cso/Kv0A1qAzopxnc3yLjkAdzXPajp6rH8yBj2b154otJaJhzLqj877rwfq+jXUdrd2k+m3cWIzmIhR0GemK3/C+jtcSzQXsy20655ZckuT8qjPToPmzgA/n9pa5o/wBrKRtEHZ3CsjDIKnIwfavmTx14dk8GeOnN/EsNlIxKeU3LRgnb8x4B25+mO/Sspp6X1B2s+U6W5XSbP4NavZfa7yDVZ2NzFp8W8jHBRyCfmBCgcnA7c9fn3WoLaZobe3hkXam3M0m5WJAJwB2GRn616uur+F7WO5/tK7m0xJopDI6ossskZKqIkkbo2wtyB1APtXnd5q9trpneKyWwsLdittCoLuQxzhiMZPHJNdNRpUrxfpY5qN+fU5q71Ke1hgtHFun2fd+8iQAuxOSSRye34AVjxzLcXCluAe7Vs69Zqt0DFKhVTlnBPyjvn/PaucjuYhfogLNDvG5x1fHBP0rni3KN+p1O19DoYdNQqpd2H7zIx24qHyhvdl/eBH54rQuNQjma2jhYqjMFDKOFPXAP1FdRo3g0X2otDGFkRny2znn61zwvKSub2tHQ4rT7CW8ui0VqGCtwoGfzrXk0HUCI0azkdsbVCoeR719Q/Dn4PWeNxtvmYjkj2Fes6f8ABSxlaHMIbb0AWu2zTOd2sfn5ceEdfv3iYWE7rjBIU/dAAAH4Va0DQZdOuVlm0+4ubpSAtqsZUg+p4r9E7X4N2dtC6rCu+M/KMYrRs/g5bNtmNqruHx0/XNKSkC5dj56/Z6+DtzBqjalfW8guJxvVZeWTPIGfavtXw/pb6bp/lR/O2ADk46+tN8P+C4NIjh8tPLk6N/hXW2VrFBvH3nkGMHqPerjHl3CU09FsN02COOzMWMD7oIHOKuRxIvlhBjae9LZYt5XSaQdcr8v6U4fu4wi7S7N15zitFbYjXc0PC2648UQSlgoXfhB6bCKKTwfGE8QRNnJLMOv+w1FNEmfqiNF4guyON1xI3TqNxzUI2LC5+ZWU9x2qbVpWXXbsAkJ9okXp0yxJ5/GqyhjAdoLjkjceKSskTq2Z1tgzyOiZKnADZ4z3qC4QNgIM5HGf51rMoSQsRucAcfWq80DTTFgNpb5d3YYpOOw0+ph/YEa3LAYU5Ucc4xnNZN1pp+0RsvRRzmuraHbbxKepbP4etULi1aHzQqh/MGCSOnNJx2KjLuc2+lC4uFygOFxnPWs690Ffk3x5JBIwOD6Cu5NuD5aAD93HtO3r0/8Ar1XksiyRhgYx9zdntU+TH6Hmd5ohFxFJs+YsDivIv2iPA8N14di1Vgwaykw2EBDRvgEe3OK+kbnR9kjALvGBhj9a5zxt4bTxB4b1XTZFBFzC0Yb+6SvB/A1Mo3Q0+5+fsd94M1rUrvUPEN4UlsrYCDT3Zw0hAGBuCkMx+bqB1H4c1428XaE2p3t1ocMdrprOUSMJiUnu7AnqeD7ZI7VU1nwfd6Xq+vLfaLe3F5DKkBjCER28hxgMwHccAZ5rntf0W10W6nWS4hmuLeZLeS2bcHJ8sbm5XgK3y4PORXRJe0opNI5YpQqt8z/Qzr7Vobq0u0XzIzIyjy8DaAOo9ay7CRPt0puIUZiCFjZSu0ngEAdxVkRx3V9HB5bSR7iz+X8p2gZPPPb2qpYuLi6IldkjfClkXLDtkD6VjFabWOm+p02ntLqN1b2sUZc7QEVei4AAP+J9c19P/CTwisYt42AeX+Inue5ry/4b6BFqV1FcpaiFFjWJUwOMAA/mcn8e9fVPgHw8LO3SbaysRhcjnFZRhys3cnyo9G8M6JFaqqrgbfvNiu20eKOcxyRr+5zlWHfB7VX8N6eI1j3FVVR17mugit3kK+SCEU8hRgdeta26mLLy2MTvNNKMbxj/APXWlY2CNCvBygyahQuFkVlUOqZ+YcVpaerpF9/cCOvoKtWb0JdyCOzaWRnB+TAADHHTvUkcg2sGUiQDj3odEUgsSxJ4YemabMyTTJEFIKbSG7kZ5qZDRPGu2JnYlmxwo/rUkKiNQhGX65FMt8QrKSSzP0DD7tNW52Sxqpw+3nNUrXFrY3PC2yPWLQYy7lz9Btaim+FpG/t62T74+b5+/wB00VfoIxtYzNrmoryEWd+3Gd3WqdqskxZfvRnI54PSresbV1m+wxBaeU/Mf9s9KhtZ1t5HjEeJGz94+1Z9RkO91hd2GQF259eeKgVWjLyB2IYEquePf+lXmj84sc58vGR0HT9aryKi3EKFsgLgjt0p9RdCK3j+0ZyzDpjjj6CpJoS1wyDkldoP+1z/AI0luFjXc2XXJwuafGoWaNjkbeTu7UkBUjXzp41B2tj94MdCO1S6iV8slIGJjG/PWkktGYs6NiVS2Gz1H9am85ms0ieJxI42kqPl/Oloy1cyxbtPaxtIpR2GWAOcVkS6WCt1CqnKsGHPUHp/WuulAWEKwUSLxgdelZd1bv5MMpDbicOV9O1O6tqS99D5K/aQ+D+t6ot14i8F3FxDrDtG93ZW5UfaNg2o656sB2z7jkV8P65p+qaPrF3JqVnJHfSFxML+IlssCGYhu5z165Ga/W240/dcqBGVLDGD+Nch4m8A6Z4kmih1XTLXUUU7sXECvgdcAke1Zc09r6GnLT3as+5+WeneHr/UJfKtI5ZpXwv7hM8Y9B9a9H8G/BXV7vVoI5bJre2jGJJZeGb2Udq+6x8O9Ost62GnwWY24/cxBfr0o0/wG1tMSYcp1z689qLzb1LioWbPMfBHwx/suQJ5QCINqrj2r2zw74ZWG3QbTuHt+lbml+G47domaPCAZLe/SuntbPyGi2xkrkDIq0tDNy1G6RZmOMuUOF6cVt6fajJRhkn5+tN020ZEZl6McAVYXbHfDHzKBz2qtidyzDH5wVQASx5yKRZFVkjUAFjyewx3qdsRgtH/AJzUNtAZmLlGzH3+tHUOhaWPzmK7uFXt1qFViaaVMkDGFI4arX2cJI2CcMvT1+tNjVI8kDPYknrSs0O6ZRtWMa3DuxkWP5VZuSff61aFsrS+buToNh9fT+dReXGrbivyM3AHbimR3UUN15eMh0DJ0zx/kVStbUnU6DwiWOsW+eodwff5DzRUHg+f/ioLeIrwdzBs9TsP/wBeinHYHuU9Tt1/tK8JUA/apjubry7fpVOWER+WxGMLjA6n5aKKLKxK3I45lNm0gJV5BtX296Sa3Ek0ayHDKT90daKKSQNkkcKoXYHKfN0+nWmrbtJbbmKkOc4HXFFFN72Dpct/ZxDCVc/Pjr71H5Yh37T82DgHkf5zRRUva5SK6xhAHb5mc4x3qS4jMkYTBIHSiiltoLfUyl0xltzK+MqcDd7npVGDTJbi4LOVZQODjr6UUU7WDqF3piRx7Ehw7tjPbmpZNF8sQlBhjweKKKYy1DYNGxTYr4PCj61ZntTHMIVGA2P05oopSY0aEYEbQ7VVY2wM/wBfaoDJHNcvghAX2nI7UUU5diUOldYiqg4wQfqSOKXTbg7Lolc5lGOc0UVG0tC7c0bst+cCGIY7FGSw4x7UKgk8pU4bcSSemaKKq95WElpcjZoxGC7fJGSOhOeetUb6YxtFPHGzyRgA5xyMjNFFO9mwir2N/wAJYk160dcD72QB/sGiiirJP//Z) | ASR 1425 x014 080701 Fibula af kobberlegering
6 - takket broche af bronze. Ret grov og plump forarbejdning. I midten et cirkulært svagt ophøjet parti, hvori der er rester af emalje. På bagsiden er nåleholderen bevaret, sammen med helt forrustet del af jernnål, mens nåleskeden er afbrudt. Diameter c. 2,0 cm. |
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) | ASR 1425 x045 080701 Fibula af kobberlegering
Fragment af heste-fibel (uden rytter), med hovedet mod venstre. Dele af halsen, forbenets lårmarkering, store dele af kroppen, samt smådele af bagbenets fod (under bugen) er bevaret. Under lårkuglen er benets øverste del antagelig udformet som et stiliseret ansigt med to øjne og et stort overskæg, der rager ud over smykkets øvrige kant. Stykker er noget bøjet i længderetningen. På bagsiden ses spor efter nålefæste eller greb - tilsyneladende uden hul, eller blot afgnavet? Største mål: ca. 32 x 15 mm. |
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) | ASR 1425 x052 080701 Fibula af kobberlegering
Del af bøjle fra kuglefibel. Største mål: 23 x 10 x 12 mm. |
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) | ASR 1425 x059 080701 Fibula af kobberlegering
Fragment af korsformet fibula, bestående af hele foden og dele af bøjlen. Overfladen er kraftig korroderet, men man fornemmer tydeligt at foden har profileret dyrehoved. På undersiden rester af nåleskede. Længde: 5,6 cm. |
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) | ASR 1425 x063 080701 Fibula af kobberlegering
Fuglefibel. Med rester af nålefæste på bagsiden. Ingen spor af ornamentik på forside. Mål: 22 x 32 mm. |
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) | ASR 1425 x064 080701 Fibula af kobberlegering
Karolingisk pseudomøntfibel af kobberlegering med rester af forgyldning på bagsiden ved nålefæstet. På forsiden ses yderst ses op til to rækker af grove perleborter, dernæst en fin af slagsen. I det centrale ses en buste. Bagsiden er udsmykket ligeledes med en grov perlebort. Del af nælefæste bevaret. Største diameter: 27 mm.
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PXGasXmuWGmwsDOkr9UEbA465BrkrvVpr7O5mCZyFXpVK/U1tfVMdc3Vzc3kTSzebEi7IxnkKOma0lcwxoAMnsefrWZYMrPloi4ArcsbOfWJI7e1RpZOnHO3nqT2pylZXHa/u2PdPgnNJf+Grm6kb5/tLINo4ACqBjtRV/wHpq+GfDttYAqzRAl3HdmOSeR60V5EpczbPRjDlSR7m2E2qVwTwMjOf8ACi4ULHtY7f5+nSmMvHIPXGc+9Mug3k7Q+9V+ua5ToPJfiN8MLTxNNJe2zLb35TbzwrMCME/hx+NePeIvAOq+GfMnnjheAcCaJ+AfpX03qLIj8swftniuT1+xttSt54LjdJFKu1g3NaU60qenQmVFSTa3Pm83yNGQPvKcYYZzWdMUmEtzPIFlACRqq8Y+td34w8CjTt1zYDMeQPLIO335/hrzy+RlDK0bRMvVJGBJ9we4r2KcoVFeLPOlzR0kiK1QSyY6r27n61cgtZIZtzHKnnFUPtAtbgDjbgFsH1/+tVltURslAz9DuJ7f5xWlmRdGph44YRtRFJxk9fpV7aZMKEZQ6/h9azbe5Ty13nd/GN3atSGcXCApKRt42txUMpeQ61ZLaAllVdozuFXLVRJZOFKyPng4rImZpG2hlyfxq9p90lqgzgFck5qJeQ0P8nyPnn47YJzT1jikZmjUNtGDyMYzVCTUHuGRmcOWPAA9utDXBhDDmSR+fl7+3vzVcvcm62RfuWK2pmIU4OxUHLZ7modLkkaYwRAorKS7HqQOeKuWtndTrHIlqV5HE5Cg47EdTnFTWfhqS3ZvtU3PQJCeF/GsZVYQ6jjRnVexi6nb/aLhYYeFLBQztkZ59BWbJZvD5gJUyo2392cqOvOfwru4dLs497GMLIDz1PtnGad5cVuQscYjBGcrF1/KsfrVtIo6o4V21Zw0WmSXkT77OWVQCN23GTWXc+E7lYSUt5SM5ClcED6Yr1OHKyY3bVxx3/8A1U9FO3Cndjg4/wAKn61LsV9VS6nkMPg27uJlJ0+Yx4yzNx/9ateP4c3fmMECxoR91nz/AJ6V6HIxTpIRtPJIwKEKyKSD82Pu8cmh4mfQr6tHqzj9M+HSqpMtxGXPVRnA612Ph/QoNBiYxsu6Qgk45wB2xVZJBHIuTj2UZFXY5tig4ZueuBxWU6kpKzZUaMYvmW51WmXKeeuDkYzhhxmiqnh5ftEzGTLADAyOKKyKZ79KwyrbGZ8cED/GopJj5AVVLEtgL7e9WLiJ5c/usE8ZOfz6Gq0lqzbihP8AvdOazLRg35LY8sbD0O0fpWFeRySAh8n/AGge/pXXyxZXc2BtGcHgHvzWBqVq3mEoNq/3fTNZs0TOQ1KzjuVeB0WRGUqVYAgivN9c8ByXX7mVN4jOLeUnjbwdpPUY7Zr1y+01mXJbJ+hFZUkZVWDquOny449zWlOtKk9DKrRjV12Z806xp0um3csciNkHBLjmodPCtGQE/hJ57+n4V7dqnhPTdSeVmiLz7NqyMc4HpXnmrfDy/wBL81rdEnhzkFT+8Vfp/hXrU8VCejdmedPD1Irb7jEt5o47dRJnKnGVzg/5NDNIcSxsykdOc06OPyV2SqyruwWZenPOKtW7RfZGyGOwFV29DzXV5mC7IjW4mbD43AfMccDFVpdQO1gC25+AoPWpi0txKttbRtNNtC7VHJ4rp9J8Arj7VqeWmU4WKN8Ko9CawnUjTV5HRCnKexQ8M+F31YG6uJG+zoQIlUbS2Op+gPFdpY6TbabHiCFlLDG7bkt7ZzW3oukyX0yRqipbxjkovAHoK7KHw/CmAI+WbHP/AOqvJqVZ1HfoejCnGmrW1PPlt35VAGz1UEfnSLp8jLkpyeMg+9eoR+HI40ctGEK8ZwMfmKiWxh2lBEoycHj+XrWVmacx502m+dETIoUrxu9cfSq/2LblWwT/ALWSfWvSn0uBVKHv6LwRWfcaHFOudgK4wG2809Rcxwzae5ySpZcjDdQevFPXTWWEAR5U9wMc12cWkwwfd4HQcjv0NVbzTS2WI+7kH5eaeoXOMktwrEnPX8qpmNtzPsYj16107WBExAJYgdx/T0qOaz4U7SA3GOvahMZgQ2+0bVyMHjd/+qrUenvcKFwxPsQK3LPSEUeYDlvVhV6C1DH5YwGHfsKoi4/TdPjhtUVWkjbIIX1x2/z60VqW1s0cZJLEdcc8eveitNDI+hpPhP48i+VfBHiPCjhhpVwc8emyo5/hD47ZDu8EeImPUhdIuOfzSv1Bor0/qMf5jm9u+x+VsvwW+IDXTbvBPiJo9v3hpE4ye+fk46frUN18FfHro3/FCeJhg/LjSbg/+yV+rFFL6hH+Yf1h9j8mbr4G/ENoTjwP4kJA/h0a4/lsrAvP2f8A4jsq7fAfickHn/iS3J/9kr9haKl5fF/aGsTJdD8ZZf2f/iWCSfh54qZu5XQrrB/DZVD/AIZ/+KCzbh8PPFwBHP8AxIbr/wCN1+1NFL+zo/zF/W5dj8Rb79mf4i6llLj4ZeLJVPX/AIkN0P18usFv2P8Ax+kn7v4deNl+bkDQ7nH/AKK6V+7FFaxwbirKbMnWTd3BH4d6d+zJ8S9HVhafDHxUrMMFjoN1ub6nYa0bT9nX4oXE21vhx4sjRuWZtDugf1Sv2zoqHgIvVyZaxTWyPyB0P9n34g6dHj/hAvFAYnJb+xrkc/TYeK6CL4F+O92W8C+JiWOcnSrgY4xjGzp35r9XqKr6jHa5P1h9j8pf+FK/EAbx/wAID4iwO39lXBBP/fFVG+CnxCuHy3gLxMpxg/8AEnuP/iOa/WWij6jH+YX1h9j8m3+BvxAVlK+A/Eh45/4lFx6/7lVB8CfiFIyk+A/EwH+1o9znP/fHSv1voo+ox/mD6w+x+Rdx8B/iB5YI+H/ic7fmwNHuST/45VdvgT8RZI/+Sf8AijqeP7Huc/8AoFfr5RT+ox7h9YfY/HKb4AfEduW+HfifOBnbo11+X+rprfs+/Edxk/D3xTnH/QEuf/iK/Y+il9Rj3D6w+x+OEP7P/wAR1j5+Hvindx00W5/P7lPk+AfxGGFHw78Ugeq6Ncn8fuV+xlFP6lHuL277H47R/Av4lqu1vh94q2L2GjXOTz/uUV+xNFP6lHuHt32CiiivROYKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q==) | ASR 1425 x068 080701 Fibula af kobberlegering
Næsten komplet næbfibel. Spidsen af hovedpladen samt nålen mangler. Overfladen er ornamenteret med langsgående lister og antagelig små stempler. På bagsiden ses rester af en støbt nåleanordning med en tap til at holde nålen. Længde: 55 mm., bredde: 27 mm |
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) | ASR 1425 x070 080701 Fibula af kobberlegering
Hovedet af en korsformet fibula med en rundstøbt knop øverst. Nåleskederest bagpå. Længde: 16 mm. |
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fqKQWMwwNn6itWilyoPaMy2s5uMJ+opv2GfP+r4/wB4VrUUcqH7RmQbGf8A55/qKX7DN/cx+IrWoo5UHtGZH2Cf+5n8RRWvRRyIPaMKKKKsyCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/2Q==) | ASR 1425 x078 080701 Fibula af kobberlegering
Fragment af fuglefibel, hvor fuglen ses ovenfra. Hovedet og halen er afbrækket. Fibulaen har en del korrosion og ornamentik ses svagt. På bagsiden er rester af nåleholder.Mål: 2,7x1 cm. |
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) | ASR 1425 x083 080701 Fibula af kobberlegering
Fuglefibel, fragmenteret. Med fritstående vinge. Hele halen mangler. På bagsiden rester af nåleanordning. |
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) | ASR 1425 x084 080701 Fibula af kobberlegering
Fibel, fragmenteret. Formodentlig en korsformet fibel. Dele af hovedpladen og bøjlen er bevaret, kraftig korroderet og med afgnavede kanter, På undersiden rester af rust fra nål og nåleanordning. |
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) | ASR 1425 x087 080701 Fibula af kobberlegering
Plateau opbygget emaljefibel med blå/hvid nuancer. Simple furelinje i stjerneform på den flade del. Ingen spor efter nåleanordning på bagsiden, heller ikke rester af loddemetal. |
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) | ASR 1425 x088 080701 Fibula af kobberlegering
Hvælvet cirkulær fibel med tredelt ornamentik, på bagsiden nålefæste, -skede og øsken. Ornamentikken er opbygget omkring en trekant på toppen hvorfra der udgår bånd afgrænset af vylster og med prikker på række. Ved kanten tre dyrekoveder en face. |
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) | ASR 1425 x089 080701 Fibula af kobberlegering
Skålspænde, fragment. Typen kan ikke afgøres med sikkerhed, men bl.a. ses dele af de tre tynde lister der omkranser de pæreformede elementer - noget der kunses på skålspænder af type JP 13. Andre elementer på den bevarede det svarer dof ikke til JP13, så måske er der tale om et tidligt skålspænde, der ikke følger de gængse typer. |
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) | ASR 15 x081 080701 Fibula af kobberlegering
Fragment af formodet ligearmet fibel, meget nedbrudt. Dele af midterbøjlen og den ene arm er bevaret og på undersiden ses rester af formodet nåleskede. Oversiden er næsten helt ødelagt, dog ses enkelte furer m.m. på den skrå del af bøjlen. Mål: 31 x 26 mm. |
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) | ASR 15 x133 080701 Fibula af kobberlegering
Råhedefibel. Fire-armet smykke, hvor de tre arme er bevaret. Hver arm er tre-delt og ornamenteret med en lille uregelmæssig rhombe bestående af cirkelindslag forbundet af streg. Midterdelen har en ophøjet dut i midten, samt afgrænset mod armene af tre-fire omløbende furer. Mellem midter-dutten og furerne ses på røntgen fire små cirkulære gennembrydninger, som ikke kunne frempræpareres helt ved konservering. På bagsiden er der bevaret dele af nåleskeden (muligvis med lidt bronzenål isiddende?), mens nålefæstet har været på den manglende arm. Største diameter: 4,5 cm. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD58j8T6yR/wAha+/8CX/xqUeJdY/6Ct9/4EP/AI1kKaeGrI3say+JNXx/yFb3/wACX/xpf+Ek1f8A6Ct9/wCBD/41lq2TTj+tIVjS/wCEk1f/AKCt7/4EP/jS/wDCTatj/kKXv/gQ/wDjWXTZriK1heaeRYYY1LPJIwVVUDJJJ6CmFjXXxJq5/wCYpe/+BD/404eJNV/6Cl7/AOBD/wCNeV6P8fPAHiC6kttN8UafdzRsUdVmAKkHHQ4JHuOK6yHxVpE7SLHqFvI8YBdVkBZc9MjtnFAjp/8AhJNW/wCgpe/+BD/40v8AwkurBT/xM73/AMCH/wAayYbiO4jDxsGU9CKeO9AGn/wkmrn/AJid6P8At4f/ABpf+Ek1b/oKXn/gQ/8AjWYDzSZ5pAaf/CSat/0FLz/wIf8Axo/4STVs/wDIUvP/AAIf/Gs1jTc/nSA0v+Ek1fP/ACFL3/wIf/Gj/hJNX/6Cl7/4EP8A41m5oJ+UZpgaR8S6t/0FL3/wIf8AxpP+El1b/oK3v/gQ/wDjWXu5xS0DsaLeJtY7aref+BD/AONH/CTavx/xNL3/AMCH/wAayz8xoZgvU4pAaX/CS6v/ANBa9/8AAh/8aa/ibVx/zFr7/wACX/xrMJzTT81MdjTPifWMf8ha+/8AAl/8aj/4SjWf+gvff+BL/wCNZrZx60wk0CsaZ8VawP8AmLX3/gS/+NFZPbmikInUnFSLUYx6c08dBVFj1NDSBe/NRsxHOOah6t70AJe6lDp9rNd3c6W1rChkkllYKiKBksSeAAK+N/jt8en+LmpyeGfDczp4etnBnm8xkF6Qck8c7BjgZ5znHAx65+11qT2PwrFoDMsV9eRwymE4+QZcg+x2jjvXwPHqEui323cUGR93I3df0qJMwk7+6j0OTQ4dPsTLZRpNGB/pBOMAdh6np68YrMs/GGpeD7e51Lw3cFdRVAZYVIKyKHBYbcc8Z96g0XxOiqYwJgs6nftb65GOOMVS1G0bTrwyWbERN8y8fX/DFc/P1GqVmfXX7Pv7QCeOdCtbzzQkyYS7tc8xP6gddp6j/wCtX0zZ3kd7bpNE25GGc1+Znw48WTaHrUVxDAoZVbzR9wupO4g8dcjIz3r7X+EvxQ0/UdPSP7SssBOFPdD/AHWHUH61vGXMjTrZnsXvSFgvJOK+X/jz+2Zp3hG4bw94Gkttd8R7zHLcsrPb2xHVRj/WP9Dgd/SvMbn9r7xx4b1KG21xdN1qzkCyie3BglVSOVOPlyD7Ck6kU7Mdmfdu4N3zRXjfgz4rDWbO0vInL21woYbiMj1BxnkHIPuK9dsrpbu3SVTwwzV+giXke4zzTYd6xgSOJH7sBgGnbueBSbhmmAtIetFRSSLHks2KQyQ+9MZVbBZQ2OmR0rx3xl+1F4b8NXzWVjBNrMySbHkjYRw8dQrn7x9gMH1r0LwZ4207x1o8eo6fISp4eNuGQ+hFJST2EmrnQbvWm5oZqaSaooRidxplKzdh1phJoEIxNFJuzx1A60VJJYH1p+7jFRo2KduParLH8L71Ex+bilLYqPPzE0gPOP2iNBfX/hPrMUVv9omtxHcqo6gI4LH8F3V8A6xp27TcRJuKsWjyuCVIOR+P9K/UVlDqQwyDwQa+Kv2l/hvN4R8VyX1vCE0LUn8yJlBCRyEHfGSOnJ3DPGOO1ZyTvdHPUX2kfLkkzwfvi/7ldoLdweecen+Fdd4d1uNrMpfFDAzAHpleMbvpzWLNp4dXjljJTpy2MISefyJNZWhqtrqctjMWMkLYV8/ejPQ+5wcVm42d0aRlzRsz0P8AsMaNrVibq6WG2kJPmo3DEcjn865rUPiFqWmSeIP7O1G5tTIvkja27KSLwPbuQeo5xTrjXjqUNraTXBK2qM/zdRjAAz+J/KuT1C6a1tk01Y/LNzN9tnyedo+WNTjp3/Ok3Z2Qoxbak9x/geEW+rCYqs6YCBXH3vmBPbHQV7VqCWOqaBidYVmP75YVADp6YwOv49x+HBeA7WSaGFJoiqCQlC2QSOvAPbr+Vdp4gsZmkWLT5VhklaOCPOS3myMFQqPUZrPd6kzu5aHr37P+hTWfhtWbUptSW+vJZozJj92obbgY91J49elfX+hwm30+FD/drxL4c6BDa3FnaWkKxW1soREUcACveLddsar6CutaGhIzdaPc1C3yTFmZjuAUL2GM8/r+lc144+Imj+A9LN3q12sIbIihXmWY/wB1F6k/oKYzd1TV7XSrOW5up47e3iUtJNKwVEUdSSelfLPxg/aOfxJDNo3hhzFYTMYmvmyr3XYrGP4VPTPU+wznzL4xfHDW/ihcXWnwQTR2kAWZbG3cGKFA3+snfH3j0HYEjAJ68at1DcWKR5aS4VsRSKuCrYHIIz26g9f0rnnU7E6nQrdlo2t7jy7dY3+YKSd3cDttzx716t8BPFS+HPFgs4C8djeJ5nlyODhwRuHryCTz/drxqbVIdQtomx5czNhoSp3jHGfbPHPP610nwNtLnXvHUAS3kVdPLN5jFSrbk2L2yOWbjP8ACamDbZCjax97feUFeQaYxwx5yOw9KZaIYrSKNjkqoH6U9sV1I2Gt0pvrStTOe1Agxt4AxmikbPeikItLTh096iU9Kk3enWrLGtgVEzDtzzUzYbg1AYwp4pCFDVU1bSrLXbGSy1C1hvbSQYeGdA6H6g1ZHpQD68UhHwD+1Z8KX+FOrW+saPldDvJNjBhn7PJydueu05JHpgj0rwySK51qCO4HlW9xCdsMjKf3ozyCcknsfbFfqD8TPA+l+P8AwzeaTq9ot3ZXC4dD1HoynswPIPrXwdr3wTv/AAL40ubC/b7Zo6L51nKGx5yZIKvzw449uR26KWxhJcuqPIdJsr2e+EdzavDdSOYjFtPQEEnd0wRnp1q9puljVNbvLyfey+ZsDMcZ2YHc+v8AKu81lY/D95stbZ5Zmjb7KjMT1Byc+3t/WqE2nmzW2ihRTJtG6Rjgk+64JJP+eKy5bq4lV6GqdYtPCeizapM7KiJiSFTluem3jn8K7H4H6xpnxM8Si5to5ydNCzFJ1wFdwVj7ntvP4A157qWpWkdr9lvAscIHz5I2Pn+HcflJ9hXrX7Leg6dZ+H9S1PTp0lN/fsu6NwwRIztReOnVjz2YVMIq92aRPr/wH4cXTbUSlg0jck12i/Ktcd4Tvlt7RFklycdzXAfGf9oBfBV+vh/S4XOsTRq/2iVP3UQPQjP3jx9B79K2bSLOw+J3xW0/wHamEf6Zq0qFoLJDz/vOf4V/n29vk/V7rVvii2o+I9Y1H+zNAtWKXuvTJkbef9HtUH3mz2HGck89fQ/AXwX1f4jXa634tlnh0mb955T5E97nBySeVTrz1IPGOtYP7W0kVnceHvDVnHHYaTZ2zzRQRqViVsqBwOMhQcemfes3tdk6vVnjd98VdKm8Pjw3onhw6H4e85ZLq4mlEl3eOAcPNIcD32gYHQHisOHUrO8jJS5t7VAzMBHyzJjpu3deKpX2gpqkXlQTMokfaxQjLH1IPamXHgW00uS3hP77cMGE8O2QcHqMc/59cfid2NysrHQtqFrewmTT/wDXBSEbkhuBwSPxr3D9lG6s4DdKzBrtbtDKGBDBSo25HpndXzJbvdaDqjQwfPCTtZ2JKAZ6e5FfW37J/gK41QXXim8jZLWbEMBYbfMCEknHpk/ofWqpxtIadz6n3Dg0nFDdh2pua6igbnpTegopKBDW5ooaikIlVqdupqjuKVuxqyxc/hTHkG7B6U4ntUMlIBS3cUm6o6FbjFIkraldLb27k4zgnB618J/GPxFf+Jvi1fNZTMYLVfsccLYKDaTvPTu2efSvtDxzqkek6LPdTMEghjaSRz0CgZJ/IV+bvjjxJqWteM5tXtJXge6fzZFjHdj8gx7LilLsY1NrI7Hxhb2cehhPNY3nAXaTkEntwORmsa2t2kt2dY5JW8obgp3E8d+Mkd8dOOarwx6zrF5G+o7fMtR5h2ggk9j9e+K7bQ7GK3kUKrcqcSF8ZPH3W/hOcdv4vc1g+xzL3NzHt/D+m65oD2l1DHdq6lnaTgbsdao+C57r4R+KLOTRSx0OWdYL22JLCTLAeaq9AVyOfqM1s6rpYs9aYx3GDKC8kT7SHBAIOFPvjr2qG38SQ6fYyRz2bPMyFEkyGiGCGLdeoIHHuMVCvGWptGakro+rNL8RSwyKGOV716HpekaJ4imtb2+0y1vLq35ikmjDlD6jPQ189+CvHNp4qt9uPsmoIA0tpJw6g8g+4xXq3hDxKtuoDP8AL09K6k7q6Og9Xu2+YYr5u/ak0XzL7RNTAyF3wFc/e3DPI7/c969/h1iC8C7XGfSvOvjl4THizw6isZEjgJlMkUe8jA/u9+M0pK6sJnyRrWjxNcKI5UiUsNrxrk89uOmCP51zN54VubdGY3gkvI23554GSFPB9Bmt+3vYdQ08SRPlo5f4hgjB5BHY9c0+e4tNNvWSSdpFlg/1jjeF6jkj65Brhv0DXqY3gjwbceLPGehaVcq0huLgNLtY8oPvcn2H61+kuk6bbaLpttZWsYit4UCIijgAV8pfssadp154nl1V4FaWNBbQ7sELlQxIHr05/wDr19bZ7V2QVlccdkK1NJBoZu3ao81oUPzTSaac8U1mNADi1FRFj60UiS2ufWn7vyqEPT91WWP+tMdd1P3d+1N3elICDjr2qNlHdc/zqST5RwOO9RlsKTnj60iTwv8Aau8XDRfAo0uOXZdam/ldefKGGkP02jH/AAKvjO309r+5ikDBH3gs3ULz2HfnAx7V6h+0Z4zPjr4kXiRu32HTn+yoMcHYxD+3LBufQCvLtUm+x6XNc20m2ZkKtuP3eCAT/wDWrGUjB+9I6uPUoLPUYW3LLEyKrqo6YxnGPqeKu3V4La5WewdjGvLsBlSSBnI/zyK+dtUbUtNWO6jvpGuG5ZVYsrehwR/nFfQfwj8O+LPEHgttZjsnu7dt0ZSNgXZgOGVTgnnjg0uVtXQpU2h+pa5aatp7wsi2ckQBRlO6I4Hp2/A/hXMaYpbWpJ7raYISzLIy5XfgDOemcZ963rfwRr+s65JptrpN5b3LK3ny3Vu0aRDkjOR36DmvSvhX8O9UspX03XLaKWwbIdMfK+fWoUHLcIQ0PI9Rkktb2O/tHkE6vvWeNiGVs4AHp/ng17L8LvGGua1K8GoR+fCkeftaptwwI+VscZIOfwrf1n9lu5utUjbw9qVuNLuHUSw3e7zbcEjJVh98Dk4ODxjJr3HTfhPpWg6HaabZRYgt1xuONznuzHuSeaqEZJ6msU7anL+Gf7RuLhXBbyvWu+1Kwm1LRpINxVyM8d/atHS9Ah0+JVCjgVprGqjha6Cj45+I3wXuP7Un1TSbeZ5ppC13Yo20MxBBkHI5z1rkLf4JeJLiVAbLCEf8t5ApUZ7hc5/OvuDUvDttqVwJn3K2MHbUtvo9nartSFT9Rkms3Ti3cLHifwZ+Bd74Xjn1C51ZS1wVYQQxlQhUnnrjPOOnYV7zH8qKrHccdfWmIqxqFVQq9gKN3WqSsrIY8000m7NN9aoYpakLe9N3etJuoAGNFNLUUiS3n0p+75RxUNOVhx6VZZKKPpSKenanfeHXFICORflOaqyIJI2XpkYq043KartQJn5/fEmxj0j4keJbdofPUXZYlzjG4BiBwem4/XPauV1RLXVtJNr9nMEM0yofK3eYg3cE8EAYzxzk9DXvn7Q3w11S61WXWtGshfXCqyXdqMb5FH3HUdyBkEdT8uOlfNMMl9rmsQW9ik4uZ5BbpZwBi4ycZYYwOmeRxkVzSi72M7WdzpvAPwck+LXir7HpNu+maTYjBuJFALDOGAxyTgY/HNfZ2keFovDumW+mWNv9mt4UEaLGoGOOv1rU+B3wsg+GPgu2snUSXsg8yeVuWLHkgk8mvQGtIWbcUGa6IrlVijmdN8Nl4QZc7veqGpeH2t5C0afpXc+XtwBwKa0avwQDQM5/w7p8kI3SEj2rpAx4qNYwvAGKk/lQAbjSD3opKYC8/hTGpWPFM9aBjWam7qDSGkAM2KTd70lNY0wBmzwKC2KaTikLUAOJ4zRUbMcdaKkkuIxP0qQdKhU08SYqyydW5pR3qBW9Kfu5pASex5pjRrmlBpGzj3oEZmqeHbTUm3uCsg/iFVNH8C6Lo1899FYWxv363HkqH/PGa3t2aVfamIVmxwOaT2o3etNZqBDvu980nrSZ+WjdSGKfWgNTc460bu1ADt1I31pC2PpSE4oADTf50FuaZ9OtAwPSmHinGmnFADWpjNTj6Uw0DAt8tM3UHpTT+dAC7qKbmipJO4Hws8U/9Av/AMmIv/iqd/wq3xT30zP/AG8Rf/FV9A0VtymfMzwD/hVvifjGmf8AkxF/8VSr8LvE/fTf/JiL/wCKr36ilyoOZngS/C/xMOumf+TEX/xVKfhh4m7aZ/5MRf8AxVe+UUcoczPAj8L/ABN/0DP/ACPF/wDFUv8AwrHxP/0DMD/r4i/+Kr3yinyhzM8DPww8Tf8AQN/8jxf/ABVH/Cr/ABNz/wAS3/yPF/8AFV75RRyoOZngX/Cr/E+P+QZ/5MRf/FUv/Cr/ABNzjTf/ACPF/wDFV75RRyoOZngZ+F/iY/8AMN/8mIv/AIqk/wCFX+Jv+gZ/5MRf/FV77RS5UHMzwE/C/wAT/wDQM/8AJiL/AOKpP+FXeJ/+gZz/ANfEX/xVe/0U+VBzM+fz8LfE/wD0DP8AyYi/+Kpv/CrPFH/QM/8AJiL/AOKr6Coo5UHMz58Pwr8U/wDQM/8AJiL/AOKpP+FV+Kf+gX/5MRf/ABdfQlFLlQczPnlvhT4qP/ML/wDJiL/4qmn4U+Ku2lf+TEX/AMXX0RRRyoOZnzp/wqfxXz/xK/8AyYi/+LpP+FS+K/8AoFf+TEX/AMXX0ZRRyofMz5x/4VL4s/6BP/kzF/8AF0V9HUUcqDmYUUUVZAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/9k=) | ASR 157 HT056 080701 Fibula af kobberlegering
Bronzefibulaer. Sandsynligvis 2 stk.
Den ene mod velbevaret spiral, samt dobbelt spiraldækket. På spiraldække anes omløbende streger, samt i alt 4 øjne. På en del af bøjlen ses yderst i bege sider en prikket streg, dernæst 1 øje i hver side, og i midten en ca. 0,4 cm bred prikornamenteret streg. Resten af denne bøjle er meget forvitret. Yderst sidder en del af nålen fastsmeltet. Bøjlen er brækket midtpå, og der er spor efter konservering.
Af den anden fibel er der bevaret de yderste 3,6 cm af bøjlen, med nålefæste, hvori der sidder en del af nålen. Den øvre del af bøjlen er smeltet til en lille klump. Nålefæstet sidder ikke helt midtfor bøjlen. På bøjlen anes yderst i begge sider lidt ornamentik. Oversiden er svagt tilspidset i en ret skarpt facet midt på. |
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| ASR 157 x002 080701 Fibula af kobberlegering
I den ene ende et hul, hvorigennem der har gået en stang til fastgørelse af stykket til endepladen. Hullets diameter er ca. 3 mm. Efter hullet ses to udadgående ringe, ret kraftige. Derefter er der en stilk, ca 1 cm. lang, afsluttet med en lidt mindre ring. På denne stilk er der påsat en snabelformet bronzebøjle. På begge stykker (x2 og x3), som oprindeligt har været eet stykke, er det øverste afbrudt. Den nedre del af "snablen" er på begge stykker intakt. Længde: 3,3 cm. |
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| ASR 157 x003 080701 Fibula af kobberlegering
I den ene ende et delvist bevaret hul, hvorigennem der har gået en stang til fastgørelse af stykket til endepladen. Hullets diameter er ca. 3 mm. Efter hullet ses to udadgående ringe, ret kraftige. Derefter er der en stilk, ca 1 cm. lang, afsluttet med en lidt mindre ring. På denne stilk er der påsat en snabelformet bronzebøjle. På begge stykker (x2 og x3), som oprindeligt har været eet stykke, er det øverste afbrudt. Den nedre del af "snablen" er på begge stykker intakt. Længde: 3,3 cm. |
![](data:image/jpeg;base64,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) | ASR 157 x004 080701 Fibula af kobberlegering
..Det ene fragment er fra endepladen. Denne er let profileret, med seks tynde streger, anbragt parvis på tværs af stykket. Den ene ende er bøjet om, og der er gjort plads til tornen. |
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/eX/Guooo5Q5Tljot50EH/j6/40f2Le/wDPH8N6/wCNdTRRyhynJnRL4/8ALDH/AANf8aiuNE1PjybZWbOMySgADPJ4z0547+orsaKOUOU4/wD4R+/VVBiLkDliy5P600+H79sHyTn/AH1/xrsqKOUOU45fD18oP+jjP++v+NKfD99/zwz/AMDX/Guwoo5Q5TjD4f1Dr9n/APH1/wAaZH4f1LzW3Wx29jvT/Gu2oo5Q5TjDoOo9Ps//AJEX/Giuzoo5Q5UFFFFUUFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/2Q==) | ASR 1689 x004 080701 Fibula af kobberlegering
Kraftig korroderet, slank fod fra fibel med delvist bevaret nåleskede på undersiden. |
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) | ASR 1689 x011 080701 Fibula af kobberlegering
Kraftig nedbrudt emaljespænde, stjerneformet med 8 takker og central fordybning til emalje. Der er næsten ingen oprindelig overflade bevaret og alle 8 takker er næsten helt bortkorroderede. |
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) | ASR 1689 x022 080701 Fibula af kobberlegering
Ganske lille (10 x 8 mm) fragment af Urnesfibel, med tre-takket del bevaret samt et enkelt slyng. Type m. tværstreger før tre små kløer |
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) | ASR 1689 x032 080701 Fibula af kobberlegering
Fragment af ligearmet fibula, afbrudt mod bøjlen. På bagsiden er store dele af nåleskeden bevaret. Ret slidt overflade. |
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x8qPJw2fTgAKvvmi4sk1SVGWLZ5bFsxLg4Y4ydvQHOPTmq66XCtzFlflHBBOdwwePy/nUSoTWsjD+0I1HyI6HwZPbm6vbW5jdonkZyArFcgHsOeSSvHqa9Tk8N6Zqnh2eK0tkV1UPJDcOQVfON27I4wR0xjbnHeue+G914b027N9qEGLsQlG81g4OQFPyFeTyc9xngGu48O674fvNJx9ouG1O3PkRXFs3zSMFJzgnhVAye+CenGc4wXob05re69Dwi6vLnR5o45Vw9vJgSKcN1LKfrgg59vrXpvg/4mYs5rLUma6tJlmLyec4kV5QPmI5zgr2HPOa6W6+HmkeIvEkMz6dIul3Vr+/uFjYeVJtPyBckjBbqcdMDIGT5jfeBZdLjuYYpoG8iT906XC/vckhXTqWHy88ceozW9OdWi+aLuicThaGLhaa+fX7z6B0rxXBPdSS29zC8bSSiELqhAYPBnncPUc8cliO3GvZ6hJdXdsuTK9z5CzMt8FMQNvIpZePlzhj7cDPSvlj+ydX0XVol+ZLlHbyJIZB5m5XwR1GP5Gup0H4y3GlzJDexyYjeNZPLRFmxGWIVt688t35wK9eni41NJaM+OxGW1KPwe8rn0nbyG4m0+5BuXtktYna6iuUBZ0uFGDjqM7xg9yDUrzzuzTPaTxSRm4VLUzqU2+chLEY9Tkgf3QeAK8p0D4meG9QXy5LlrdobWX/RZ7ZVLkyb1KleM4x6cjpXe3F3bmS4dJY5Lm4kult2bTW+SNoFf14+4AODgsT3rujJSV4nlShOm+Wat6nYM115xtohcM0j3ImkadHMQaNTwQCT/AAnn0PvRovnSW8EzQXMTwzWs2d8f+kZQqDwMZxxgn19awYWtJJkBaGOH+0I2mm+xOGm3QKBjnOCSRjj7w/CzpVxb3ml2Rmlt7e1MFv8AZ0WzlXLCYqWPzfN0Pr98Cn5hzSvYfereTae8osLiBmAk8l0Ug7bg4ZgT2Y44Hqehp2oWdzP9os4vOMn+mLJcPaxlwD8w554AI/M4pl8qbLxY54P7R2XA/d20mVVZt4CgEAHkkcHGaiX7LefuY5LRLX7XL9omkSRfN3w5PcDucAc5IpryMpSt7rNC4soL2+e7kheOzS8KSqunqTPvtiueBx1GBnuDUEUcMdjBK1vJG08dm8JNgAFAdlzn0wOnJPTvVaXWoDLp119ttEh2WE8Mcc8qAbjsIZec9OfTtWJD4s0vY0T6hZvqsUMcDxteyCOPbOflUjC5UH16DPWi/cI+8/dV+p0d5awq01kWw0dnco1w1gArbbhgMdegyDxxgCisZ7yxm+1QR3lutjG1zE2NQYfNkNncee4PQg5PIxRTWm5Moc2tr/M8+/aOhvbjU7C8bbFpsc5i+SXzixZEO/IGTlV9OxryLT/EEWk2lylqkfnszILhvvxg/X6/hX0D8U9NvtUa3vY4JdQuVaBksnt1QbPKkXI2EYOSSK8WuNLj8QtqiySNpU8q/wCkQNJHFlUwyv8AOQOWU554J9wD89jKXNUuz9GySpCrhlG+qZpeE9btbyx/s24sx5u4vNI7Bldsk9CepGBj14qx4q8B6VfWLPZHyr5ofNaVDjehGQGjA4Hp0rzC1iudPnuWt2muY7d/maL94wx1PHBwO46U+516eK1k826nlumQ4dyynbwNpBPpmuBp9j2JTdN2miprnhHbDqkUFyJ4reTPmDBJXtx68H8xXF+I7O6s9IhMtvJJaeZtMoPDAE8dODgmvRbfRZbjTWuotQxLLl7hRnao6csc44IH5VxyQreXUkKXHmpuIMYbcVOcEAfnWMKc5Ssia2Lp04e+tDvvB+gwahpdpK0Nxa2LJC0i+SrgI9vIRs5z24zyck9a6zSfBNgsWkxi3dGkEMts0dqwAzvHzHOTnHHPzY9q2fCvh2OGy0Nbu2hZfKtIrNfJZGJ8l1w+OoJ53E844HBrqNJ0qKOGJYrVVuFW3km2TyR+XtlffkkY+6VHHAxnrmvs4pWPymrKTbcW9f6/4YwbPwDpqaLbQ2+mQ21y1uUupTbOiOqOp5/vN8v3vrjrwal8MtHnVmhNtFp+66CKRJuDKNwOCM7QSBjj3r0W3s7a80m3ceWbAQXMaSpfbSxVwyjBx3CjBGTWr/Y8Lag7uk0czXVwltAL9WD7oWJxn1wcn3ocU9GiadSa1TPnrVPg7qdjNAlvLb77gw+THvPzCQEgNkcEYx17GsK10LUtIt5ohvVYohcM1vJ9zedvQ8Zr6jt9KR3t2lE8s8yWckqteL+4K5Q4OflyD3H8R6CsJvC9tHYN5j3CWMFoYfOjvApn2S4Ab+8CFYY54PHrXPLDUpKzOqOOxMJKSR4f4a+IWowXUsVyGlSbdtT/AFRjGMqA3IPQ11vhu606S+tZryRrXUEGwGYZjfvknPOBn8a7rVPh/p3iLUdRc6ayTXKSRxxrcIFVlkYiRQemS7Hgc15nqfwfnjW2NnucZRZ281W8osjHJC9iyj8682pgZbwZ7eHzdRfvrc7vxhoNlr2kww2lggtbZ1nF0jLtiyx8wc84YMenfHSvOvEXg/QLy+ncxpb+dPu2yNiSFQiqDvyEYMwchT82AeTwWzJNS1zwzavY3ImtredShMgyB2yPTkcj3PrXRWvifQdStrU3NlNDeWrrLDcTRBUcrngHLcYJ684P41wyU6ek0fTYfEU8T70GnY5K++Ftzo91crPJcXMKoXEyqZAsQYKDjnbkMpHbnrVhbjXvCccUen65cTRyh8rG5I2hMADPcqTx1xWzr3xO1DWNcgjsb1ml3rGxmRJbdUYLu7DIyo4A7cdK6Pw1rGlzabcjVrOLULTy4T50aIqiUDbtSMnJyCuTg52sTmoUpxd4S09TepRw+I93l1MTw/8AGe8h+y2utWj3KrJG6yW9wyONgIDEEkE8L6dK7fTfjVon2E3rXE1vewRLAkPnSD92Jd6spC4/hGRnqMj0Hl+u/wDCLo9q9/b6hYLGXnlNnbISi79iqd2ATvAx2II7k02z8C2GtSRGCW6TTpLlYRJMiGQpk5cKCORheBkctzXfHGVIr3rM8SeTwlpA9uHxW8N63JeG31CYfafPYma/WJlJWMgneBkZU9DyT+d+z8YaPa2lisuoTxWVhNa3AmF4m2QCLH3duS2QAcK3TnHWvmex8F3Gpa59hsbjzbOaeSC2upsKjLhtpOCwGTjjPeuhuvA+v+HFSxijtku5XUFpGAEbMSoVSeGzg/dz0Na/XpuPuxMI5D+8TnLRnSeKPjhc2QgjtYmdxapBDNLKjCJkZXUhQvYqMdM9+uK5b4c/8TzwlqxWJWl84wNHk7mk7HOcAAYOawZfCeoeIg2nzzK97cI8LQ5YvE6sRltowpUjODgkKeKu6bND8NNKuPDd/e7pr2eN50s8SLhQN3znBDEgZ9AzfjwVKtWr/EZ9DRy/D4SD5I2/U1PhP8QtTXxBpukS3MlxZ/apBGzBCcsuzGX4IIAXBPGeKKwPDMcOreNtLGmW6paxzrLOFQyLt3A7m55JGBjPeivbwc5zpJzPisxp04V37Lb7tT65S1tGt44k0y0uJW+ytLGtwuEUSDfgg8ZB6dK8p+KXwsttZ0SJNPtGhitrWRfMWdSS6ygEH+8Dk49xXtjW7zSWaQxSW7R2cUhuGtI2D7ZlOzOc46jJOeR2yKxfE3h8Yu3mtrgQxQ3dsLVbYcfODkndxjC/gfrW0oxqKzPLjKeHfNB6rqfMFr4L1jQ1jLrG8sreVHGg2y7yBsHX2Xoe4rLW1W6jng1DTppr5lUJK4AYlujA/XHXjHOa92vNDijmhe9tT5rajCY5mtlOz5cMc5zkckD1HWsib4f2x2nT5fs00aqrzww5D7JmRhwTt+9046j8eGrgYS+Dc9bCZ5iKaTqK6PDdesb7QIPImglt7eVwHDdz/u555Bx2PFanwx8Cw32tDWRYySWyl0hiLBGkkCgl8kH5QXHTuRXd6r8PLrWltJ9TaRkd9rJ9mYbmXOVAyO6np/8AWrsfDOg21peaeBbwi5dyFZbd0QqbdGwSDgkEeh6ZzSwuEdN809y8xzaOJXJT2fyLmjaDqcMemshvpLqWOx8iNJI5BAFd9zHuMANjPr710drp+qNo8aSpqO7yBLLNsTa2JhlQc5xhn788c81k6Hbw7Y/s4jhumtbaW6bEoBBlAOB64Izgdmx1rW+yxrokUfmqtiEuERBJMXLCZdvyldo4xwR3Oa9U+ditmjbaK7uIYUhilaGI36/ZXsowrEh+Bg9eCc5OMcdq0dMa4a9uJ5IZXlN9DmSWwX/RhJEV/H7xHTt9KyrOUyX8CyPHNM9zIoVLiQDa0OdxO0gDLDPINT6XeX1rJdXEVy4llNnJLIbtlA+4ZArFclhnPXjd3ov0Kin8VtiFjdRzWlusgWeNEeVzald4ScA5OOgzk4HbHetSSxg1KG6dJFtIViu1NubElNwlz0A/Ed1AIrHkWO6t2t42n+yhZWWeS5IyBIhXjA3FunHXJNauoa69lq0cizTNMsk6x2/2xZA5MQI49CCeTjJOKSNHG2+wrC3h1SIme2SVncxM9rg4MaHHp0985zWPJZWnl2sKXNjLIqwGVltSN4Wd1Hb1ZD7jvxWy98t9qMZ867hlJgExhvlTyd0DAcn057+gxyBWZfQwWuiQqlzOtrGqnzGulBdlnU4wR05yPemY35W2jnNc8G6Tq8UsksemS2kMd2IkW3YNuEgI6cjp69jxXl03w51DwzrEclpeqj/aZliS1Vo8bQZEYcYycADnPI6da9y1q9El1nzsXkgu4I4/7QDI24Bgcdgc9wMkj3qK8kjuVlSKUqk16TcytesGAaH5mU7cnkkcE9hzWVSjGokpI6MPiqlCblTlY+Y7WHRrzUp49f0ua3EUu2W5iYxt5hbOQw6AAAYP+0fauw1DwvZ6f5Z0bU7mONk8yJWdSNxAxknJwBk88+lel32i209nZSXKqqxPatHCLvG/7ykkFeCD7cKB1zXIah8LYftV3cQpPbTyPcFIIbpcIqsoVv8AdA3/AJV5dTAXXu/ifV0OIH8NaN35HG6xYyalJPHNpNveKpVpJBdBGiHyk8FuB8w+8OOO/TIuvFiyahJZPod1pzzRl0njumRcYLeWG+VVUnBxj8s891Z/CVLjUWuTqVw0nmXImuluIwhKjcpAzzkFc/j6U9vhba30FvLfXdxJbCW3it7c3MamTzEyxA/h+YnJ69c1msBUWnQ2lnuGs3GLueP6X4iu9BvJG0+5kWNJDtDLlCh5OMdDg444OfatGTVtZurdNRurhbg3RjklMbIsxKsdqqwO7OcHJ9B2AruY/gnZ317Gks0yNLDG5h3wh4UMgRgxz1BK9h0NX7P4Aab5csdrLcXFzbvdI91uhaPKhCnRhxg8n1JHanHAVOrscs88g9Y3Z5ZZ+ILyGO4d9QW1kWUPhn3gkg7iNwIJ5/P9I9N8E6p4o1xJIkmmieVQbu8YK7ggnj14U9OBX0Lb/B7SYdWgv49Oke18/YkItY2M5NsCAPmxyzfhkfSut0fwvDbyWIELC4WKzaKNrBD5XLqwxuGep/MZrqp4GMHzSdzzKucV60XTWiOK+Hfw8i8MaTI9sitdXNrFLN/pi74yJSARxwenfjAor0U6esOm+QhYRJaTu15HYoNwWbkZBwD0xn1or0TxuZvqWbmER+W0kb+T9hn2W32YqyuJAR3ycYzntV3UrGWa5uE/1169zMIv3DjYGiDhTk4zt569qLa80xY/N1DRoXvG+2RRwR3KdiTn73TCnn1NSSf2dqGbSDTZDLNNudoZwFXdakjdht2OO+OlIiXr2Of+yypI63SbYgiqxEJUMSud3J6ZB54zXOHRLaSOWeG5MkLGZzHxyoEe49Ovy/mK9AurS0urF9ltfW9ukNuZGNwAPLVudvzYJxnGO9YL6bBY3UywWtzAi/a47aIyhS24AklQSccPzznAHan3CWqS3OcksX+wXUMlsSYrzAuhbHILOHJ4PJBbHToAOtXPD1mlhDZhJfszQSWwuHxLG/ETKcH1x146gD0ro5NNjh8P36DTLxmkuGnTF6QybiGKjHU5B681V0WGOGODNvqYsLOWMeY02csLmZCOuD14PXIqo7Mx5f3iuilHDAukW8s19JBZLa7GKTNucpPk5JGe5wMfx5PSpLzVp920XCq3m3iJD9sTCgsCWKlST65OM8cVtXlkGt2neLUhlLyOOC4fcud4K4BPHQ54Pamx28p8yOP+0pp5rtwG8tZGj3Qk7enBxgcc8dO9CNZe6RW2oTDVAVZrplu4XkkkkhJj/c7SAMcBsE+3GQas+aZreRZL1TElim24jaLaWjlYfNkf7JGAegBHaodMjtriCFFnvIIIItPkkmaxAMw+Zcbtu7j5D74NF7b2skN4ZXmSEwXaGM2Y/hmYtgKvXDL19KUlqXCdokF+0tnM7PLGkm68WKz/AHLchHORj/dz36ADtT9Tlls7sxgefP8AbVIzDGRHvhA7MORg8Y/hz1pfIh8mW33ySySXMxiY2QK7pLbeARtyOMfzptza2VxdRrFcxJAs1pNK8lif3iMm0HPdSQMjvk0WJ5+ayfUbpvnyrYvGNtsFsXlkMEeJcrsUKS3PPoeeemKmuo7ldHkb7GYrZILpFt0t4+f3ysD1zxgE9cbeKomO1a0tLpjAtpFDb+QjWjkqqTMpYgHrwe/O6rTWUUMclqZoJb15byFZltmwGaNn2nPrwBx0IqjJu3U0Ps+pxanNtExc3LgNJZRr5W62U7c7scYzjphTVb+0tV+yFLeKacLcWTsot4wZyUAPVuh4/HNM0z7HNfo0d6sVmtxE8i/ZyPNDQnafXBPbiq0CWiWqyS3kKR/6Gln/AKI5KneVPTkHOOv0peQ4yW/qTSXGofYraSSOWZlFuVVrID7s7BCfmHUDHGOppdQ+1NqN9CqySzNJexB5LULtzbh+zEkkqPwP4VB9haaxfzLyFLloN0k7RsCiJc/MMjI+XP1+XFXtRgsZL7UkGy3tPMYzeVaOsjbrVlyMnvtP86VymtrPsRWMdxDcbo7ctp63F1shNmAXLR7gQN3HfH4VR/tCVf7NufsCvKq2jRx/ZiedxXJween8hWha3FrDcaZ8vm3rXBMMLQSFEDW+RtG4EcYGCSScnpxWC1rJ5ci2dysV0seXla3lBjVbgnnBwMD8gPrVq3UiXMlZGjZhrJbjdbW3nqHEp+xsA224ZucDsSV5q3cXVvdBwdPsRZ/abogSW0iYJQEbRtyM5foewp2pCO3057dLyOCxjN6Pl85HkYPu6nORu2nj+7zmm+cLm/MjXNuWF4oghWaVBh7dgdxOTghRzSsVdx91MpecYZbK8ews2ea6tJbaIJIxxJB5fPy8ANg9P4eKlhls4ZYoksbFrlrW1Z8s5BVJsFjx1IK5H+yae0261hcXsbXSLYNMovTwoZlAGRxgdeeO2c1Ummb+y7JRfk26Wd0oulu135SYMozjvgYA9c0WuS7xenUsamdKbSLqMx2aW8Au0SZZHLBg+5T93twPw5oqW9mkuHvHAk2/aL2JbdbiM7lKN14HU9/Q8UU1oKV29NPv/Qypru2hut0otXj/ANI+fdKWZjsYr0Jxzj8KZdmO2lsJme0PmxQMGRJeMSKAxIPo3J9Kv61NcMbVreVlkeZVhj+1RkSKYIxnBXjBAJ4JyTz1rF1jxJZ6HFBdS3M0LLp3zI98gC7XjBQYB54O1Rg9a8Ry6nzDdRuzd2/8yK9eOONNrxG5eJRMkm9E2JcYbnpnnHGeAe9JdLAupXwEkDKjzIWjuWDKDEp4Zh0+nfPvXjnjr47vqFvHp+grPFbxeZG11NITNMpYHIB6ZIJPJyWP0rkLH4weJrXzJ21Z7uRZCPKlYEjKsucY2kYyMH1rleLinbU9mGVYifvNpL5n0db6xfPq9lGjQrbS3QVYFul3S7o2Izu4ORknjHOO1aGj6lF9gtIdyxSOi4ilkLLGRI/zY2nuwHQDJJzivnrT/jZqE0ySXCWsqxSpOtvJEACVUqAMD06474rufDPjWLxBpLPaqEuoI5JZoxAA0KtLuwDnBG0tyB7DGa0jVjUVkyK2FxODfPNXXfc9KhW5E1/HJLcjbFdZufOi3pnkDJPbcM4PcAVpxtqUmsR+WsgmkkQosZiIuS9uwJ9CSBkdeGY9cVw7eILDTGnnvLqFLQ+ZHKLi1CqWMSMCCWx0BwM9friuQ1z43afYXMU+kwxXsawweVLdQqgV0yp2KD8wJc5zydvSnUrKmryZGFw9fFT5aSbPX/8ATotPysV1KzW9qywssOIWEjDK85xz6d+ae9xfR/bI47q4M8EdwWuHWM+WBKWOcHHTOeh+725r5f8A+Fpa/eX0rSTRxNhowFgVVCg7sdOg6+34V0+h/GzT7vzoNasobfeJiWtYtySuy4ycnjBAIwccdKxjiYTe52ywOIparU95uNRu7a9nV47pS80yiGKOPMxNuxyOeuAe5wMY9KoX2sXR0uRpI7yWSOa0ZIkjjIQbVKjrnGScDA61xtv8SPDU2preLeaeqx3C/Z1ktXXapjYFs+gZlzk9V9KvWt7Y6t4f1U2V3ZSTRwQNNcR2byIMBeN4OBjIyfY89BXVCSezPGr+0S5Xdb/kb8N1fxJId98JhBMFuprUBvkuCcn5uB17DGBVh9WupL6+k/0hAr3YMf2RgzOAMNuDZyBkdeg5rKuoWVb1Ut7aS0iW7hKfZZl2sVR8jPOe44/vfWlmmc6s06/YPtUkkiwZWRAqtBkZyMdWXr3BFVdsyvJW1fQ6Wz1adru03ztIZnVo4/srMsUYtkZeN2CUZsDr94tnmp49QeS+sIvPjhYWtjK808EpUoJOcDORkbTkDnt6jltFWFprZWFvI8jQtdszyRhwICuGPO0YUk9cE471ZbVLPyNMnYwi2htIT5a3JQlo5wQGGMjqRt/Gpu9jfmnbV/ibF5qkUOlXBSeL7LAkoSNoZDJcSCYHnB5BGPQYPPNXb7Wi0IP221uLtmuljTyJvLHy5j78HLYB7Z5rnl1aRFu7ieKE3sn26CFVvyNo3IcqCMHox4+9kVoTXMHkmCN1ikhuJ/Ouft5JG+PewLZ4wCfxUDnmn0I55Nt62NnRNbtrrUkWK9jihju4ZLhmhlbzB5GCFHUAcgn1YmsuLWIJNH+0fbbERJGqiNY5FNwRMwy2TyTwDnrntxVrQvJ+2R3dyIUSKe3MBS+Kl1ZANu45znIJ6dKqahu021nIVLjU9jpDEuoZMQW4Rlzn2f1/gzQpNsr3lG9y75zSQwRu9reXTpcI3lyufL+fG/BPpkfiK1rVnjVX3sZOD5mTnIBA59gT+dYcd5FIwt1EhuIZ7kSyvOsmSZPu/KTyBjPqTWzBJuhA9K8LGVZe05U9j9R4awsfq3tZK7l89tBY/vSAcBgAR6gEkA/mfzoWNNnkyxq0YLYUrkDPXj3qNX2N/I1MW3gZNcPPLufbqnT25V9xQj02++13CeXI8j3jMhMMQUJJAVwGPJ4Ht0or0G0/Z/8AFuohLy102zmtLw29150txgujJ8wA38YGOw6n0or7mFenyq8lsflVbBVnUk403a7POdU1EL9huprnTypW3ZPtFs6hQY5FY4wOmD1PYV8u/Eq78QeMdfnSBY5dNtQYoBEuPu4zKQOQSATg89gK9p+K3iv7J4VEM085m1GCFVj+0iRYULzEgdwCi7enGa89YMPDCTfZnku5JFG4Kwzg7MnGORkcexPc5+cxdTX2aPPyPCqqnXmrnjWl6Bcs3mzWzSW4Ks0n3VKk9BkDkrk/Q5qxfWukssn2aOSR1fA80hC3YYAPvnqa6bXrSX7Re73kuIIyAixkqilcKQARkcDj0rDvNGt4EQt+8ijz5iscHIH3fbnIz3x2rxm9rn1MpuUny21MG3ghuJGSP94QSSdvAwOc11+meE9W03bIYGEE0eYd0vlxPkdCR+fTtV7SvDVi0JNzFGtxJme1eJmVGAI/dn0BzjJFddeWtpqDW19qcCxiRxFFZvuL4BAzx0AHHHTPvXRzuSsEMKoScmuY8w1C1aOZIbrSTLYgELNbTbs9AG5XJHHYnr3rA1zR737ekUcDSpAkReOHJMfqcAfXt35r3nVfCt1b6Y0+2T7HBA0SoW8tAzlwDhueQB+Zx6Vynh/7NpvlaMlxcX91qllMBJbsIyjhSducZ29e+TjqKxtPnvfQ9ynGHJblt6HD3EX9oatB/ZzJcSSR8xu5ZSWAABOeCP8ACuY8QLP4W1A+enkSBxujkUjb7V754C8FQWfjq6S73NaLaoYFKptbYgXBxjnPp6CvNf2jLe0/4TW7toJElslVZi0Z4yB+pGSK0jH2fvrY86ph41m4NnORazDcQvIrNGdu4KT2xz9abp/iSSZ38m5aJ+FLBipZf61xtjhLHBK7EcBVcYLg8/zH61s289vHpskXkM8jOMPu5XkZGR2GP1q5VnFpxOL+z1Hmi3v/AFsejf8ACyvF8DRyJrGoTsAcGVy4+Zdp657cVdtfjX4rscbtRbcW3ktg/NsKfh8pxXn2u6xJZwC0trjJKq4aJfunaMryM9eD71m6bfS3BkMt5IMbQEY9RgZOT/k1axc+rOZ5VT5eflT9T1zT/jtrVrDDCZFyrKwkUkN8pYrnJ+YAu3B7EegroNN+NzSS2lvdRSIUgkhxGEKvuIf+IfNyM+vbtXjFvbWsN9/ptwt1bNET5kKbSrE8HPGRxmm2sMrTDyblIrZcyI0mSABxk4HPU9PSksVUvdMyeW4WStKH6H0TN8dNMhEuZ7sNdGdkdooSUR0XOOe5UDA6D8atWXx38NTRpFLc30cEM8chBs42MmIwrbvYkEEd95r5xu5LhlhNsbd4wu19pDDduPzDrgEEHBwc89Kq6Pp+oaldJbkr5sjmRcuMbQeT7AYPHUjpnIrSOPmtJJFSyHDyV4Nr1Pq7T/jNozWtrKupxpLEluiWrwxgr5cgyTnHOwE577iD0q7q/wARNL/4mcUfiK3uBdeeiOBGW5MZXvwCEYZ9+hr5bbQf7LvIftl3CgeJ5HVyT5eOgwB/FxjHqfQ07RfD8/iq6iFpdGwtyrMbi6ASF2XaSMjoQHUd+SM8c1tHHc3wq9zhnkKi7Odj6R/4WlpVn4is0a+gW2kmkiMmwLvd8OZCQSBlsjHuK9Ut7oN905DCvhHVPDmoSarBo3lwyag0rJshlSbaVzn5oyRwQfyr234ZfFXVPDrR+HvF8RguoQv2a9jYSxyxlQVJZc5yOQe4IPvXJXftXzpH1mTxeDpexnK63R9CfagxKkYwM5qCTUxGWXPbrXN/8JhbXARoHS4ZgCojIbP5VB/xMtUYmG3MC/3pD/SvMc+h9tRjz6n6NeBW8zwT4fYdG0+3P/kNaKj+HsbQ+AfDSOcuumWysfcRLRX0EdkfPS+Jn5ffGqANDpEliytHbwyo10VjPmOJWBGQcHDE8jswx2rG0eb+0dFmjsxJvVPO8vfyjsAuRk9j2OeF44PHpPjrSYLzQbyOC3YRpFdqI1s2yn7yIg7hz/n8vGrHVNU8I6vd6ZfzRsse0Gdo8N5YG1W/75/n7CliIcs+foz88yXExlF0ZWutjE8SQzafDaxzyrHdMgTzISpVyDnaVPOeGOeRk/jXPz3kE01xPd7hK6KkS43RgAAE+uDknrkED6D0HXNBg1LTbu8huElSeTK4TPJwvzYY4GF646D3zXmurEaXC1qlw07qmxx5q7MZ4Uf3unXtx+PluPvNn0dTlUVbQmv9ckaWRYGMUDIsZ8lciUhlPB7ZwDx6dK7XQ9cXUrMWWvXUFrDCm2KeSUB4xk5AAyT34OOuK8bvNScLCgUp5ZLrGH+72wR78U+HXra3aGa6RpIwfnVCc9D7H/69aqnLozGNd03ex6z/AMLG1HU74xadFBZwDh47y6VftKlNvmbcD1DYz/CPesb4d2I1DxTPHPFsubIFoOT8jknkjOcYJ/8Ar1zeia1dWd1DqltZrFZIv2iJJ5g28pIqlcYxkEk/lUlxqc+l+NJ763t7fTbtf+P9VVgGy45xk4PzDAHpmirSqRjeR1YbM6dSTpQ3PZljj8M+Jt5ujdWQklVbxMBs7EDA+ykEY+mK+e/H1wNW8TXfnySG4Z8cjOfm6ewC816V4f1TVNQ1ktI+2KVmkG4ZGe7YPYj5ua818T6SNU8X6pLYlrq380kvs245AJ9OuBU006qjDqKtio4fmqSOblhFrtaWN5oGbATPzY9PpTbeOfyJBBC2Cw/eHPy8nj/PpXVL4GvI5jGmm3N3OrSj7PGDvTZnII9Bjt6V3Nr8Pddmuk00acxikjZxIhj4IVThhng8nr146V2/VZs8Keb0OjPJoLiJlhkKfOFxJ5mSc/5/lVy2/s9ZpHwyoUxymQTgkfjmuzsfhrqF4ombTGgRmRYt8sa+ZmVkOBng8Dj8au/8KrvY4m22Un2hftG6FZUJTyyoDAg/NwxJGP4azll8pdS1xBShokcBdXAuv9F8tSw+WOVjgIDgenQDt29qXU7y3nt1VAUxgKkWcEc7iegyT2xXqq/BW5JmgVBst7ieKW/WEsqFU3qjANjJA/n6V0unfCC0nurKc2AgsftUSNEbRlklEkQK7CW+7uBxnB5HuK2jgpRWrOSrnVGb0ieBWFncTXiXUAaLCKPMC7CGA9jz25rTm8PX0NvDLO7b5yShBG0gA/MOndSPwr3fT/hjZNFBK1vI0twkYggFuwZG84RM0q5+bqueeSQPetjTfhNa3dldwRWs9lJ9laWWWdXYDy5PmVWHAPJ52/3R70fU5N3bCec07JRTPmdo/sewyhWMh+c4LNgYyMn+lX7jWp5JJr2aFLhwqqsZHJwNoGOmAvtg4XOa+k1+EGjXW/dpTNZJcTxhV8wTOzRh1IO47htJIAIxgda0V+FOk2erW1/NaW0E05t2tkEM6JsZGVtw3Z5yOcnPy1awT7mP9s8vwxufLC61LPavKtxKl55jJ5EKMAqMd27K4BII6dP6eg/CX4Vz/EaIXU0syWULr+/kAJ3BQCqAjBOD1ORx+FevaN8N9MsZLu0s4rd7m4jBu/MEmxdk5wUB4J5PX+6Oma9d8N+H7bTbeO3toEt7aIYWOMYUZOScfUmufEUlRaV9T6nJKjx7lUlG0V+ZkeDPhrpfhbT47OwthDEvryxPqSa7G30iONdqpgjpnvWra2iqvNXFtwEzjOD+IFcHKj72ErH1X4PXb4T0VfSyhH/kNaKf4V/5FnSP+vOH/wBAFFewtjwZbs+CtR02fTrW5mcWMN3K19Ep+1uoKAYK4B6naTXlvxK8F2+oX84tI7V90sIlZZWfHmKAW/HGeD6V7xqXgLxV9qa3i8K6nMk9xOwmOjyhY1MWEPAIGcAd+Sa46X4a+Obix8qPwdqUKIlqSr6DOd53/ORx1A68ZwK9KUY1I2kfh/JXoTUoQd15M+VPEEOr6Lpa21wPtVk3KTwOGcgOy4HTA3Ix5Ht0rhplhWICOWYzx43bx6k8H8/8K+zdc+Efi6by5x4A1QiISiCGLQp8xsLkOjHA6YHryCeK5PXv2ZfEupWol/4QbWhfG5GSmiXAj278bmC4OMHJABwB7V5tTB3d4M+nw2aVYrlr0m/RM+R7iJ5UX7MokbzNoZRknj/6/wCldp4H+Fd/rE32y+tbiGytY1uw6qNkmJFUjcT6bvxFfSfhP9mnxHZx2cP/AAgeofZvPXznutIulbJiILBTH93Jz9f06m3+CfiaK32XHgHUZNPhSRo4odOuVlcrOGCH5cnIHHYgmt6WHjTacndmOLzDEV4uFGm4p+TueWf8Ivp9xptxdpYXr2B+0GOwmt0KKQ6Hk445xk9tvXHB5LWPAcVgzabcl3u728kiN2bAqpjKB0DAdxnqB8ufavo+b4P+J0hlmPw91Q37yXUS+TbT7PLIZs/d7npkjO760z/hTPiW8kht5PAmuywPdRs/mW86bAyIHC5XAGc85PBI966ZRjJWZ49L6zRnzxi0/Q+Tl0LU9QMyIrGFY44lmAdQBIoCdQGOQw7evauv0nwBp2m+HrU6jNFdxRpIiQrCyFZRKMFuehIXJJAHPFe1ad+z7rkd/cNJ4I8VxwQ2cJjVYZSC8ZGMAp1+XpjIzWhqnwm8aXVzc3y+DvE2+N7g/ZXtJWVtynJwFIJPJ44JOBzgVnTo06LvE6MRiMbiopTi7Ly/E84n8PwW11MIVhmvp2n8me2tm2lDHuUEfiBjnG4k07TvDtlHJaMTE8bPG0wktXPzNGBlRweApOeh3D2r1/T/AIZ+LtNvrZz4V8UMJ7lZGl+yyHyt8IVv4M8EYyewHGaZL8LfGUH2NoPDXiV/LWEyFdPOZACwOQydcMOCcjaSa6OZdzglh6zV3F/ceUTaFYyWskm20WANI1uggkVkkW4Xbz6HcOvAAqzceF7aO88uFdNbUGaeLzGhl+48ROWOMbuePTNejXPw38ezaXcTP4V8SYYXCx2f2AkAsyFSQFBxlQeFOdox61rN8N/G0N9E8fhvxDJ9onLGb+zgrRKYcY4XgZYjt09ad13IdCq/sP7medWNjpd1btYxDT0sRfI1wkkTqQHjIfyx1xvP4bh2rTsdNtJEsry9XTS6CzNsxlcM3zuuXXGM8sf+Aj2rrtP+F/jN3Ev/AAi+vW372xfItGBYgAHcNgIAyAR22nNW08A+N49NRv8AhEdab5YQlr9iOIwkxIxlOx56dCT0o5l3H9Xravkf3P8AI4GaxtrSScMLBtSlW5B+ZysKrMj56AA7S2PXFb1lb6RJB5QWxt7KMXqi5YujN0bGcc449Twa3bz4d+PV1q+K+HNcmWVp1Exst2FaJThfkxywAznt61atfh/40uLqGd/CmspHHeygwyWX+sVoX+YgrgAnvzycdcUcy7k+wrLXkf3M5OS+0tbi01BbS1SV5rY28H2o7irQAYzjscZ6dDinLdRMsXktBFfNZRCXZqLHyQsyBhnB6dsHjB610ifD3xlJaRGXw1rjTuIGRf7MO2LDOMfc+9t9em7k4rN/4Vz40sboQJ4a8ReY0UhluodHb5mEwZQTjrxjjtineI3RxG7g/uMnR7WOWa5itnMvl3E5knaYv5hLA56DOBxnuc/j2GlofLUnn6VTg8GeMbvUtRMnhTXlHmZQtpEkQbOCSCq46/561s2Pg7xdC4/4pnWgmMbTYTY/9BrwMXeVVs/X+HF7PAxi9Hr+ZoW8hVdo6d+KJtQ8tfLeTHPTGR+fWpP+EV8UMqKPDOrArkA/YJR+fy0jeAfEs2TJ4e1Vj6fY5f8A4muFqXRH1fNGO7PrDwm27wroxHQ2cJ/8cFFL4Ut3tfC+jwyo0ckdnCjI4IZSEAIIPQ0V68dkeK92atFFFMQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf//Z) | ASR 1689 x033 080701 Fibula af kobberlegering
Kraftig profileret, S-svajet fibel. Svage rester af nålefæste og -skede. Største længde ca. 3,5 cm. |
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) | ASR 1689 x050 080701 Fibula af kobberlegering
Omtrent 2/3 af en ligearmet fibula, med bøjlen og hele den ene endeplade tilstede. Ornamentikken og udformningen er noget plump og grov og er slet ikke prægt af stor håndværksmæssig præcision og kunnen. På bagsiden bevaret nålefæste, hvori der sidder tværsplit af jern. Største længde: 4,2 cm, bredde: 2,4 cm. |
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03VobGP7Gs7Qhwy7l3ZIDqFHOejKMeoHAru9Yvv7dj0KwjQtFcxxpIxIHmAbdw5xkkcfUZrz743a3rtuyWNwrrAsjTAygDZ85OAMcAFQM9Tj3Arp/hBC+qX2jStcSXU8DLM7KCI4yXUHYVGeFYde/QdK5cNJ1pKL7/kcGZ1fZYRyb1ex9AeA4VsvCSvGrMCq+cUyDGvkjAUqWy3zEcgdfrSeONPi1Czu1uIJIo2VWAViHRT5R3qSn3q1PD1uLjQogULFfL2eYGxCF8tS/zgAkAngZ4HtymtfZ5Le3ttikSWiS4x/rCBks/zLgDbyM9q+s5eam49z8vpzcKkZrZanz74x8C3Ol+B57SDd4jkvp44LZc4JkOcyyrkb5Bn1I4zV7w18HV0vwpHd+M7xIbexQZtYyNkceBkMRxuHPI469c13Hh21t9NW7FnBHNcRh5Yo1YBM/L8qY+7uLHJ+nYYrE8R689z4mnsbhIV0vTIRcGG4+b7Q+c+YRzwCOnqPTivFjblTlufreHqOpTUkUPCnw/0LSbwprmoQaek0QuojIULqjD5ImR2HJ4Off6CsLWrPws0Ml1o8WsXsxYlJbSF/IZclcK7BRncOxI59K6Hw94muG1C6l+zw2dpcE2s32qMO0ybcn5ScbcEYbGQeRjrXKXnxBvrZotPN9dFYww+2Qx+YsZDso3dAVJxgjn5fej3U9GyZU6bk21dnUaPD4ma0jk0NrqaK0mEptr6NnIQAlmbYzAYIzy3PPOK39H8QRXVxbxyaoJbeSHy71o7Z2aO4b5fl+QAITgfNjsQeKwdB/4SfWby/iiv9QTyYGjdhKybmfcVx8wypJPUHcMiofhz8UvEOtxDTbPRLeWDzNlz54eaaVh8pdnIxFwD1GFqFUe12ec6GHbb5E/u/wAjrfFHjbU/D9/bRr9i1+1vpPJMtmQ0hADFhtyOm/vjvg4U10WieJLW6+zXULRSoxVTKY0Gxd0XyEF+vzc854PPp49Pc694R8Q6ZrPjbxB9ttrVjJBpC3m/7OxJKBjtGME84yTg1s6T4nt5L/VtRuCbOzOyRJJN0cbggM0hGOB8vGeeOnSurDYlynyPVeZ4+ZZfShT9rQWv53PabadtsYhCiSO1znoIl8t8lv3mP+WffIrVjuJ5LwRRKfLYyNAm04A3Sgsf3n3cn36/XPAWHiWz1a3iuNPkW8Uw7IyS53nMwXcSmcYYY6dB68bunzwG8thJaiU7gHZc5lclfkH7r7qhx09BXrxalqfJSUqb5WdNp8zXEwG1ppZXRhgMHdg0B348wAqN3t/gVj+H7aGaRZJEiKRgb5QNrg7Ym2/c7jPY8k0VaBd2SaWs9vHKtwsjiQoesu1Iz5LY6nn5x9c1zPiK8v1tbSERzNlY5EyWVUGGUZ3AZPXBHp+NdLYxx29vbiSFpyy+cFMWOFVG3tiMZOEGOvaud8UQSyXkVukO1WwWkCbCcSsu7bgc9v8APHl12+TQ7MmpxljIJvRXZPY28N1ZxQyrCUfcXZ1zjdzg9/Tg5wBitZna1bDDIVAS+Bt/T/CsFdse23kkWXb+8kDLuYcDB/Dj8quWd99qtA6uScZG0fp+X8q5D9Os9zFuPEGnXkmvpanz57WVQyxRO7gSRAAFUUtztPQdDXiPwz006T4o8SaXqMN1pXnW7SQvNGUOEDc9+TuBOOOPavZrfSILvWdcEL/Y9Ru7RI1nXJ5Vjzt6ZG4cntjpXlHjDxzZxavc2MFhBpsmmk22pXuoYKoioSCpRySdxJAA5LYOeg4a8OZJs2jLey7Fb9m7Q9R0PVp9ZeFNT8PqZQBGwcyKZAAjryobac9B90ivpPwjqlo2mxzQxnySkioZCwZQpG1TwNw64z6+1fGfwZ+IEegeNLQ6ZduI7iaFZrd8JHKWJLnGcKRuyPcmvrbU9UgjvraxsVWOQMGM0sgZfLOeBsOd3TkgYC/UVrQkuUzqLX1LesM9vNHNtZd8u1kUY6g9AOmMivJ/E3i7/hF/GkVtEpt7+7l+ywTQR5EvmOzAORgggs3PPGB2Nanxi+OWn/CWwt5L6Br29uXLQ29qy/vMdWLHkDnrgjkjnt80a9+0Q3jDxZpupwaMtiLC5+1Q25l3lsAFgWwOu30796WItKNkEEpK0up1/wC0D4XuppLG6tpLq6DssLJcMcJu54BI4L5ORxn6GvUvgr4a/suxsnETygbZtsiqct+4y4JXgAFlwT2PvXhWqfFS5+I2taZp8GltpGnrMGfdKZTIyjJ7AYAY8Acbq+p/h4Vs9LgUXkySrbuX8sTbflA2quOqnZk9fu1tgYuKbaPjs/rSk403olqdxpO2ztUEfmmInzWkjxH5reaOpQMcfJjkdKm8xnt55SlzHiHDyC4f5ECSgoMpzggfnUuoTvZ3EpMh87yp0YoWKx4kl4XcV5IA9aVo1jWwBlS28qRsRSEFYsOVO795zw2Pyr36fwnxdtbI8x8VaWbrUdZsbcS2d+8LTBo5VLxr5jEbScZyGQEEHqK8l1zRrjwbrV09xfXv2e8RIbe+YhthVlOwkAjDBSPyOTzXu9w1ra+Kop2njimu4GiEj5JmZgHORubOeD+AryrxxfWlvbfZrW1/tDT4UMPnbw0Jjwd5z1whUAY6EgdQK8SrFSnJPufp2U1H9WUb6DNS0fT9J1KN4/NvY5ky8zTnDZBLEnsD0AHHHfNY39raddakogt4buSRppgNw2+UAAybFGUOe/fOfWjWfFWp+FfD8emQrZ31hLBstC1pukmjKtgnBB3KM8nj5cmsfVLPXtL0+2jfT4rG/Yqjo6gPuZMLtxy27eRxxwR9PPnOUdLbHsOLcddTorXxhPZ3U5jvG0+zRJz9m87J5y5AmzllHOFLAcgZ5wWaf8VtX1zSRpXhq0N9OTk28KeSCQCWZio+cjGeM555rn/DPhWCzuLm88Qyre/aGULp9sSyM+OfMfIUbRkYJ6n2r13wb4ys9N0F9M0PSI/tthG0/lywC2ikk+UPJ5indwGC/NjvzRCMpazZhKmp2T3OZ0T4U2UzT3PiLU7i61W42ta2Nkm6QHOXJD8AZByW2ng9R19DtfBWnzWNraa3cxQ6esyvHaCRfJmlyf8AWscCVwB6bRwBnHDtMaw8Q3RZ4bOXULWJoZbtIlV7QSAfKiAEEDqGYHPrgZPPzWun/D/SS2taomsbZhLBGzs5eZUZSfnJ5O7JAbHbtXQuXpsYx5W2ky74n1fS4dYtI4bWa4diqD7L914wQwHy44wTwCMcHmqXh3xhZT+KW0+1lm8uCJZ42ncZSMSKWUHcA4AVRwexA9vOPGHiK4nuDJpektC00MGGmjAVkcMNp+blsjoAflA966XykuvDvh660yG1EltIyanEAN+5RgFWxgpuIJ4yQa0pVeSrHl2OHHYaNXDyurtfoey6LdyXI8mJZrcGFjGFJxG2yQEtiTqQo5x2x7UVkeGY4nnn3jdA0hVssoeZt83y/wCr44Yc0V9Fe2x+cSTludUuFhmWKeGd3V87hGGc+XIuT8wwBt4+grD8VLHp9yNQ8+F4syRNNJIowPN+9wx4DFe3H4c9nLdSWP2ze8m9FKtECGCL/pAG3KA5Pt7Vzd7qVxfSywzPcSld0ioTHwu+Nw33epJzz2PeuCUVUVmVSrSwdWNSO6Ob3Jas1wfnkkUDzo8MhJGT/wABK5IPuPrXIat8YtF8P6pcQGfbKWEawxqZGyR/dUZAwRz7nvW34q8B2niSRYZbnVRabNi28dwsYYDcCdoUDop49zSaL8JfCvhPUPJgsJJskrm68stKdq4Hzr8oDZ56ZPtXL7GTfkfZT4hoqneMXzfgeceJfiXrl5eeX4e0C+S5DYae9gZFkYsuFAGCRjb1I4bpXAXfwl8Z+MrybUdZgeKWSQ+a32by9zYPO1Fye43c9PavrpfDekwt5jRqu6MF7oJAxjUoh2jGCSQvHvmrp03TbWGIQRssixMqqYI8xLidRuIfvxmq+rxfxM82ee4mcbRilf5/mfLnw/8Ag5pui6tqlteWo/4SDSX3JayYVN+MocnnBIH4Z4r0u98cT+H7y/KWyyLbr5k0kY8ws+SAiDGM/P14wM/Su48ReG4P7Yn1bSStpd3DhZVFtnzhlcFjkkAeYemce2TXCf2fJocmoPqVte3kG45kt49+6TBbeCQBtBUjOOBnr0rm9i6b0R9Fhc4oV4RVWVpdTyjXfCb/ABI8RWXi7VrVptPTdbJpKxbCp8slQAoJYkg5GMjjqBmp7f4Z6P4j+JWjNoOmXMFhY2srajdQIYtzbmSNELrHuYZXJHbvmva/7c0nT47i8uNUgtyzLGvnEKFIJIULx821Dx1PGPSrdvq+jMqy2Uml5hPmBY3SPJJHJXjnJU8/3xSUbw5Xr1Or2UZV1X53e1rdDk/FXwhtdO0FtR0jSrPTZopzdPDDGJJ5VyQxDnPO0k7f93jjB6nwbNBJZ20y3UUBeF3ZnYARJ++AI3J0PyjvnA9eFTxCNSl+zHUbKVmX/j2d1LEkFsBMjd1PHPvWV4dkjsfHV7Y2F619ZxtC58t2VFmO0MAAfuht2T6t7100pKMuVdTxs8oc9NV09V+R67KfLs/O3webJNMYY0ZJNu9WO7GV5O7uSPpTPEGpx6PY2kkqsbeKaQhckk7pN2GG888dvw55pLG/lbTzI/2gMZV2mWQfvC0SjAMg6ZYdP8Kw/H95PDpEd1v+1WiyuZP30eNxX5AMc8DI/Gu6UnTpuSR8lh6ar1VTk7XOWGpHUtSSF7GZo5o1dLsyFQkoBG0ZPBARTkk/e7V4p+0B4qbSPFFjo9rdyaJpc/yG7jbaY0Aw6k89WweR3BI5rvPD+uafY6pLBDrVtexXTyXDPaygkNuX0OeAR2H3eKr/ABU8I+FPGFxBLrN63lNFI3lWcyFsYU7gzA4fKY5HOee9eVurvV31P0unRp0aXsou2n9M8E1TxPceGbux1DQ/EE+q3gwZRLcJcDaUXttGMncDjnHBNfSra6fD95Zanq0sklpqGl28y6ew8xIbolivBGV6HB6kD2FeKaR8LvB2hk3U2r3mrJD86QyQeWJNuTtLgn5QAMkD06V1eieItT8UNdarfWUzNqEwWaOOMhY4gqoqoCMjGOMZ3HnjFS+ZttK3oOMqWGpxg6l/N7mLqHj2x0/WIWtvNijkmWQQSKqoyY9AcrnLHPHp0Nes+GvE39oeFnkjkN3IZ5Wd433bVzuYO3O4+nUDHTOMedeG/gzceOdcsrm8sJ7aSM+ZcO0TpDMm5eOFzna4JPHH4V7Tb/Bmy0W2SHTpGsboRsqSwNPGWIzywxjOY/TtTp4OpUhzXs+x42MzSjTqqEdV3TPC7/xjq3hP4mXtrDqqW1x5CXMECj5X3AfI/GS5xxntj1qPxv4wj1C80u3upARcq80GLYDyVJUZZgBvYnDZPsO9bvir9mm+17XPtln4iktrppVb7VcJI87uzKCpbaCAA647cAelVJvAep+D/MtvEpXVrOWIyQX0SsAJRtcxFSOjZGduMkdRzUvC1IL3lodmHzDCVJL2cveffQoadrL/ANmXs99brdxXLmENMv7rYcAlCTnPytgDkAcdq19H0y/1rT4NSe5a00tWaCytUCxKUB2thB1Ynd8xJPXrUOvafe6vpcNzFZLALFiUhLJmQMxwRtIKgKvoOSPx6n4U6RrF7/Zr3k0UVrHJvggiXy2ttwBOBzkAyFRzznPOBUUKcqk0kVj8TTo4eUlo3oeq+HZHW5815Vy23btfA2syZVTvI3fPy2fXngkFbdqtytrGYljRlgjlij3hiPkhJdiY+vynr6UV9Mon5vzrqjVt7wrJJCFjRvtLPtMuWj/eMC+d4yDv4HuKwPJS4upYZU2tKBh95BKlEO7IYnGcYr6fX9l6yVgx1yRmL+Y5MDfOd6tnHm/7OPy9KrN+ypbtbvH/AMJLccjaC0DMANirjBl6fKDXme0jY9SWUY5yT5PxX+Z8u6hdX1jBcs5W4TDlZS+GJxJgcEcZc8+wFSNfJeeIYxHOEhlEZ3SSkEFnjGBmTvj1619GN+x1aKs6ReJ5Y45AUC/Yydqltx58zr71NcfsjRXF5Dcf8JXMjRIihfsWVJUNyR5nXJz7YqlUiZyybHO9ofiv8z52WORoVaL5ZI4lUq8h2J/o8ikv6n5Rj8T61c82Oa4tYY4pJf3sgOXO5j5j5LHYQRhicHPPbNe/n9kW1KIn/CTS7AoDr9iUiQhXGW+fJ+/+lNH7I0SuJB4o/emTe8h0uLcw3Btv3uBx+v1pe0i+prHKMbFWVP8AFf5nz/a26SW7zNbSSbtjlsld7FYjtHyZA+T8gPejVdLVftJez4DMzMq4RF3zABRsAOevrk+wx9A/8MkIIGjHinHCqjDTE+RVj2YHz9e+foPell/ZHgkmmf8A4SXajMGSP+zlIRt5bPL+/tS549zSOVY1K3s/xj/mfLeqeEdI/ti1kkskiuFk+VPJTEQMsZ3/AHRzhzwc9TSJ4N0mWyR/sgeRkYxq0MZMjfZwfM3YzgsK+oZf2Q4nvo7geJwAhV9jadnc4MZ3EiUZ5jH50R/skypgHxedpB3hbBxvJQp/z34GD09qfPCxDyrH3uofiv8AM+Pm+Cnh2bVC/wBlaRzct86mMNLh3UA8cAfLnFdNoPg/SNBW2C2pYLKwmYNF8xLQnbnHzYz9MrivqSP9laeKZHXxhIuJC7AWLcqZN+3/AF3Hpmol/ZPmjjj8vxeySRlQJBp7ZCgRjH+u/wCmecn19qXNTWxTyzMZK0ov71/mfOatZW+RIjxozRgs2wBMbD1XvhW5APam3wtpPDs5CBo4nVXbcxCkwryy4255AP1r6Mj/AGTZl3A+LlePaFVW0wnGFC95jUH/AAx3Bicf8JU48yRHG3T1+UL2/wBZzxXRCtTSs2YPJsd0h+K/zPmmHwDpExK/2VaSmSVFVZYBmYGSVfmJjzj7oye30pdP8DaL5UtwtpbQZgXzpAiDd8sDeWBsxt69D0+mT9Q2/wCygYFtx/wle4xMCzf2Yql1Em/bxIOO1Nk/ZRmeMqvi7YAuxMabgKu1R2mGT8v61ft6d9GaRynHKNnD8V/mfLk3w90iVYUMFpGdnznzEKxZSUKv+0cpnn0+lbdt4XsdNWKKJoQkczusLTrshXzIyGJzno2NvTBHQc19GQ/sqvDIh/4ShHWPb5aNp7YGN/P+v5J39fbPepl/ZgmWMIfFEbDIZv8AiXOMtlCTxP3KDj/AVHtqfRm39lYx/FD8V/mfN8NjFDp8pt1glkfdJsDqpkYIOQd4IA29s1p+YdQnWO6jjm8xmBCkK0x3TjAG8enXnj9fdJv2U5praWL/AISwRmVnLNHp7A7WVl2j9/wAG/HHvRZfsotZsrf8JSHcMTkWDAKCzH5f3/Bw2Cef1qlWp9zOWVY57U/xX+Z4S8kcN1DOohjDIoZty7QAIG8v/Wd8/XP0rMudEGoW0scq2cLC0kUZdD5I2MMdSDkJ39OK+kB+yuAsajxNgRxeWuLJv7qDJzN1GwfnTpv2WUYBY/EnloobCmyY5LCQZb97z/rP0PrVe3p9yVlGOvfk/Ff5ny3D8N9Otru2kggtRul+WNCrLGA8oOVDAH73f0FaOiaDbaSli0MEbCKaI7sKF3YgBc/PyMH9a+kf+GVo/OjkPiRiUkEh/wBDIJIYnGfN6c9P8aih/ZPSPZ5nicyY2hsWGMhdvyj96cA7ealVqS2YSyrHyetO/wA1/meF3Nqy6UxjhEkUtqmVUqfNbyX2n7/QY980V7jN+yXHIpC+KGjDRqh/0DI+VXXgGTgfP09qK0WJhHr+ZjLJcbL/AJd/jH/M+g6KKK8Y/TgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/2Q==) | ASR 1689 x060 080701 Fibula af kobberlegering
Fuglefibel, ca. 2 x 1,5 cm. Simpel fugl i profil, med markeret vinge. Hovedet mangler og der ses talrige støbeblærer på især bagkroppen. Der kan evt. være tale om et fejlstøbt eksemplar - og dermed indicier på produktion på stedet, eller smykket har måske været på vej i smeltediglenog er varmeskadet? |
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) | ASR 1689 x061 080701 Fibula af kobberlegering
Lille fragment, ca. 2,2 x 1,4 cm, udsmykket med geometriske, karvsnitslignende mønstre. Få spor efter hivdmetal på den centrale del af oversiden. Kun en lille del omkring undersidens to-fligede nålefæste, med spor efter jernnål, er bevaret. Der er tale om et fragment af ligearmet fibel, sen 700-årene (??) af Stora Köpinge-typen, se Callmaer i Uppåkrastudier vol 2, s. 215.
Muligvis samme fibel som x215. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBKSnUlACc0maUikoAMmk5paKAG5PrRk+tKaSgA3H1o3H1pKKAF3H1o3H1pKKAF3H1o3H1pKKAF3H1o3H1pKKAF3H1o3H1pKKAF3H1opKKAJqKKKACiiigAooooAKKKKAEpKWkNACUUUUAFN606igBtJTjSUAJRS0UAJRRRQAUUUUAFFFFABRRRQBNRRRQAUUUUAFFFFABRRXJeN/it4W+HaZ13VUtZdnmCBEaSUr6hVBNAHW0V4nD+2F8Nbjf5eo37hG2My6dMQDnGCQuKr6n+2V8PNNh83fqlzHkKWhsjgE5xksR6Gp5l3K5We5YoxXztrn7bHhS20930nTNR1C88oyLDIixIAOpZySoA7857V4t4o/bE8ea5JLDZahpHhaMRh8pGZpApBJJyGOAFJ4B7ZxSckhJXdj7xrL1jxVovh+MvqmrWOnIBktdXCR8evJr8xNS/bD8bXmoRQXXja+NpjbK9tAIz7EZ29cdfQ9BjFeZ+KvHkmtWOo6jd291qBmlVnvLq7DySHnjqeOOwwOnpUOp2Roqb6n6q337Rfwz050WfxrpCF/u4uA2fpiui8NfEjwv4yt5J9C1/T9WijbbI1pcLJsJ6BsHg+xr8bG+JVleaVFYSaFhYMbZkYpgYYEFtpLZJBPuPSsa/wDEl5bz3F1puLSWbO1LOOXIUtnhnOTz3o9oV7M/ctZo25DqR65pwYN0INfiD4V+Ini3w9ff2vpGsalp9xDC7NMItm4Lg4LA5OSR64yK/Qz9kv8AaR1L4gyHw74kc/2m0RnsLpmVnnRfvpIV43j7wOBlc+lUp3IcOx9Z0VDazefGCfvd6mrQzEooooAKKKKACiiigCaiiigAooooAKKKKAEY4Umvz4+O2s6pqHxr8Q3Hk24WN7i1Te+JIRFAFDqGGDhW3ggYy+OT0/QZzhSfavz8/aCvn1v4seKbEyW1lZCby3kkVVZVVI9zhyRzuVuByRwc8VnUfKrlwXMzzLWvBdzolpambxbcSadq1r9vjRbd9pT5hiRAcEjaQOo5GcZNc5D4IGoaX9rkv7t7WSZYoZrggDeQxJC9QF+Y54x+FeuaXrug+Nvhdpnh0Q3SXmmTHZdJLuVBIfmfAHK8DjIPBPavOVtLLwxZ3F7eQrcQSHZHCZGVNzb1WUhTjCDPHfI61xuVn6nQrFWz8D6fo14411pI9PW3kiRo53Bd9pwGyCDyeQMjim6PJ4e1xkM8Ei21rbeWTHgbm2AbtxAIC4zjng9q0dI8WJcS2mi6re29zpkQKzXFjF5bhWbGXIHzAFs4GSMegqxdeGLNdFuJrFJrdIiPNSzdldBnALkgk7uemcc+mKV+wbbmUmiaLrHhdrmzhjF9vOVtYYy+0Ix3AnAxuVgQxzgLgHrVK+XQ/DvgW41C+t5bnX96JDGsbRiViqgo/QYwrYKdQxPbFU/BV3ciS+siX07T0JV5JThkfAJ28r/EoyCee4qb4g2+qaxYwappV4+qarBu2rDbIYsHJkXgYDA85B79OahOz1Ku7aFbwjZr4g06xfRrWOLU+Y3S42mO328ljvIGSRwGxjIHOcVB4i0WDw7bs2qmSK680SxHKxy8lQS8YyAqKpPXng+1bPgXwvJ4RsY9c8QasCzTCfyI2ZPNkG0tGGVTtYq3fAOfaqXxW12TxJaQ61pl1HcpdCZJ4plVmzJHgLwpO/KLkg4BwMc82mn6Dd7XOT1nSXYRWVu8csMtx5TNuKB980a4BPCghScjpk5z29T+GurL4C+J3h7xALlGs7DVUgKRzFgtvIAuF6DGDjoPpXHeNNRl1yOxWKCS3htbyxtozOoVyo8xQxBGQN2T3GCK63XtD8nwPrU08oDw6lEkIkIkdiAcgNjkAMPTkryeBVbWBa3ufqLp8g34HIYZrRrifhpqU2r+C/DV9cIUnudPt5ZFJzhmjUnn612/pXecTG0UuKSgQUtJS0AJRRRQBNRRRQAUUUUAFFFFADXXcpFfE/7QGg+HdJ8ZeItJ10KLjUWbVNPmaFmy0iY8rcp+XMiH68dzkfbDttUmvgT416q3xE+JNz4qsJbptPtJksrSJbjyBcLETucA8ld+/kdD1xWdT4TSG5wPhXwc/hu+1ELDcWy6bCLsvNKturR5+YBmH8Qxg5PQHBzWZp/iyz1j+0pGCG5nR4ojfxK8c8WdqtkZwwz0I5AJ5JxXSXWu6RrWuW0WuaxcRM7mMTSYkjityuYy7jJBzhcncRjnpXLaL8OdMt9W1KZVfUFkQvBLuClON5+U4BBCnB64IOB0rh5NXc23sEek2Gm+GtUito/ItJI8zSfZxJKhBD4VtqkAlV9cA9OTnHs9f+z6na2ekrDvu2MUS29x5s2HbnMhGBnoeO2fau21q8i0W6jhns7iOzVTbzz+Y0iW9xgffHClcnnrzjGKxbb4diPXkudLgW4vrwiRHt2RI4lK5bGewDc8duDU26MfqSaloaaXa3Ul/eRxTFGl8hkZ5ZJTgBCwHA4ODgcciuf+HuqJdXF27aPDocDBImEkTuAE3FpAwI3Nx0PUntijxNqUHhnVBKbhQkZi/wBHvH85pMcbWXpjjIHocEmrfxO8RRXmj31xpq2yNcRj/Q4soCiqR0XOH++AvAA9ciltoWtjE8Va1e3ehrqVrDY3Npb3DRFTK02X/vhckMMbQcY65HesjwlHa6To82ras+2Z7lUgsVQglgpcOVxjgA854J6HAzZ8Akata6ve2sZsrBBG5mmJWNXK5I+pDfX86v8Aiq01K8sopNOsZtbE0TRGSAF0iB2gOdo+VeNuc9Qc4HFXHezG3ZXRF4uZbe41K6jtfslzYw211GkeUeXF27K/BODtZR9F9QK9Cu7n/hJPDutacJYbe1kiaSGR4gWaTcjFAR0bgc9TgZryTXLTUYrz7Ddva3KXmm3FtF9lg2btnzqCAoLE4DBjkkEEmvVfBLaTq/he61OQKLgW8M9pFLL5STOy/OFGOWDbfl46DqKt7InZs+8/gpqR1L4U+D7rBDNpluCG6ghApH6V6Yp3LXmnwV8PP4Z+GvhnS5HaV4bRSWY5PzEt/wCzV6UOBXdHZHJLcWkpaSmSJS0UUAJRS0UAS0UUUAFFFFABRRRQAyVd0Zr8+tYn/wCEc16TwpqV6thLb6rLuuGd2EMbyZ+ULwCDI579a/Qevh/9oLwtbeG/jld6pqkbwaTdLHdrcAKxXAwxQMCCfMJyCO4HeonsNbnm+rfCOTxBPc3VjdXlnpVvsRoBuXzVxu6ZH3R/ER93nqKxo7yLSvFC2V21pBZIqh7eFhIsZVRt3KSSyggA/j15rU1X9o/TdFuby30nT5NWt5ZzJJHcqE35UD5dpYhcg4AJIBIBB5ry278Z3c0jz6boVt50yBXm/s9ncfMrHB28H5cE56Z9TXC76HVE7XxlLD4s8UY8PWAs4HT7NdSRSOsV0dxCynp6qckDJH0qtrnxG/sXXLbRrfzLkRhIHvDDgpgDhQMgdDx7jsK87/tr4h2OpeZZ6NcWt0h2tmyC7Mg45OQDjP5flf1jS/H+tD7dcapc2zwssbyXl9EjfdyD+7GcADrQlbctpPY7PXtLt7zVoG1O6uJpYgrtI0YZwxGdpXaepYZz/d/GuKub7UE8Wo0NnPJLGdn2WYRrCQxyRyVB55BxnnkY4rc0/wAN+OLqCeS48VxCNl+a4kcy7gjjafMwGwNoORk/J0rP1j4WeMbiaOOfVVvri6naDbG8twGCchsgYC478YC9sGny9SVZaHRal9gs7O80hdJtNIheNZQXkKw7gdsjuR/DlDwO/A9uWsfGA8E3XmHX7J45Iiot9JkkMKZOCH3grwM/cz25zWPefDO/hjW3fULAMocZWMM2cn6k57EnFVofhq7utrPq0MCspeOVY1QHAyQWxwcDjk80vIsvXHj3R/FFs9jDp08mp2zRTWN4vRXU/Op3c7GUnkqxG1cd69K+F08SeCb7TIbyNYkvDBCCQfvYkb7rEZG/GecFcZrgPAHwnTxRqUdla22qa7qEmfLggid1DbsDc2MAYJOTgd8ivtD4J/scPpd1aar4oEcCwuWi0eJVKKucgORxjIBKjOeck5NapN6Iym7H0z4Zh8uxsUxt8uBBj0woFdAait7ZLVcL17mpa7DmCikooELSUUUAFFFFAE1FFFABRRRQAUUUUAFeM/tFfBXVPipa6ReaHd21tqumO5WO7z5UyPgMjHB449K9mooA+ILv9nv4sWNuU/se31Wfdv8AMj1KIQgkbQFjYLjA/metV1/ZV+LfiSxt47yfTNHjUkm3a6J5PUnZuH/66+56Kz9mjRVGj46sf2H/ABNq17ayeIPGdtDbLsWePT4nd3RV2gKzBQvHHQ/jXeD9h7wO1nLbvqGsKr5+aGdFIPY/dIJzzzX0TRSVOC0sDqSfU+btO/YR8DW9whvtX1/VLVcZtJrpI0fHYlEDY+hH1r0WT9m34cSaMdLPhi3W1I25SSRZMf8AXQNu578816ZSVfLFdCeaXc868Lfs8/DnwXcST6V4TsUnkGGluA1w3PXBkLYz7Vu33ww8H6lGI7vwto1winIElhEcfT5eK6dqSnZbWFdlHR9B03w/ai10vTrXTbYHIhtIViT64UAVdpaSmISg0tJQAlFFFMAooooAKKKKQE1FFFABRRRQAUUUUAJS0UUAFFFFABRRRQAUlLSUAJSUUUAFFFFADaKKKYCUUUUwCiiikAUUUUgJqKKKACiiigAooooAKKKKACiiigAooooAKKKKAG4o2mnUUAN2mjaadRQBHtNG0+lSUUAR7T6UbT6VJRQBHtPpRtPpUlFAEe0+lFSUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//Z) | ASR 1689 x065 080701 Fibula af kobberlegering
Fragment (c. 26 x 17 mm) af pladefibula, med et ret tætstillet 'fletværk' eller dele af dyr der griber ind i hinanden, På bagsiden svage spor efter nåleskede.
Passer samen med x164 |
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) | ASR 1689 x076 080701 Fibula af kobberlegering
Spinkel fibula bestående af dele af hovedpladen og dele af bøjlen. På undersiden spor efter nålefæste. Største mål ca. 3 x 2,4 cm. |
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) | ASR 1689 x083 080701 Fibula af kobberlegering
Lille, fin fuglefibel med fuglen vendende mod venstre. Største mål: 22 x 16 mm. På bagsiden rester af nålefæste og -skede. |
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) | ASR 1689 x105 080701 Fibula af kobberlegering
Emaljefibel, diameter 16,5 mm. Forsiden er delt i fire lige dele af et kors. De fire felter, der i princippet fremstår i tekniken grubeemalje er forholdsvist dybde (2-3 mm). I den ene ses mulige rester af emalje. På bagsiden er dele af nålefæste og -skede bevaret. |
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) | ASR 1689 x106 080701 Fibula af kobberlegering
Korsemaljefibula af bronze med bevaret rest af emalje fra vikingetid til tidlig middelalder. Teknik: celle-emalje. Fibulaen er cirkulær og let konkav, hvorfor den har en høj kant, omkring den korsformede grube. Midt i den korsformede grube ses en cirkulær grube. Der er rester af en brunlig emalje. Ligeledes er der rest af nåleanordning på bagsiden. diameter: 20 mm. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCHJ9aXJ9TSUUwDJz1NGT6n86KKQCbj6n86VWPqaRqMmmAbj6mjcfU0lFMALN6n86Nx9T+dIzBRknFea+Lf2ifAXgvVv7M1LXFN6sgikjt4XlETZxh2UFRg9RnI9KhyS3Gk3sek72/vH86N7f3j+dY/hzxZpfiyzW60y6S5hYbgV7g9D9K16Yhd7f3j+dG9v7x/OkooATzG/vH86TzH/vNSU3JoAUyN/fb86TzH/vt+ZpOtNagAMz/AN9vzNIZn672/M0jU1qAHedJ/fb8zTDPL/z0b8zSGmtQANcS/wDPR/8Avo037RL/AM9X/wC+jTWppoAf9pm/56v/AN9Gio6KANvpRS0VTAKKKKkBKPSigdKAEPFed/E740aJ8PbVoftdvdawzLHHYrKN6k/xOByoA59+AOtc9+0l8Ub/AMC6DY2OkSLBqOqStH9o3DfDEuN7qO7YPHpz7V8465o9lY6xa3q+XdRtE00Ukj797ZHJZicsSxP1PrXHWxCg+Rbm0ad1zMv+NPjv4t8QXSRXWqyWliS7tb2S+VgZIClgdxHTOTz1A6GvJv7PXUrvVIXmji2WzSpI2Cs0x52e/BJwBmug1ixupklu47Lz4t8SyhQzI/UAHnPTHJP8qzvEFnHa2ssRSFpVyN5QnBONpyeo6ew557V5sqjk9WbR2sdz8DPGmpeA9etdA1BzZ/aVMlqjSlikgwzR8noQTgeqtX3Ppd8mpafBcRncsiBq/MV7e91KO0PzpNHtdLre24MnAkDZ65XP4Gvb/gz+0Zr+hzNp3iC6RrVcvHNJFhQo/vH/AGhkjge/UV30K2nLPcxlG+qPtWkasTwz4w0rxZYw3Om3sN0kiCQGNgQQe49RW01d5iDZ7Uzmnbqa1ACU1qGpGoASmk0rUzg0AIWppoz81BpgNP6UzNObrTWoASiiikBu0UlLTYBSU2aaO3jaSV1jjUbmdyAAB3JrmLr4qeDrRZi/ijSW8nmRY7yN2X6hST2NS2luOzex1Bryb4rftFaL8OLmfTILWfWddjjSQ2cJCIgbdt3yHhfunjBPtXl/xO/a+F/Ddad4Lj8mLYWOuXQIATgExxkA5yeC31xXgcmlXE1/DdX091JLdEzq8w/fSyNkgknqCSOc571yVK6WkSuW25peJNc1nx9qA8VeIdQk+2vtMVvbkLHBGrnC4zxtYemSMk5yakW9TXJYWW78uCIusqbiWBJ3ZA9zir00L/aozGFVVh82RZCMLuIDD8cD8qx9Z8I21rHHNHc/YpXAI8rOOue/T/8AVXmtOeprzFnUtUfSbNEt7l7eGUYeVlJ87phSB9O9cxftLqAiNw8m0sNkPllnbnOSc8dOhxWg1nY6Q+QsuoXDPlDgMeSDz2XnjnP9azL5Z7tmKgzu33YUbao4+Zj3PbOaVox33GuaXoXL6aZZiyW/llQTKGjGGPIIOcc+uD1H1qs0Iultf3KCNk/eMzfKG2ttZeSem3jjvVi11i8j0y6t5LeO5tJlcJ9oAaRGBIyrA8H5ai1yFLO0to4hHJezFY2UDgg7Rk9Rk8jgevpVq25PWxt+Gte1/wAMtGdI1e404xN5myN8x8gsQFzjBJPUCvTNF+PvxA0/5ZtQtL0BSSJrTJY+xDr/AJ7V5m1gGsdu5fkfMY2c8dGGT6Yqkt/PBqShJY3ATLI6bgD1IHzZ6c8jHSmqktosrTqfRVj+0T4lawgnuH0VCwy/nwvCEBz1/eN3wPxrWuvi94zGHjufC4iAG5cyFweCesgA4NeL6Ai+QHZ/NglXeryZ3qM5IHp1/Tp6z65eW8jIlxHbrliVaEZdwM/QY5PbPAzSdarspBHl6o9auvjF4+sXBjsdC1WNo8gWshXa3PDEyHggdhx6nNZEX7T/AIpt7fde+FrF5cnbHHcvEZBnqA6/hn/GuR8TaT4em0G3nSJbaVQqO+QjTL3VcPlcnB788fXh4tH0+4kxaySW0Em7dHDI7uFB5I7Hv2o9vW7l8sOx7b/w2DbafqFpDq/h2WytrhN32mC4M/lkddyhAf8AvnJ9q9O8B/HDwh8RI2/snWIJbiMkSW7EpImDjlWAIHoSOa+N7vWbDQ4YLW7gEkkW4xyyg/vOoyQTwSGIz6enSuEax0u4mFxbGfT75WcIbdjExB/iDg8HAOQfb610wxM7e9qYyjG9j9PFYNypyD3FGetfnbofxf8AFXhnb/ZPjG/muDKsf2LVp/tERweCWIygIwMg4+8SQRX0f8I/2qNM8XTQ6TrTRWOtFcGNXDJKRwTG/wDGPyJ5xkDNdkK0ZabEcvY+gGpDUVvcxXcKywuskbchlORUlbkBRTTRQBvdKSiimwPmv9sy+1SCx8L2ltdywadeTzRXCK5EbuAhj3juOG4NfOsmlWHhvxbB9rsY4dP1BDbvG0QJglUnA3dx+Ofyr7F/ag0p9S+D+qyxRiSWykhvF9VCSKWI99u786+RLyOPWtLuR5haSRFV+Bu4IIZicE/MCc968rEL3zdfCjZ1fwSLe1m+yLHKzSh1EmCky4ztI9Oeue9U5tOXS7FbnVJPLmhiytrG5wB+eSMnHf05rf8ADsmnW/hueTVNXvDJHE0VvarCpU44VvNIO3HOVPXjHvxmowWskkTRW80hU72VjuaVTzkjoOQP8DiuKO+o5RdjXW6WGzkuZSlu1wFDNjPloo3KB0AJBrCu7y2usxaZEZioKtJMxZc9Mjj8emRgVV8Qai+sYgYLDAnKW8OCidst0z0B571lyTyrBcbITCFLIQu4985A5A445645pt3fuglpqWre3hsYCiTSNLu+aaQcu2SNyhuuO3sKufZT5Ms7yBMELj+8M4xx1GRmuX1C+a2cYLsAm8swByDkZAHcEfrU415I1WbzhsK4RuRtx8oByOScmlylHSaabq8v1tFgjto3EhUyNuIVQSSM9Dge/TvWVrUsc3ijQ7ONFXcm8nOCxAx/X9a2PDOoRalqEKNOZIVjcKT0EjKTnnpx/OsXxkwtNR8EXCLtb7YfMkABO0oV2/Tv/wDqFEZaDcUtjp49UmSOXyIIzHDHuWQgODwTkjHHTrWadYuEvViVx5ksfmbIm43rjnk+4/L3rnfE0U9vfsQ5ECwmMN8oBLEHn6Y4zzyRVvQ9OlF9bzyzOk0+I4BIGPB4O3P4Zx6/jWkYqxzOW2p6X4X8O3U0MDPP5jvGbvaflXYpCnd14DH2zg+9YHxF8Pro+tWt7eXUcuo3kDtHbozNtjAxuJ+UDIJ9en0rvtBtWvbOKBsRy3Me1njcALCgO1c9cHPvjJA6Zrx3UvEn/CV+OvEGpm5WWG3ZrKFVHypGsh5PUAfL+rfWpj8dzSpZQsZt026+BE5MrsS0bIQBgnI9+/612Wg3kmdO+xrbpMj7UwW2dDgYyBgjIz268VgeH7OKxkcOxtbmGXzYZpThmUn7uOoBzVyXXptS12W8iza+ZMluI/KAPyhQ3A/3WPSqqavQmF1oQeMpoNSvv3MJkuAzGQITIA5OMgHnjt24rlbFZ1+2QzWuzySEk3KeCxOCc8rzn8jXT+LL54dYupoy0YZtoxgBioyD6ZwT14y3vVbwx8S5NBh1JF061uHv0jUwzkN5QXjgfxfeJ/HrUu8VdGuktGYdj4bk1C8bZFsIB5mJXnsBx68/h2qh4i0u4tVit7KaCCZZGVZ8gTAD51KyYwORgYOeg616Nof2BvD147zbJIYypW4JYENyAcd+oHPpWTJdW9vdqZoA4h/eBRhtzYI3HqD246/0pXkri0iz1D9lf9oDUpbpfDHiOV31CNS0M00m43Cjl1P+2mfqR15BJ+yYpVnjSRDuRhkGvyw1PVjY+NNFvbWW30qWxvIpfNiOEUGQbwRjpg4/Tviv0u8B3Tz6BGGYtsYqK9LD1HKNn0FUilZrqdCTRTc84orrMDoaKTpTWbapPWmwOE+O0Md18K9fgdkUyQqqb2KgtvXaOBzzjjv0r5JuNCvpJLa20yL7Z+7IkO0IqNySNzYB7/Wj9of4rah8UNbk01A9jpmnMwW2EuGLgHLk8ZPB9gM456814bt9ukaf59zeSmW3WYRgmTy22jG7ceR2Ocda8TET9pO8eh2KPLGzNDWrPWdGsbpGgQSwYR+jHJ3YwOhIwf6Vj6DM2pi2Mdq2JCCzqw3kf7pxkcnPNdx4hb/QLKKK5iuI0j8sCPALnk4b3HIrm7VVs9UK2ISBVj3vbzfKEJ64bGCMg/5Nc100iW90Z1xocsN7PPc7VaQHcFIOMryO4JGAP1rG0+G6umnSO5+zr5jIW34XAxwc9sEfka6KTXorOS6S8sGmklX/AFuX+VsdQc4B4xz19O9Ydp5Fw8s1sFaFTgo2QUJAyeehJFO/cqOxneO01S/SNGlsraWEGKOaELyAAGYnkDnOPpXGXmtXGk3Qs9kbySSnypmAIIZDhWBGRk4OfTjjv6DqELjT5C8MkUTHYxMeDg9/pz1rlrzws3iyxkDyx20kYWaIsCGXnjGOpyMZPqMiiNkaPVamj4FvpJs4jQskTuxHCbh8p/r+deh3HhRfEnhgHYEnjPmwu3BRgQfwyR71xHw9mje4QMMPHE8TkrgMMHHtzzXp2qa5Bo+ibR+4VNo5woOVxyccAY69OTTsZ3PMNY1C4nnghubSc38OV2IA6DjkD0B3Egn1rr/Cfhm50WObVbx4J7uKHckTLvUE55z0P4Z61z63sOq+U7x3VksqsqzRoGD5ONwDtnnnHQ4wa7DTZorjR7pluP3cUQ8rzSTnafu+ucLxk/pRdWsZuLXvRRs2l5eWUquYTeXS2yRfMjZRSfm+UdsDHfFeMQ6W/grxFrlrdQyLp1/Kbm3uSjbSCWJXpjK5+hzXt+kXRm1VmnvlEb2gC+W5GMHhW6ZILDtnmr/iXxDZeGNCtprwRTJtEcbFwGOOCVA7jOO3IHWrvoJpvc8et9ev2Kppsc1xGg2K6QY2qTx82OOfem2a3ujXQvbiGAvbiQpArByHPVpPbBPHqD6V0cnxC0+RZ1u7O4kibc0f75ol3EjkYG5R74yMCud8Tata3U0l7a2kX2fy8iO3Pyc54zzkj3/pSjvqPl7FPWJZdSsbSczq0lxLI8sHAxldwYY7HA47d65HTbOGe8mvZF8mJSCv8QXoOfTrnPvWjNO7arbQXDk7YwCU4J/d4zyenJrOdFt9avY5CTFLLuDMCA+AADn168dOKJG0VY71dciuB5KFmjkjHzR4Gxwy4/DAPTue9cdr3iK81C/vtkocLs3QngxjGcFu/Qe56101jcQaXY5mUtFHtyhA37T0IH4/pWTr2tabq32iPS4ooprnIuPKTbkEYL54AxtJAx3xTjdIzlZnE+IrK31LShGVEhSRXjcsCzlwARwAfvA47c1+nXwzg8nw6F3Ejdt+b2AFfmL4n1j+x49MuGjiNnH5fmLH8xbac8kk5PTj37V+lXwa8Qp4m8E2l/CB5M6LPGRnlXUN3+td+G0bM5/Cjum/Wimk0V3mB0dNkUsODTqUU2Uj4E+Pvwf1H4ZeILnUVia+0e6lea3vDHv8okk7HB/iHr3H445Wz8XO0bfIqHaY2Ky8dMAcdutfoxrGi2PiDTp7HUbWK8s512SQzKGVh6EV8v8AxT/Y3jVpdT8Ey7JVBZdNncBd57q3b8fzNeXWwz3gdUZp/EeD2OoSX0xmtr6QOqFTHuzvzjnsQB+NVbnUr2CZJGdl3nL7WyyHPJHvwfXpUhtdQ8NXV1Y6jZvaahE+JVZdoDA5wfXIXr71XvZgbWWUf6vHXbwfp7f4V5lnFm3KmWNPvJ7yPzCrDYSWIXHVs4OPXJ4x05q2dHto4BeRT7Lmbh0QknzMn+HnI+71xng9K5hdQuIbeExny7Zo2BXlQ4zk5wc1t6fr2k2e2aeCWO4yd2GYqufTJ78e/wCVaSWhEVrZBbatFd3Mlq6tDIrAonXccA84PoSfb1rR06xMeySEN5cjmQSbOjdcdMjnOfyqiuoW+qBmjZkh2kQ7GGcD8c/14qbTPEd3pqpbLvuGlYoCyj0POQOvXrRZk3HaXpkWia1qW6PZIzmR43Uja5UggAHHUHPuc8UfEqZtQ0NYpIyv264hQMzcRqcO4x7qpUD3qpZm41TxALqAiaV2dcZyrfL1J46cn8T6Zqv8Q7ttQ8EllLS3FncwzLsG7lDlhx25A49fSqiKS0NGxvv7PdgLWNxJ90TKCvTjH+TV1rmW30VbqzTbHIXSW3mymEyedpx35z3Bri9Nu5ri3MgfzYtgyq/wsQMAnt/+utW3vpRtFxI0kfAKyAnt2I7dqzvrqOzWx0FnrVtHb2rRxKsCbg8auWdQcDgZ5y3P4fWue+LGrHVZPDwBcRLclFVc7MgqdwJ553D9arprX2aFYZ49ixudm1SQ/wAxOCB14P6Cs3xFP/amkWVvHEGuY7jzln2bAM4yp9sKB0zxW1ybFe+mlvbgwC4EnkgFRGAuec5GR71jQ+dp19NbyDYzrnGeORwR7HH4c1szR2t3Iku+SGYFQJByNuSD/Sm6kto01rI84SS3jKjJyGGeB+fP5+1TfqCvsVbRLq7uJJS3mbm27euAoPQkY/Klhmk0u6t9ix+YSig7Adu4gcj+Ecn15xVvT9Q8u6WWG1lRlOVZcEbhj1xweaxbjRb/AFSScXM7hXfzAkTZ3Nlcc+ny1Tkh6nX+IWuGiNtIEVGQr93cv/ASMYOcflXA28kWhyBFjaa8barMoxwffvxW7r01xGpV5i0zfdhUnI46/wCf6VP4R+G2q+LPs1x5DCJpvlx96Xb1Ve/49vrRG+yE7JXZX0/4bt49u9MgeWVNMuCT5cA/eSSFmwvPAyQPqK/Rr4b+E08D+DdM0hTk28EcZPT7qhR+gFcD8FPging+zh1XXUjudYJ8yGEIPKtOCBsHZtpxnryfU17AxNeph6coxvLdmVSSbsth7NtoqJj70V1GJ1NKKZS5xVFik0Mfem7qaWqQMrXvCmi+KIRHq2l2moKOn2iJXI+hI4rz/Xf2aPAetJMV0uSwmkwRLa3DrsI6YUkr+lep7qQmocIy3Q+ZrY+G/i3+yPr/AITtZtT0HUbjXrVJDI1oIT50Y65ABORn05x29PDLzTJrR4/tqT288QVZoJFKEZH3ip9civ1VbDdea4r4i/CjQPiRo95ZalaRxyTqALyJFEyFc7SGxzjJ4PHJrmqYZS1iaxqW3Pzqt5ESRprV3w/L7YwAQAMsewIOfrWjeX9vZ6assP7x3J3ptGM4yB14OSfbivafEP7EuuaNavLo2u22sbY2JtZYTaszAHbtbcwJ6fewPpXhXjfwtrvgtRYa7Y3GiXKlh51zt8mQHPzbgcEE8ZGcfjXG6U4aNGuktUWPDK3upawkOnt/pMivIis4UHBwUGTz16VvXHhe7vo7uEPaWz+VLbH7XLtO7OMc8A5XueDivO9C8Xpo2paZcKhvIbSQ+bNGdpkfJZSMc/LlfXkHmtfX/F+p61cQXEU0stt5u9VQN5kmWxtbAyeM5HqfSsnF3A3pv7Js9Hjh1BWj1GNeJFQwycHGDtOHGSfXg+tchLrEZ2fZS+/j5WkPzjGTgYJ6Aetakfgfxv4mhnutJ8Ia3PZJIXBELOWUjHy56/QevoKu+H/hb40+0r53gLxJI8abiktgyxs208FmUcnj6ZPpW/s7LYy1vc5/UNQRZpbeNTvVVl/ejgZAOAc85yeoHSpbPUZN9oJliV5ThvkOU5wMjqf1rp4/g18QVs2nPgG9shGgdmk8suQOo27izdOgHYcVyHhPR/EXiqO9Ol6LqVzc29yiNDFbSOEYEnDHGEbp19aTp+QK+5rtJHcvIXntY7jKiNY7Y7mGe4IGO/r0qtMxEb/abiGGISlQxhwHBPr2Jx0+la7/AA18faf591deEfENsIGyskFuXJP949Sfrjv6VPY+C/H+t6fJa2vg/XGut+1J7izKbW2gHdnaAcE5JOfep9nrsPUwrUMtok8V1EqOBvyhJyCcZHrgVrWc/nWhuI0a6mVcYjXAPHAABJJP0zWlD+zr8X7yOOKDwrHp8LHJklvIARkD+HeSMc/nXqPwf/ZT8WWvnSeL7+20y2kKkW+n4e5290L/AHFB77Rn3qvYSlpYLpK5w/hn4V3viyQlLOe6u5Mf6KDjaeDl3TgDjByeefrX1H8IPhTN4Pg+16vFZi/A2Qw2iYjgQdh7nv8AWu68N+G9O8J6XFp+mwCC3j6DOST3JPrWnurupUFT1e5jKTYrNTGbvmkY1EzcV1kDt1FR5oqQOu3dOP0pMkscHFN3cUm6qGOzTd1N3dOe9N3flSGO+tBbpTN1M3UASFqbu6imbqQmmSPLda5T4g/DrRfiV4dn0bWrfz7OUhvlOGRh0ZT2I/qa6fdTS1J2sO58T+Jv2B9bt9UU+FvEOn/2e7kuNUR1lQE5/gUh/X+GvYfhP+yhoPw+X7RqVy2t6kVVTM67EGOu1ewJ68noK92zSGslTinexftJNWIIYLfT7cJGqQwoOg4AH+FS59qa31zSFsZrQgRsMMkZpqqq9FAGc8ClZu1MaTFACsw4plIGyPWmM1MAP601jTS1IzUCFL01m4pu7NNZqYAzc00tSFqYzfLQArNj3oqJnoqQO2+yy/3P1FJ9km/ufqK0qKYGX9jn/ufqKPsc/wDc/UVqUUgMn7HP/c/UUhsZ/wC5+orXooAyPsM/9z9RSGxuP+ef6itiigDF/s+4/wCef/jw/wAaQ6fc9o//AB4f41t0UAYf9m3P/PP/AMeH+NIdNuf+ef8A48P8a3aKAMD+y7kZxH/48P8AGmnS7rtF/wCPD/GuhooA506Td8fuv/Hh/jTP7Fuv+eX/AI8P8a6WigDmG0e87Q/+PL/jTDot7/zx/wDH1/xrqqKAOT/sS+/54f8Aj6/40n9h33/PD/x9f8a62igDkf7Cvv8Anh/4+v8AjTDoOof88P8Ax9f8a7GigDjG8P6j2t//AB9f8ajPh3Uuf9H/APH1/wAa7eigDhf+Eb1P/n3/APIi/wCNFd1RQAUUUUAFF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| ASR 1689 x107 080701 Fibula af kobberlegering
Der er tale om midterpartiet og den ene flig af en trefliget vikingetids fibula af bronze, med stiliseret, bladagtig ornamentik. Stykket er temmelig korroderet |
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| ASR 1689 x108 080701 Fibula af kobberlegering
Rhombeformet fibel med dyrehoveder i hjørnerne og fletværk imellem. På bagsiden dele af nålefæste og -skede, samt spor efter jernnål bevaret. Rester af forgyldning og fortinning. Mål: ca. 21 x 21 mm. |
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Fragment af fibula. Tungeformet med en rig ornamentik bestående afpunkter, linier og feltværk i delvist gennembrudt arbejde. Type ? Størrelse: 26 x max 13 mm. På bagsiden er nåleskeden bevaret. |
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) | ASR 1689 x110 080701 Fibula af kobberlegering
Skålformet fibula, Ørsnæs type N. Hele overfladen er voldsom korroderet og ornamentikken skimtes kun i mindre bidder her og der. Man aner dog både lidt af lårbuerne, ryggen og fornemmer ribbene. På bagsiden findes mindre dele af nålefæste og -skede bevaret. Mål: 4,2 x 2 x 0,5 cm. Afgnavet/afbrudt langs hovedparten af kanten. |
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Fragmenteret fibel, bestående af dele af bøjlen og hovedpladen. På undersiden spor efter enkeltfliget nålefæste med rust (fra jernnål). Største længde ca. 3,5 cm. |
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| ASR 1689 x126 080701 Fibula af kobberlegering
Emaljebroche. Cirkulær med fem små ophøjede rektangler, hver med en lille cirkulær/oval neddybning. På bagsiden komplet bevaret nælefæste og skede. Nålen mangler. Diameter: 21 mm. |
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) | ASR 1689 x128 080701 Fibula af kobberlegering
Noget slidt og afgnavet fibula, dog med alle hovedelementer tilstede: hovedplade, bøjle og fod. På oversiden af pladen ses rester af indpunslinger mens der på bagsiden ses rester af nålefæste og spor efter jernnål. Bevaret længde: 4,7 cm. |
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Fragment af fod fra fibel - desværre helt ødelagt på overfladen, men del af nåleskede ses tydeligt på undersiden. Bevaret længde: ca. 2 cm. |
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| ASR 1689 x134 080701 Fibula af kobberlegering
Korsfibula med hvælvet midterdel hvorfra der udgår fire arme, der alle mere eller mindre er afgnavede. Ret dyb, karvlignende ornamentik på oversiden. På bagsiden rester af nålefæste og -skede. Største mål: 2,7 cm. Karolingisk. lige omkring år 800. |
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) | ASR 1689 x135 080701 Fibula af kobberlegering
Fuglefibula. Fugl i profil mod vesntre. Kun ét ben - vingen stritter fri af ryggen, halen udbredt. Midt på kroppen tydelig dut. På bagsiden spor efter nålefæste og -skede. Længde: ca. 23 mm. |
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| ASR 1689 x153 080701 Fibula af kobberlegering
Frag. bøjlefibula, størstedelen af bøjlen + del af fod med rester af nåleskede bevaret. Største længde: 2,8 cm. |
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) | ASR 1689 x163 080701 Fibula af kobberlegering
Fuglefibula. Fugl i profil mod venstre. Udbredt hale, strittende vinge, fri af ryggen, to fødder med klo-lignende afslutning. Hovedet nærmest fraværende. På bagsiden rester af nålefæste og -skede. Mål: 28 x 20 mm. |
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) | ASR 1689 x164 080701 Fibula af kobberlegering
Omtrent halvdelen af en rektangulær pladefibel med fladedækkende fletværk, uden gennembrydning. På bagsiden svage rester af enten nålefæste eller -skede. Mål: 24 x 17 mm.
Passer sammen med x65 |
![](data:image/jpeg;base64,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) | ASR 1689 x171 080701 Fibula af kobberlegering
Del af fibula?? Samme stykke som x109? Mål: 1,5x1,5 cm. |
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) | ASR 1689 x181 080701 Fibula af kobberlegering
Urnesfibel - fragment. Antagelig er den tap der rager ud til den ene side rester af støbe-tappen. Den er tydeligt afsluttet med et klip/hug. På bagsiden rester af nålefæste og -skede. Længde: 27 mm. |
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) | ASR 1689 x183 080701 Fibula af kobberlegering
Fragmenteret bøjlefibula, med dele af hovedpladen og hele bøjlen. På undersiden af hovedpladen ses rester af enkelt nålefæste. Overfladen ret korroderet. længde: 3,8 cm. |
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) | ASR 1689 x199 080701 Fibula af kobberlegering
Fod af fibel med svag tagrygfrom og kraftig nåleskede på undersiden. Tydeligt forsmeltet i enden mod bøjlen. Antagelig fra urnegrav. |
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) | ASR 1689 x204 080701 Fibula af kobberlegering
Mindre fragment af Urnesfibel. Største mål: 18mm. |
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) | ASR 1689 x215 080701 Fibula af kobberlegering
Fragment af ligearmet fibel af Stora Köpinge typen. Sent 700-tal? Med spor af hvidmetal. Største mål: 32 mm.
Muligvis samme fibel som x61. |
![](data:image/jpeg;base64,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) | ASR 1689 x219 080701 Fibula af kobberlegering
Fragment af bøjlefibel. Længde: 50 mm |
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| ASR 1689 x220 080701 Fibula af kobberlegering
Fragment af bøjlefibel. Længde: 90 mm |
![](data:image/jpeg;base64,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) | ASR 1689 x221 080701 Fibula af kobberlegering
Fragment af bøjlefibel. Længde: 37 mm |
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) | ASR 1689 x252 080701 Fibula af kobberlegering
Fragment af korsfibel. Stykket er hovedpladen med to støbte, let forhøjede knopper. På bagsiden ses rester af nålefæstet. Mål: 28x20 mm. |
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Emaljefibel. Cirkulær med hvælvet overside. Diameter: 2,4 cm. Svage spor af nålefæste på bagsiden. Tæt række af prikker langs kanten. Fire fordybninger i midten omgivet af slynget mønster. Meget korreoderet, ingen rester af emalje synlige. |
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S+EX1DxEuoSpttLAb1A/imOQAfoMn6isKTUxL4ZaKZy/m7doDAkY6gH64/KvYvhTocuj+E4WnDJNdsbgxt1QN0B/n+NcNCPNPyRtNtRsztrC0N1dJGO55+ld7DH5UaqOgFc74b01xIbhxgdBXS16xzBSUtFABTadSUwCikwfXFFSBcoptLmiwAaSlpKQBTfvZBHFOopgUbi0/iX8q83+Jnwsi8bKLmGX7LfquxichZFHQHHQ+/+R6pUU0CzDkc0SipKzA+LtW8E3Xh7Un0y/je3CqzqxO0EZyMYOGyeM1yOuWMd9cafaapPjT5L2NbmVsLhC2D+GMf5FfbXirwRp/iqx+y6larcRqco44eM+qt1H9a+e/ih8E9R0uxuBBbHVdHIZjtz5yHsW9xxyOPp0Pn1KDi77o3jOx5r4f8A2YvDuras9/8A2ol/aRyZEcOCevQ16B4y+DniH+1rEeEdJjm0q+iQPIbhYktWC7WyDzg4B4HfFedeG/7Z8KSNc2GosiRRbHVoBvkA9ecEjpnbk96ntvE3iTQ76XXdM1CZ9aMbL/pMm/zEYgFPTHcADgqKqpKnU0YRvE3vil+yZrV14d09NH17z9X8zNyJH8qPHpH3AGfx9ulcjo2iy2OlwafcXbXpt90TzbcrPjK7snscHHc9awJNS8e+LvFFlqmpaxeWFjauJz50xRmwfuqo/Guwtb7yW3j7o+SNV5U59PXvWNbk0UC4uX2jM1Tw3p7Ykut8xG1IRJk4HYKWOOOMfShoZLO7ty135ccPMkO0FGBBxyOfYDmu0XwP4g8VKLeDTpo13grcOPLBAPXn2r1vwP8AAePS5o7y/QX16AAvmD91Fj+6vc+5/KlClKbFKVjkvhb8PPtUf9saxabd7bra1lyeP7zAj8h/jXu+h6CZSss64TsvrWnp/h2Gzw7/ALyT9K1gu3jFenCCpqyOdty3EVQqgKMAUtKOtFaCEooNFABSYpaaTQAUUdqKQFqiiimAUUUUgCiiikAlNpfWiqASkKilooAw9S8EaBq10bm90Wwurg8GWW2RmP1JHNYGsfBXwlq5BOlrZN3NkTECPQqPl/Su7xSNWbjF7od2ec2vwE8G2u7dp8t0zHJae5kb9MgfpW7pPwz8MaKE+xaLaQFDlSIgSp9ia6iipUIx2Q+ZkEVlBBxHEiD2FTUUVqiRaTFFFMAxScU6mmgApKKKAEpKWkoAKKKKQFnaaXB9KfRSuAzB9KTaakopAR7T6UbT2FSUUAR7T6UbT6VJRTuBHtPpRtPpUlFFwIth9KChqWikBD5belHlt6VNRQBD5Z9KPLb0qaigCHy29KPLb0qaincCHy29Kb5belWKKLgV/Kb0o8p/SrFFICt5L/3f1pPJf+7+tWqKdwKvkv6frRVqigAooopAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//2Q==) | ASR 1689 x256 080701 Fibula af kobberlegering
Fibel i gennembrudt arbejde. Med nålefæste bagpå og øsken bagpå den nedre spids, måske til vedhæng? Overfladen er korroderet, og det er svært at se om der er dekoration/motiv, men det ser ud til at der er et meneskehoved og en fransk lilje ligesom på parallellen SJM 154x1 . omgivet af to nedadvendte profilsete dyrehoveder omkring et gribe(?)dyr. Spinkel støbt nåleanordning samt lille øsken. Palmetfibel. |
![](data:image/jpeg;base64,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) | ASR 1689 x259 080701 Fibula af kobberlegering
Fragment af bøjlefibel. Længde: 2,5 cm. |
![](data:image/jpeg;base64,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) | ASR 1689 x260 080701 Fibula af kobberlegering
En bronzefibula, antagelig korsformet, fra Ældre Germansk Jernalder, der har mistet knopperne på hovedpladen. Stykket er temmelig korroderet. Støbt nålekonstruktion med jern fra fjederen ses på bagsiden. Længde: 4,7 cm. |
![](data:image/jpeg;base64,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) | ASR 1689 x261 080701 Fibula af kobberlegering
Lille fuglefibel? Længde: 3,5 cm. Rester af støbt nåleanordning på bagsiden. |
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) | ASR 1689 x263 080701 Fibula af kobberlegering
Fragment af fin urnesfibel. Største mål: 2,7 cm. Fragmentet udgør et omtrent 3-sidet dyr vendt mod venstre. Forsiden virker noget ufærdig, og det kan ikke udelukkes, at fiblen ikke er gjort færdig, eller at den er anvendt på trods af en grov udførelse, |
![](data:image/jpeg;base64,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) | ASR 1689 x266 080701 Fibula af kobberlegering
Fragment af svært støbt fibel. |
![](data:image/jpeg;base64,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) | ASR 1689 x274 080701 Fibula af kobberlegering
Fragment af korsformet fibula. Den næsten firkantede hovedplade med en stor kraftigt profileret knop er bevaret. På bagsiden rester af nålefæstet. Fibulaen dateres til Ældre Germansk Jernalder. Største mål: 2,2x1,3 cm. |
![](data:image/jpeg;base64,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| ASR 1689 x275 080701 Fibula af kobberlegering
Cirkulær pladefibula af bronze. Mål: Længde 1,95 cm. Bredde 1,55 cm. Fragment af pladefibula - formentlig fra en cirkulær fibula. På oversiden ses rester af en intakt let rundet yderkant med en smal liste, indenfor denne en form for fletbånd. Midt på stykket rester af en cirkulær liste. Plan bagside. Fibulaen dateres til Yngre Germansk Jernalder. Største mål: 3,1 cm. |
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) | ASR 1689 x278 080701 Fibula af kobberlegering
Ornamenteret plade i kobberlegering med kraftig fortinning. Uden tvivl fra smykke.
Største mål: 2 cm. |
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) | ASR 1689 x281 080701 Fibula af kobberlegering
Fuglefibel. Komplet pånær hovedet. På bagside rest efter nåleskede og nålehæfte. Ingen rester efter nål. Et lille stykke 2x1mm afbrækket i fundposen. Mål: 25x20mm. |
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) | ASR 1689 x284 080701 Fibula af kobberlegering
Urnesfibel. Tydelige spor efter nålehæfte/holder. Størstedelen velbevaret, en lille del afbrækket. 25-26mm bred. |
![](data:image/jpeg;base64,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) | ASR 1689 x287 080701 Fibula af kobberlegering
Ligearmet fibel, 1/3. Med nålefæste bevaret, med spor efter jernnål. 25x28mm.
Hører sammen med 200221813 ASR 1375x167. |
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) | ASR 1689 x302 080701 Fibula af kobberlegering
Tungeformet fibelfragment? Muligvis fra ligearmet fibula fra vikingetid. Stykket er noget korrodere, men der ses svage spor efter en geometrisk ornamentik med lister. På bagsiden er svage rester af nåleanordning. Største mål: 1,7 cm. |
![](data:image/jpeg;base64,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) | ASR 1689 x303 080701 Fibula af kobberlegering
Fragment af trefliget spænde. Borrestil?. Rest af nålefæste bagpå. Mål: 2,4x2,1 cm. |
![](data:image/jpeg;base64,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) | ASR 1689 x305 080701 Fibula af kobberlegering
Fragment af fibel. Største længde: 3,5 cm. |
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) | ASR 1689 x320 080701 Fibula af kobberlegering
Fibel, bestående af hovedplade, bøjle og del af foden. Hele overfladen er bortkorroderet. Rester af flig fra nålefæste på undersiden. Korsformet fibel, eller fibel med kvadratisk/rektangulær hovedplade? |
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) | ASR 1689 x323 080701 Fibula af kobberlegering
Lille fragment af formodet pladefibel eller beslag med fletværksornamentik. Ingen spor af nåleanordning på den glatte bagside. Antagelig YGJ. |
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) | ASR 1689 x331 080701 Fibula af kobberlegering
Fuglefibel. Fugl i profil mod venstre, vinge fri af kroppen, halen udbredt og som det eneste element med ornamentik. Kun ét ben. På bagsiden rester af nåleanordning med rustspor fra jernnål. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9Me9JRRQAULRRQAtKKbRQAv3TS9qTPrRu6UAKKO9JkGlNACjrS02nUAH8VOpnSn9qAFWlpF6UUAOWl700cc0q0AOpwpq9aVaAHDpSGiigCKb7rV+JH7cy7P2nvGvB5uIeg/6Yx1+2833TX4jft0Z/4al8bAcnz4e/H+ojquojpPC/nr+0R8EQ9nqdnb/8JhpnlLqHhC10TP8Apdv0eE/vj06gY4I60VB8H/D1lq3x7+EU9pf+FrD7H4o0ud47PWLm4knxdxfIqylhk44AxyeaKJCjsfsnS1EGr5p/ay+Nl5o9jceEfDt39lu3jDalfRvh4o26RJjozDBJ7A988Zykoq7LSvoe3XHxb8F2uvf2HN4o0tNUxk2xulyvOMMc4U54wSDXWbhjIII7V+YGiaWZNwjRmC26sJ3KLtChRnOOec8HnOPrXuHw8+N2ofDa0Fv50mpeH4ipCTOWIVkZyqMcYbIb0XAAwO3FDFc0mmjRw03PswzAUqyBq4Xwr8RNK8baXFfaXdLKjormPOHTIBwR+NdBb6j8wya7FNMixug5o9KrR3AkXrVhW3VZI6j1ozQtACil6U1adQAvbNLmkFH8qAHdKXrTe+KdQA7tQKG9aSgB1KvSkpVoAdQaKQ0wIpuVNfiZ+3Z+8/ak8ZxRlg3nQZHb/UR1+2cn3TX4lft5Yj/ak8bBAylpYC7Y/wCneLge3SmI6HwlZajY/Hz4HC7h1+OJvGOmbW1nw5DpaMftcH3GjYmTjsQMde5oqn8F9H8P6p8evhHPZX/g7SZrbxTpcnlaY+qtNdN9qhITE6uueOMFRluTjoUSFHY/Yl5DtIU7WxwcZxX55ePNB1bw74w1Cw1uVp9TSZi3mK2Jgxz5gJ6hiQQevBz0OP0G3dq8q+PHwdb4m6XBeaYYYfENgrC3afKpMh5Mbke4yM5AOemSRhUjzR0NIuz1PifTrmS1up4JbBXdRtMNvNuOSMgMCMYHGcdDXWRzW1+qRvIGMShWtozleFwg7H7w6gjgk8Gsb+z20qW9eZPs9/CZLW6SZNxhl3Zbg8YyDyDjjrzUEPmyRxeXG8Us8gkbYDxtJG44ODkDuPXsa8ucdbrRo2PTvB1xrOkvBfaZ9jsZo93mAK6rwoIDAHOO+O42kg8V754X+JCXTRW2p4t59qgXOVWORuh4ydpyCfTkc54r5ZtNavpEuo4GWOZI926QjJYAEFQSTu447HPfBNSeE/Ft819HHfia3EM5+0iRJDHIoBIKg92GR02+vaqhOTCyR9zWuoYxzxWva3wfAzXzX8PfifdWFzDpmoRyfY8HZNMSG+8OBuOeOTjk4xgA8H27T9TWaGKaJ98bjcrDuDXfCZm0dqsgboaeKxbO/DAAnmtSOYMo5rdO5mWAelLTFNO3UwHCjvSdqWgBe9P9KYaVTQA/OVo7UgpaAHClWmjmnUAO70h9aDRnimBFL901+JP7fSsv7UnjPLE7pbfaM9B9nir9tpelfiX+3zGzftUeMlAy8ktsqj2+zRf1piNbwK2st8fvgh/aT+J3UeMNK2f29PHJH/x9Q58sLyD06+1FQ/BTS9Bu/j78JBDrnhHT7i18U6Y/kabY6mk1wwuosRlpYimSeOSBk8nFFEhR2P2Fpme9OOeajbipKPF/jR+z7b+Nrttd0FYLPXm2i4ilJWG8APBbAOHHZsHOMH1HzJqttc+Hb6TStQi8rULSZklG8AI/QA445BHTrnuOa/QHcG+teX/Fz4F6Z8RW/tW1VLLxHEmEuDkJOACAsgH14YcjjqBiuarS59VuaRlY+OIo42kilVo0wWbCchSD8vBHt/npWkurGTfJJOW3DCzXJRsZHGTt7nuQM55pNe0m903VDYX9i9vcW0m2WKYbGBBxxxyPQ9Djj3wrw3FnveKVmgdcRq0e8npgAjrxgDPvXnW+83O08L6hLd6pHFJ511GZS8rOcKGA2o/fIwT7dPQCvZND8dXGh+W0M6SRx/8AHxbSOArdM4P8LcHHY46engnhXVAqxGSTdHFCYQ0iKoQrk7csMcnmu50+V76z+0OZFkmQ7fOcjcQTzgcbTnP0wKd2nzbBFaWPpnwj4207xVamewm3FMb43GGXIBH1GD1HFdjZ6h0ya+SpL5dJ1C0lt7maBEfdbrBjdE+eTkclCOqk4I617j4B8dL4i09PPeMXZ3MPLHySJnhgckdCMjPX2Irtp1UzKUT1qG6DY5qyrbselcta3xXHNbNneiQAZrrTuZGnTqhV92KkU9KYiT0paZmnZoAdu4pVbimrS0AOXrTxTKeKAD+Klam0rHFMCKboa/FL9vpjF+1V4ubH8VqBzj/l3i6/lX7WS/dJr8Uf2+rxI/2qPGexAro9qGduSf8ARojxxx/P37UwNXwJfane/Hb4JNqFzrUsaeMNJEaap4tt9YUZuoeUjjQGLjuTz07UUvweh0HUPjX8H2k1GysbgeLtKmhW08OSWrXDi6iwjPuwQT3565ookTHY/XwrzUbDrUzCmMKkorsM0vPFKy803vQBxfxP+Fem/EzSWjlC2mrQrm0v1HzRt1AbH3lz1H4jBr4y8WeEtV8JatJpeu2osL4ckK/mLIuSqumTypxkEc9QRnIr9Aw2WrkviP8AC/Q/idpyQapBtu4FYW15HxJCWxnHqDgZU8fzrCpSU9VuXGTifCVrbxxyFd0katGylsErkeuP88Vt6Xq9x9hZd0O6NiQxXdgEEE4DdcZ68fnR468G6r8MfEcum6tHtDBms5xGrRzoowCgz16Eg8jPPWs+GaBvKEcqw+cF+Zh8pb+Ege/QdR/KvPkmnqbppnaWMgk8q5a4tZIg45xhgQueQRnoc/XHXrXQeH2a0kaG2t1traWRwqKD8sg24OMAYPPbqOvWvLFvrzTbqOZWMrTZZyilY26EDlSey8HuB6V6F4ZY6gsVw5YTJKySRKcrxnA+vK5J7/o91cWt9D3Hwf4xmSAx6i7MuUVHb7wzxg+uD15P616NZ3wKqytuUjIINfPvh2+F5YyXCykESGL5s4UhQQcEd+O/J/Ku88N+Iltb0Q5xBLyOcnPH6Dmto1eX4iXG+x7HZ3obGTWlHJu5ridP1WG4x5UyuwwSqsMjPqK6TT7wOoBPNdsZKRi1Y1ifmFPPaoFcNUuasQ/NOX71Mp4oAWnrTB0zThQAvcUjUlIc0wGyfdNfiL/wUCJ/4aw8ag8APa/+ksNftxIflNfiX/wUEk/4yu8ZKedptQP/AAGiNMDR+HjtJ8d/gb59zeS48X6TtFx4vttZ5+1Q9IogDF9T64orS+Fun2s3x0+Dkut3OoafNH4s0k2YHga30xZ5BcxYRpo3UsOByQ2OuKKJEx2P17ZajcEds1MRTGySakogqM8dKnx1qNh8xoAhLUu/jrSMKj9u1AGX4s8K6b400W40zU4PNgmUrvXiSMn+JG7EcflXyp8TPg/efCdVu45LnWdD2EtdiD95C2AoVwuR6YOAOemQM/Xu7tVe+tYNRs5ra6hS4tpkMckMihldSMEEdwRWc6aqKzKjJx1R8M6X9n8RWtxbxybJrdgDJwVzngj/AD3FJZaTdaZfuzyTR3asWVg2QrHuOOmOuf8A9foPxY/Z5fwbJcax4ajnudEdd1zZq26W1x0KnqydPUjHORkjyaTxE8flTTXTzNCBmXzCz4wAD156fjXlThKnKx1Ramj1Dwx4ktb1WimIivY/mKK+0S4xk4659+eB1rVvtevYYN9kEikGcSSjITPXAyP09TXjN1f/AGVYLqOVXjd8pJ7g9CCTwRjj3q7a+OJhp6wFm8zBw4PK9PlNYzu9maRsmewW/wAXLLwj9lumkQXTKsbhiSJnI5GB3H9fy9V8MfGXTtQW3M/7p5GCHy8sqkj17/hXxzPdpeTLII/JQHOOcbjx3PX/ABr3j9nnw6L6O41m7hVx5hgtVwGIwQd/Pfpj8a1oylGVkyKiVj6itNRWVQysCp6EHitGO6D4wa4XStYjnuHgiGFXOCPXuPwrbt7tl79K9WFRTV0cko8rsdMsu7FTbqxre73Y5rThk3CtSSxmlzTM05TzQA6gnFJSHmqAjk+6a/En/goUf+MrvGQx3tf/AElir9t5PumvxK/4KF/8nYeMR1/49OB/16xUCHfDFLVPj58D/Ih0+J/+Ey0jd9j8Q/2kx/0qH70e4+WP/wBVFdJ8KdHij+NnwZfxDJ4r07HivSmsPtfga102CaYXMRVPPScMVPGThjjnaaKJCjsfr70pnrUjflTCo5qSiIrwfWo2X5anx2NRmgCq2QDxmo39utWGXrULLzQBA6/N1qJjU8i/NULjg4oAYzZr53+Nn7OCax5uteEoEivSxefTFwqTZyWMeeFY56Hg+x6/Qp44pDytTKKmrME3F3R+YN9cX39rMtys1olpIwkjuNysJFJypU8DkHPH8NdNZQ+cV+Qlm6qpwcH/APX+lfWPx8+CWn+N9Jn1m0g8rVoRvl8vgToB1Yd2XAIPtjnjHyt4k1a28IQskW+8v2GxY1XPzYOGI6D8K8ypBwlZHVGd1cv2cW64gtSV3MdpDE7jjHAAyScelfSyX9h4R8M2dnp8v2Z4rbyt6fOyNg/Nz1wQeo5Iya+SfDnjrTfCOrWt7q1zFc6z/rxaIRm3GDtK5GWdumP/AKxqx4m+I+v614htb/SQt1pkaxwmMuW2NwTznuuUP+8w5rmkuW9jZe9a59M/APWNW03R5LTW9UOoXf8AacjC7lBRzG7MEVgeoHyqDnkBfQV77DcLIpKsGHqK+a/DAtlsIzLO4ie0jae3fLDfwD82M7R6Enqc9K9Ss9QjvLaFmOUQCRPKPPbpgjJxj6cVtRqShuZzipbHqFlJhuTW/aydOa47T70TRggjtjnOfrW7aXfAGa9SElJXRyNNOzOhU5GaeDzVS3mDADPNWQa0EP6mjsKSl7VQEcn3TX4j/wDBQs/8ZaeM/wDt0H/krFX7bSfdNfiT/wAFB23ftZeNDjgfZP8A0lioEQfB/wDsv/hf/wAEvsEfhpJf+Ew0kOdFub+WUj7XF98XDFQM/wB3HPtRXW/Cxl/4Xd8F/wDhIrfxdCf+Er0n7C15aWsMDTfaYscqAxXpnviiiQo7H7BfWmmn9+KRqkoY3SmMKkpn60AQsKhYdcVZZfaomFAFYrULR1bZajZaAKTr83NMC1ceMd6j8v2/GgRXVeo7V474y/ZZ8J+LNUmv4bi/0SeXc7CwdNm8/wAQDq2Op4HH0r2bZ+YpvX8KTipbgm1sfAnxI/Yj/wCFa28vixNfuNdkiu1VIzbkPGhBHmM+88jAGAMc9e1c9pcq2KuuVjRiGfCgng9Tjp2r9F7qKG6geGeJJoZF2vHIoZWB4IIPUV5jrH7OHgHVNTF82jG1bOZIbOd4YpPQFVOB/wABxXPUoKT0NFUa3PCJfGj2W147Y3hWQLFHGTJuQ9nHbpjPvx0ru9J+J+i32j3Emj3luLiFcCyuW8t43JA4zjPPp+Ne+WOm2ulWcdrZwR21vGoSOOJQqgAYAx9BXJ+MPhzoniiGV5dOtItUwWh1AW6mWN8cMTwWHqpODWUsLpoy41tdUR+GPFgMijKsdn7yM4BUjoD9QRyK72z1CGVv3cnOcYPB+lfIt9N4g+Geu3UGsnyZrkvJaTBmMErH721uwyQdvUfjXtXgfxG+pAXO5JZJAHMUTBiM9OOOPTP9K5Kcp0pWZtUSlG6PbdPuju5Na8cgbBri9E1qG6YRM22YcfNxuNdJDMQ3NevGSkro5DWU049KrQzbgM1Luq0IZIetfip/wUGhDftZeK8qAjfZCx9f9Gjr9qpO5r8T/wDgoWrt+1h4w525W0K57/6NF0piKnwmXQR+0F8EhpTeFWuf+Ey0jzf7BGqib/j7h/1n2v5MZ/uc59qK674VXTt8bPguPEz+NrsHxXpIsBqWvQXNvHN9pi2nywhIXpxwccZookKOx+wZpPSlptSUBphp5plADMdaj2kCpGprZ7UARH34pmPwqVs80zbjvQBEy570wrnNStTGHNAEDL+FQsPTirDdMVWagCN27VE7U6Q1XkegB5cbfWmMobtUTNR5hwcde1AjO8TeF9O8YaPNp2oQJNG4yjMoJjcdGU9iK8G8O+MtY8DalPY+INNnsUtlIS4eBl3sp4CueGBz16fL78fRSy/NxVqO4xjNY1KSqFxk4nkfhf4iaf4q1G1+zZSRjxtcBiwHKjnn8eoPfNe2aNrEV5GkTvtmPCluN3FeWeLPgXonia+/tLSbibwzrO4v59kq+VI/XLxkYznupUnuTWZ4f8Vap4Y8Qf8ACOeJwlrfxAyxTs5Md0hOA0bEDPr6jB4rkUZ0H5FuXPue/wAc2zrViO4yKwNI1ZNUt1O4ebjkZrRWTbXdGSkrozatoXnl+U1+Kv8AwUMum/4ao8Xp8pC/ZSp2jIzaxZGcZI9vc+pr9nHuPlNfip/wUAlEn7VXjNsknNqPT/l2irQRJ8JbzTLr9oH4ICyn8PSyr4x0jzF0fTbm1lH+lxffaVQGGfTvRXT/AAl8QQXPxu+DEOuP4g1j/irNJFkJvHtpqcUE32qLa5gSEsoHoSpI43CinImOx+xNITRTc1JQtNozSGgA9aYPelbqaQ5oAaaa3enUygBjdajapG6j0qN+tAED1XfirElV3oArPVdu9WXHeoG60AV3pu7tT5B096iPUUCFZuhqRX9TxUJ6+lOWgZo2LZmWvBf24vFcejeH/ClnHJHDeSXElws4YCWIKFUEdwCWPsSo9K9yt3K4Pevj39ujTy3jDSNQlcrHJpwjQt03K7kjngfeBrGt8BUdz0n9nP4zQ+NrKKG9nVdZt23YiG0ToOp/3hzkenPevpqC4F1Asg6MK/Ifwnr174R1O3ZZZICQpW4EhjYYyA4YdCP89a/QH9nX4/2/jq3/AOEd1qaG38S26nYucC7jH/LRQf4hnDL2PI4Nc1KThLl6M0lHS57nNJtBr8U/28pvN/am8aH+69uP/JeKv2kuG+U1+KP7dDf8ZReN/wDrtB/6TxV39TE2/hOy/wDC/vgZiPZ/xWOkc/8ACMx6Zn/S4f8AlqpzJ9D9aKl+Bd5pdv8AH74Npd2jahNJ4s0lIGj8ULe+TJ9rhw5jVOAD249KKqQlsftVmkpnmUm/bSAeaTtTdwpN1Ax2e1NY0m6ms1ACs1MY0M3GKaW9aQhCajanM1RlqBkb8moHqVmqF25z+FAELLULr/jU7Z4PQd6j20AQMmaiaOrm32ppj4oAp+X2xzTliP41bEPtU0duPSnYm5Whti1ZfjT4R+G/ipo/9meJtNW+t1bdG+SkkTeqMOR7joe4Ndba2wXHFadvGF7Yp8vcD4h+J3/BOOe+t5rrwl4qd5YwGh0/UoQCQAcr5qnGSOOVA9xXkPhnwDr1j8aPBujXxuNJ1aHUYMzCJvMicMA3y5GVIXk5xjJ6V+oi9aiktYJbhZ2hjaeMbVlKjco9Aay9jFtNaFczMK7t2VSK/E/9ulSv7UfjYYwfOg/9J4q/cW6hDBuK/Eb9vqMx/tWeOFB6SW3/AKSw1s1YmJo/CyxvbX9oD4FvdWepWyN4y0ja154SttIRv9Lh+7LExMv0P1op/wAB9Q0XTfj98HYk0jw3fTT+LNJjSTT9Sv5ZbdjdxYcq8gXIJzjBGR0xRSkC2P2f82k86vyu/wCHp3xLXJOg+FyB0/0a4/8Aj1B/4KofEnd/yL/hj8be4/8Aj9AH6o+aM0nmZ71+WP8Aw9S+I6qN3hzwySe4huB/7WqKT/gqp8St3y+HPDAHo0Fwf/a1Az9UjNSGWvyr/wCHqnxMzn/hHfC3/gPc/wDx+k/4eqfE3/oXfC3/AID3P/x+gVj9UjLTWk9K/K3/AIepfE3j/invCw/7d7n/AOP0xv8Agql8T93/ACL/AIVx/wBe1z/8foCx+qZk61G0gr8rz/wVP+J3yn+wfC/uPs1x/wDH6G/4KmfExhzoPhcf9u1wf/a9AWP1MaSomYHr0NflrJ/wVL+JrZ2aB4YUf7VvcH/2tUR/4KlfE7j/AIkfhcnv/otx/wDH6Q9T9TC1G70r8rj/AMFSvij/ANATwsP+3S4/+P0N/wAFSvihgFdF8Lg/9elx/wDH6AP1S4pwFflZ/wAPSfikv/MF8L5/69Lj/wCP0f8AD0r4pcf8Sfwv6/8AHpP/APHqAP1XVaswqK/KKH/gqV8Uy3zaR4XAx/z6T/8Ax6nJ/wAFT/iqmQdI8L5H/TnP/wDH6YrH60R4WrKPxX5IH/gqp8WFUAaV4X3f9ec//wAepsf/AAVZ+LSsN2l+FyM8/wChzf8Ax6ncLH66eYKTzOtfkddf8FVPi3FcSImneGCqsQG+xTc8/wDXaoh/wVW+Lm0k6f4Z9h9il/8AjtO4WZ+t80g5r8R/2/G3ftYeOT/00tf/AElhr0KX/gqh8X5B8tp4bX/txk/+O18w/FT4m6v8YPHmqeLddFuNV1FkaYWqFI/lRUGASccKO9DdwSse7/DmHV4v2gPgSNRj8SRx/wDCY6Rs/tuxjt4j/pcP+rKkkn69qK5j9mXx7p91+0V8J7RPBfh+2eTxXpMYuojdmVCbyIb13XBXcOvIIz2oqZDWxxC6x4bXRI4nt1+3LoskDN5PP2z7czq2fXyMDd+FdFot14T8QeMobO0sIXjuNckkijaDav2UxEKvsA3O2iiqJsc0+teG/wCwZovsyfbP7JhhRhDyLoXStI2fXygRn8K6a3uvCfiDXNQg0ywhaNp/EN3ErQbQtsbPfaD/AIAyOQP4T9aKKAaML+2vCKeQDax/K+kl/wBweRHEwvP++nxn+9U+k/8ACO61Z3sVraxNcW9hqk7bosEchoTn1C5x6UUUDa0EsfEHgqPWbeWazjNmupaPK6m3JBt44GF4uO4ZypI/ixVbS/7E1bwvffZ7SNruw8Os1xI0eCLk6muHB7nyZEXPpx2oooCxal8ReCTqyutlGLT+1ZZiPs5/49jCoVcem/JxVGzfQ9Q8JanJBaRtdWOhw+bI0eCLg6goLD1JjdVz6cUUUgLGo+IvB0mpXrQWka2rXutSQoLfAEMtuq2Q/wCAyZIH8PWpLGbw5d6beaj9iha0sv7GSUmHkMExc4Hfcytn1oooCxlJrXhZY1zbIT5WqA/uP4pEItf++Wxj+7Wzpd34X+TWZLCFtJtNY0FLkGAE+WLab7Uu3uHeMkj+LAoooCxgnXPDf9gCE2qG+/sV7cyeTz9rN+ZFfPr5GF3enFdQb/wl5cOtf2bD/ZP9vbCPs4z5P2Zfk2+m7Jx70UUBY5hde8OR6D5Js1Oof2RHB5hhGftQv/MZs/8AXD5d3pxXU6xfeEljfWY9Ohj0q81fxBFbbbcAqjWkP2RdvYI8qkD+HJIoophYwbjxN4Vks3C2EazG20tFK24/1kYAuT9WI5P8VaupX/hm1sbbVDpsIsr59djg22y5y0YW2yOwRnUj+71FFFAWILfxV4Lh1DTp5dPWWBLrQ5Zo2tVO6OC3ZL1PcPJtYj+LqaivpNC0zwTpU1xZxfadS0e6SGQW6k+eL87XJ6giNWUH04oooCxND4w8Fxa8Jn0pDZ/2tBc7PsaH/RlgKumPQuQdvQ9a5X4hWtvZyeH/ALPBHAJdGtZZBGoXc5U5Y+59aKKOgWszo/2WPm/ae+EP/Y4aP/6WxUUUVDKP/9k=) | ASR 1689 x334 080701 Fibula af kobberlegering
Fibel, vredet ud af form. Evt delvist smeltet? |
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) | ASR 1689 x335 080701 Fibula af kobberlegering
Fod og del af bøjle fra fibel. Nåleskede på bagsiden. |
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) | ASR 1689 x339 080701 Fibula af kobberlegering
Emaljefibel. Cirkulær med central indfatning til tabtgået emalje. Herom seks små cirkulære gennembrydninger. |
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) | ASR 1689 x341 080701 Fibula af kobberlegering
Fuglefibel, fugl i profil mod venstre, tilsyneladende uden ornamentik. Kraftige fødder med perforering . På bagsiden rester af nåleanordning, evt. loddespor fra den ene del (reparation?). |
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) | ASR 1689 x342 080701 Fibula af kobberlegering
Trompetfibel - næsten hel. På den høje kam mellem bøjle og nålefæste ses en smal fure, hvor der er indlagt en delvis bevaret sølvtråd. |
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) | ASR 1689 x345 080701 Fibula af kobberlegering
Kuglefibel - to kugler og ansats til nåleanordning. Ingen spor efter ornamentik på kuglerne. |
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) | ASR 1689 x346 080701 Fibula af kobberlegering
Urnesfibel, mindre fragment. Rester af nålefæste med rust på bagsiden. |
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) | ASR 1689 x351 080701 Fibula af kobberlegering
Fragment af formentlig korsformet fibel,med smal hovedplade og del af bøjle. På undersiden rester af enkelfliget nålefæste. |
![](data:image/jpeg;base64,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) | ASR 1689 x353 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af smal hovedplade med bagudvendt knop, samt kraftig hvælvet, tagrygformet bøjle. på undersiden rester af enkeltfliget nålefæste. |
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) | ASR 1689 x354 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af en lang fod samt del af krftig buet og tagrygformet bøjle. på undersiden rester af nåleskede. |
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) | ASR 1689 x355 080701 Fibula af kobberlegering
Ligearmet fibel, hel, med kraftigt fligede, korsformede endeplader. Fligene udsmykket med simpel geometriske furer/vulster samt - ikke helt stiliserede dyrehoveder.
På bagsiden rester af nåleanrodning.
Stykket er ikke "hul" på bagsiden, men ganske massiv. |
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) | ASR 1689 x356 080701 Fibula af kobberlegering
Fragment af uidentificeret fibeltype. Kanden, den lette hvælvning samt det dobbeltfligede nålefæste med rustspor fra jernnål gør dog, at der formentlig er tale om en fibel fra vikingetiden - måske et "firkantspænde"? |
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) | ASR 1689 x357 080701 Fibula af kobberlegering
Råhedefibel, fragment bestående af den ene arm. Ornementeret med furer og cirkel-punkt-ornamentik. På bagsiden rester af dobbeltfliget nålefæste med rustspor fra jernnål. |
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) | ASR 1689 x358 080701 Fibula af kobberlegering
Urnesfibel, let fragmenteret. Øsken fra nåleanordning på bagsiden. |
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) | ASR 1689 x369 080701 Fibula af kobberlegering
Råhedefibel, fragment bestående af den ene arm, samt dele af midterknop og to huller. Dobbeltflig fra nålefæste på bagsiden. |
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| ASR 17M74C C1547 080701 Fibula af kobberlegering
Fragmenteret fibula, bestående af fod og bøjle. St. læ. 4,5 cm. Komplet bevaret nåleskede. |
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MyArzwSjITgEnHbBre+x6fpvh64+0zPeXu07raMfug38XsOP6daweuod9Tm54rq1tVsRaNe24UsA82JhnGMluoIGOMd/asCGxu9T1SynvooraCyY7YcbgZMYGc+4GAemK6zTWupdUP2KUQrFGHSC4cKjMQWHzZOcjp7dKt6z4jilvDaXllHpuqt+7kdsGGRwflLYOGHqePrQpSS1Kj3MPUdWTWbfTIrH7FZXNjKWli6ibGQHCLzvOce4xnOBWlptibrUr+e1YpYWj+X8sY82YkgbSTnAGc8e5zWDealc+FpLmC90sb2ZMahAVdMsP4VAOOSBwev4V2WiT2uk+EmuBKrqsrKgkxl5XAALHPXG4/8BraN3pcfNd3Zxd5fa9purzvFEXSM7l2RsURcjBPy8YOeg7VkxaPNJdLd6XK1jI2WezAysqbfmIz7jGcDGe1d1pPh5PEGuXl1qMtw0FqjPAqS+UNxZQWYgehLHtxWd4k1yFbi3stIPmStbusYj+95wJy2SSec5znB5461Ol3y7mqfNG0jndKlk81xbSLZXm797bowCSv2Kf3T97jpxV6zmXRYfNt3SYSKqPdXkjMdoAzHgD72Tnr+ArorPwHoPiC3Mv282GvNHhoc+WGlIGAobIccsOoHFYFtJ/b8iwI32W7TMavggyjaAQ4YcN3ByRx9KzjJVNdmgcXHR6n1N+y98brdVXw7qN/G9hIc2NyWyqSHlo2OSF3Z4BxyCO9fVKybu9fl5Y6ktqwEOhyPGcQ3M1q2Cx54bkbR93oOtfaP7NvxPPiXw7/YWozyPq2mjCtcMWkngJ+VsknJXO0/8BPeumMiY6PlZ7rupweq6Sbqdu71qXYTUn/4l9z/ANc2/ka/nm1KN7fxJM6yMPKmJ82E5YcnlenOBkdK/oS1J/8AiXXP/XNv5Gv55ryZW8STOolXEzviPG/AJ6e9bQ+EykrM9f8AiL8XvE+kaBC+ifEv4mzXAm2OusK9pEVIOSJFuXJOQMLjGM88V873t5PqV7PeXU8lzcyu0ss0zFndycliT1JPJNe8/HDVdUvfBlpHeXXxJmg+1oQPGAP2T7jfdz/y06456bq8HmhaRtoVmYnjHOaqRBDGFmidSQJF+ZV9Rg5opVhltZ0MkbIc8bhRUeoz+lyiiiucDyn9oz4cT/EDwJKbCGOfUbHdKsMjFRPGVIkjyO5HI9wK/Oa6t9TutQ1PTpQ66HCVYXKnCx7gWD4/3hg44yx6V+t9fEH7T/7NN5oMuq6z4cVm8ManJ595bxgl7GcsSWXHSJtzZ/u5pPYTVzwjwnrVzqFyba5lkttRto9pbnNxGpyHGOvYceoPauP8XeG5be4+06W0W+8Yx3DSH5R64z6j68ipYbKDSbG306FZZ9WebbbahGzORuPyLhRjGPvMxGPerdv4kmWZ9O1S2jjulTy5FmyNj54YcgH/AHuv1rGVqm5mo8ru9h194pTw9ottby2vm2tqnyTR5WV225HPUDIBI5HpjNYWl+D/ABd4ot3ubWS70uyl/fFZ5CxcE/eC7Rkd/fjmuzk0awuF8m6ge7svMEpXeAcjtgdRg9ff2rb1DxZfeDdHuHWObUNJkLQqVA/dw7RtUegVueR+PArCy5tTpSi3fdHGNp+v+ELrTr0XE2qQZEJtrtVVm5wNg4AXOep7du/cbWma2nuHhkjlRZEjcrjBGSBnuDjP86h0TS4vF2hw6zJfKqRRBAGbMYY8ZwuScAZ3HHPqazTpM3jTxtDbzEQ6PageYJVBIQFmLtnjLEk7f0NaaWJqJJpRLzRzXCw/YxFdWL7nVGdeueNhx0GDWNq3huZluTpO/Tr2RkYW7fKJecncPXGcZB7dK3fit428O+H5rfT5DIlzHFuCxpv2pjIGOik9T6fWqXw/8Xafqmh3knk3F84ZVhuHGXTOMDH8OQeBz04pamaa6jF8ZXVtZ7dUhfSri4Bim3EFX+XadwGMfKRntz1JFT6ZHaW0FrJEsc9ysYSFIZi42csSNwyAB/MVfvNEGsA28scd3ZTs7EtxImOgIx7t+nFYTeCb3RbOP/hHZ2ZCnNrK21gDk/Kx+77Z9O2KEluzNz5dEx0Ki1kN3brcGKSQIImU5Z92AcEk4zmu48UXmja9CkV74fez1ePaDqkGQHkAwNyngZI79+9cRatKniHzb5ZoEUq7Wtw4EgUsMMBjbjOMsODz0rYvdWiuLiQ3EUMlpOQF2uSVyeGxwRjPT2981XLzP3dgdSUIpbsqWtiyawW1ASRTTRhzJaMq8lSMkEYJPX1B/Gus+Hfiu68F+MtG1EXc7RW06rN9rCmV4T8pX5EA+4e/fHeqd5Lban8NLLVftUaSiF1UD7zcHByOCQy/UF/wrBh8QNqlvbi5t/s7X8alGkAZtm3IAJHTI+pJ9qu0k7nUmrX7H6T2d2JFVlIZSMgjvV9X3V5v8Ltak1TwH4eu5eJZbGEvzn5tgBP5iu8t58qOa6DXcfqjbdNuuf8Alk38jX88TK39vXIG7fvdQq8Nnnge/Ff0Mao2dNusf88m/ka/nn1KMDXJESOSUtKw2ocMxJI44PNbR+Exnue0+MdP0LT9Lil8V6B8WbbTfMVEk1e5RYmlwcAGSHAOA3A5xmuJ+H2k6f4m+N3hnT/A2par4cW5uo4oL6+lWS5gc5yymILk/wB1RgkkDPNb3xn8I3vh3wfayXPgfx14ej+0qi3niXVRc2zEqx2Kgto8OQMj5uing9vD0uDaTJJBI0UsbBkYHDKw6EEdDmtJMyR71+0t418V+KPDXhh9RtdYtvDlteXcWnz+I7ky6jeTKIvOmkBA2J9xVVRtUhhljuNFeH+IPEuteKrtbnWdUvdWuVUIJr64eZwo6AMxJx7UVEpKTGj+k6iiiuYYU1lWRSrKGVhgqRkEU6igD5f+Nn7JcdxqE3i74fQxWeuxBpTpLBVgnY9fLJ4RjzwflOT93NfGGseHbjS1vrPXLa6iu7TcIbedmWZJhkyFyeQMkde36/rdXnHxc+Bfhj4vWKrq1r5Gow/8e+p2wCzxY7E4+Zf9lsj0wealxUgPysh1rX/BN8qX7m600KrO1uh2RlgDhSRgHB+ntXU6Z4y0fV43axkCxXEhG2TCq575BI/T34r1b4u/s3+L/hbZ36oG1nwxNuf7daK2YGOeZEByg6eqj15xXg2q/Ca501oJ9MMMEiwI+65n+V2ccjk+64HU4rnlGUSk+j0Ok8ZC8tdFnh0YGCOaVAPsrhhx2+Ye2flIAyfXhPh94vPgXTru01W32eY77rsqXRW6BXAGQPpkn6VwVr8RNb8L601nrTW+poY1DuFEbKMbsjC9RnuK7Ox8faTrk0NvKcoYzFH+6XyUcoTjc3ViFPI54qbIcouT0Oh0vUfBK2M8jXLS6vdybrq+dzIGySWQjacjp09K57Q9W0iO6vr6N4rfTUL2z+Yh2uuGdXIA4+Y4Ht2AqvrHw1k+zr5NxbRTzlZVAJXALdMA9CKwNe+HP2XSUtrW+MrTIstztRgksm4kj5ugAwAT1wPWi/LuiVGU4tM7HwxrFxdLp184mazYEpIVbBQMQCTkc5JODwQB9K3JPFUGqSNZTXsMMzMkrsJVVsLk9OMcjtjr3rx7VIZNc1D+ydRv7nRYYysqLISIfLwB0Ubifpn6d69b0m0+Hnw18NJe2U9nqWryRF4/OhErMcnBZW+4O/ryvXvvGfO7HI6LtqzT1bXIprPZq0X2i0WM+VcQlzIoILAkj7vBPTuaxLjwRLNZw3en6z9p0y8kG64Llsq3GC4HXlRzg8461zeneOLHR7Nw1yYUdQJH8onfxlsZwcj0GQcjit3QNF+1RPq8c2oWVo+2U2NpuitWK4wTxwctjB5yevFE7JXHRp3dtzofilosHg7QHXTE+xabaweWLcH5JXKEZxnhufyx6Cq/h+K71SXQ9DtY472+vFjs0woLq2eo7gYGWPQBTnGOeN+MPjq68QwWeiiSGz8p1uJFjkZ2+U4QOx654+mPfn69/ZP+Fuk6f4PsPGs0CXGuamkhjuGJYwQlsbRzgltuS3X5sZIGS4SbjY7eV3fMe5eG9Hh8M6Dpuk22Tb2NvHboT1KooAJ9ziums5jwDWWq1ds8+YK2NTSvm3abc9/3Tfyr+fHVvJvdekdlZmM+DDEMFwTyATkA/wCPSv6Drof8S65/65N/I1/PJrEYj1bYB5jNKdy7sA/ORjPb61svhMZ7nsvjX4G6pqWhxjQPh1ruj3YlUvcaj4gt7ldm05Xy/JjIOcfNnAxjHPHz9qem3Ok6hc2N3GYrq3laKWM8lXUkMOPQivZPix4QOi+Gbe5XwGvhxmuFX7amvC+Zhtb5PLDHAOM7vb3rxeRW5LHA9B1q5maEjhklkRFBZmIAwOST0AoqFmLDrtHYelFZDP6ZqKKKxAKKKKACmsuadRQBVmhDZ4yDXg3xT/ZQ8N+M2mv9DK+GdZYMd9vEGtpWIPLxAjB5PKFeTk5NfQLLUMkeegp6PcvR7n5kfEr9nnxd4FhSxuPDE00c48uXU9LZXtpmLggvKSGQEAD94B14zXlPjv4Y2/h67tLG1ZptTlCT5jk3O2CAqKMAHJDYDdl9Dz+wk1sHUgjIPUdq8k8YfszeDPEmqNrFnp6aHrnJW8skARmx1eL7jc4PABOOtRKnp7oa9D8v/tXi74Zao9zKLy5uZA8EMLSB1wGBbKqGG7Ge/HHTpV//AIXNbXWoRw61YXGkwB+Y7dMgtjjp3zjrX1B4j/Zz8a/DbUdR1eawbxhbhJDbXGixFplLE8PD95ep+5vArw7xJB4Ut9Ogur3TkHiL7Q7zxqximhG8nD4IO847jPPvWfs2tCZO7vI5fUNW8Oak0l8dbtWQfP5dwRFLgn7oLehznBrbmuPAuqada/aILeW5XK4s7ljuxkZZske3X/CuZ1bwvp+o6FqN/cajb6bp8D+etncOjtkqxYseDnC4Az1JrIT4XeEX8N2GrSajMx1CNZISqqrFC5AYx7cpkc8k8fUVlyW1sGsludza/Er4e+AbeWOPTI4gJCVVkEuc85UscnoAD2/GuP174ueIviA7JpbJoOkxDCHJDSHnChRnnk9sc5681qj4X+CNFSykuMzXRfzJN0/zCPaOp6Dnn8fXiuq8IfDTUvi3fnw94B0eIRqzJNqDs/kQpuJ3SNjavRflUknjAPNXy66BGPL1Mv4IfB/VviZ4+j0zTdXRJ1Q3d3qPzt5SAjcTkDc25gAD1Ptkj9MvD3h+18M6Hp+k2EXlWVjAlvCncKoCjPqeK5T4A/s96T8CfCzWFrJ/aGsXZEmoam6bWncdABztQZOBnuSetepLZ47V1KNkaozo4T6VoWtqVqwlrV2G329qqxTZBdx/8S+4H/TNv5V/PBqkfma9MFXefOO1ScA8+vGB71/RRfR/6Bcf9c2/lX87uvyb9bnSNF2+cQQxwCM9zxx9MVqvhMJbnonxe0FNG8JwSr4T8JaI8k6D7ToXicajcHKsdrRfa5fl4yW2DBAGecHxJlZiMnk84JxX0B4wvdJ8H6TFeXHw/wDhnfxs6xbNM1+8u5ckE5KR35OOOT7ivF/FGuWniLWjd2eh2Ph63ZVX7Hp7TNECP4szSSNk/wC9j2qpkIy7zTbjTLx7a+gmtJ48FopYyrrkAjKnB6EH8aK9b/aq060s/ipcXtpq+n6kt7a2srRWUjSNbkW8S7JCVA3cZwCffFFZyVnYaP6AaKKKwGFFFFABRRRQAUmKWigBjLUTQ1YpNtO47lF4a5Xxh8L/AAn4+UL4j8OabrLAbVku7ZHkUeivjcv4Gu1Mee1MaGruM+eNQ/Yb+Et+zFNEu7NWJJjgv5SvJ6YYtWLP/wAE+fhlNNGwu/EUUUYwIFv0KYxgDmMnGOOtfT5ippTFKyYHhnhz9jP4T+G5FlHhs6lMvG/UbqWYH6puCH8Vr13SNA07w9p8VhpdhbabYwjEdtaQrFGg9AqgAVqFaTFUko7DK/k0vkipttKFoHcjSL2qdI6VUqVVoEVb9f8AQbj/AK5t/Kv52PEgR9euCoXHnH73A+93r+inUOLG4/65t/Kv50NYYvr8x3KP355cZUfN39quPwsh7nonxht7ePwrbtFb/D2BvtCZ/wCEWuJJLr7rfeDSN8nr74rxNhtbrX0N4t0Ox8VabFZXHjb4V6eiyCXzNL024t5SQD8rPHaA7eeR7D0rwPU7RLHULm3iuYbtIZGRbi33eXIAcBl3AHB6jIB56VUu5KKjHcCSxP40U7aChPpRWZR/THRRRWIBRRRQAUUUUAFFFFABRRRQAUlLRQAm2mNHntUlFMCHy6aY6m70lVcdyHy6cqVJRQO4gWlopMigLlbUv+PG4/65t/Kv5z9ekz4guTlYwJ2JLfMv3up9RX9FupMPsNx/1zb+Vfzm64ynXpmV1VPPOHIyPvdSK1XwEvc9G+L2uWuqeF7eOHxP4K1eQXKsbfw74ZOnXI+VvmMv2WLKjoV3ckg4OOPGOGavavi54oXW/CtvbL410PxGy3CsbPS/DK6dIuFb5/NFvHkDONuecg44ry/wj4Tv/G3irSvD+nKpv9SuEtovMO1QWIGWPYDqT6CqluStjFkzgelFd58RfhfF4P0XTNb0vxBZ+J9CvbiezF7aRSReXcRBS8bLIAR8rowPQg9iCKKlpp6jufXkf/BTf4vbSWm0QL2Jsl/oasj/AIKSfFwosg1HSXjbcfl09MjAJIx+H6ivA9W8P+ErWPxQIhDvtvB+mX9oftJ/4/pTYCcj5uWIln+XoMngbeJfEfhXw1b2/juXTYUKaf4e0e9tnimZ1inm+xCc9eSTLICDnBJHGON+XyI5j1yb/gpp8ZEYkanpuMngabF07dqqXH/BTf40KxCaxpqAeumxE/8AoNeReLvDXhCzt/GTWAg321roz2G25LYeWKM3G0bjuOS2Rzt56Uzxr4f8IwN8RDYpARa39hHpbRXBbEbiTzQvzHeMhc9ce1Ll8g5j1hv+Cm3xr+bOuaePTbpkP58rS/8ADy/41urY8QWSt2/4llv/APEV5R8SvCXhbQbj4n2tpbw2t1pni63s9OhM7F47PF75iKpJLKDHBljkjC888t8VaL4Ot9S8YR2QtPJt/GcVpY+XcFgNOJuc7fm+ZPli+bntzzRy+SC569a/8FJfjVKN7+IrfA5CjTLYBvx2VDdf8FJPjZ5jGPxNbqo6AaZbYP5x5rz+bwx4PivL+4S3tX0uHx3Hp63HnHyRYEyHZu3crtUHd6c5rP0ex8GLeeHFumsGik8ZPa3ivOMf2fmDG454TmT5uOp54p8qHzHpVx/wUj+NiwkReKojKxGC2mWoxxzx5f8AnFVl/wCCkXxx5H/CWx7QeWOmWufw/d15v4H8OeFvEGtfDuyeG2uZb3xlc2d9D5pLSWWbIRBgDkKS8+CMZ+bnjiDwTa+DprbwEmqpYln1vUYtT86XYxtxFbGEyc/Ku5pcHjo3pS5QueoT/wDBR/44XDAweLEij6YOnWpPXv8Auuv5VTm/4KOfHd5No8XiPnGBptr/APG64DwVZ+DzZ+BX1D7A3nyagmqrPMFbaB+4Z+eOeh4z71JpXh/wzDZeBbvU4LSKK98P6xJcSXDbRLcJ9sW3YnI+YMsQHqQopcoXO2b/AIKOfHPzH/4rMlT0/wCJfa8f+Q6jP/BRL46S8Dxq+4/3bG2H/tOvOdGs/CJh8Nrd/YRK/hXVnvN8g/4/gb77Nv54kwLfaO/ycHPNjQ9H8N6p/YkdtBZ3EyeC9Sur0Rtkrex/bWRnweHCrCR7BT3pWY7noMn/AAUO+OC7d3jOYnAyPsduP/af0/Kq0n/BQr44lt3/AAm02Ony2sAH1/1deebvCMkTl/sCsfB+VAb/AJiAYAd/9YQOnvVlbLwpqJ1CC2SwMi+DIJYwrLn7cvlNKRz/AKzaJcjr1p6iudtP/wAFB/jjsJHjacM3I/0aHgf98VUk/wCCgHxzZtw8eXgB64gh/wDiK5XxPp/hvTW8TxXFvZ2Uz+DtHn09WGCbt1095Sn+2yNOT7M1UfEU3hE2viiOyGnl28P6M1m0YGRdhLQXOz/byZ93fO6izHc7T/hvr44cf8V7fYA/55xf/EVC37eXxwkYZ+IGoAE44WNf/Za5nWtN8OahpvxBvNJtrWS3tdN0h7WWFRiKRvIWbb6EsXB981n+Mbvwiy+PxpwscyX1k+lGFcYixJ5oj9ByuR9KWvcLnVXn7dHxsuo3RviDqgVl2naUHX/gNeDSXMjS+bv/AHm7dn365r2bUD4Lv/EHiaHTYtOljn8W6d/Z8ccY5siLkSqn+xkw5H+7XlfxAtIbDxz4htbaNYreHULiOOOMYVVEjAAewFTJO2rBM69v2k/iMqgDxRcYUYAWKIf+y1T8L/GXU7f4taF408RXEmtTWM8Zn3YV5IRwyg4xnaTg+uK85bp97r70w/TNTzPuOyPUviN4u8MQ+AtH8H+E73UNVtIdQuNWur7ULRbZjJIkcaRrGrvwqxnJzyW9qK8tZhxiik5XDY6VkON7sW78Dj2FdN4V8VRaL4X8YabPDJJLrNjDawuuNqMl1DMS3ttjYcZ5IrlpwPlzkJ2Pqe9fTf7OWj+Cdc+CfjA+JvD0d9Y6brNhd6pqT3rwtBa+TdAFdvVtwKKgPztKoPQGt46kS2PmbcfMVUOTnp3psubWZArhpAckZyB7fWres3tj/a1/LpMEllaSzyPbQyPveGIk7ULdyAQM+1ZXAYEnn6dKllG/4z8VXvjXxPquu3zxrealcvdTLDkIHdiSFBJ4yfWsJnwoG8lj17imqpbgDjrmmMyhsE5qb3A6u18RY+G93oItpnLarFqBuAP3aqsUkZU+5Lj8jXItKzHkk19aeHdU8SWHwJ8Cf8Ii94z3VjqK6h4f+xB9JvoEkuDNc3UpZVEgTChWyQI0IK5Ar5Kl+997k9qclsJM1vC/ii78I+I9L1uxMZvtOuo7uHzFyu9GDKCPTIrPEzPIW5znJNVenGf0qSPtjkmkUXN7I6tgeuMcfSul8U+IJ9W8L+GLAWM9umj200DTSZ2yb7h5QRxx9/H4Vy8cnzAFuM8c19Y/GTW/Gmg/CTWfCst5rusaLbpYPqfiDX7yV4Lpm2vFDYo3y7M4bcCWYR5+UDFUtbks+TpJA0QLZ3g9vSrOheJLzw3dT3FiyrJNaz2b71zmOaNo3/Ha55qjcTIFdVyATxzn8DUCuVwQKzLF46nk4z1pfMMfyhfqTTepLHoKQSO2xScgMT1PfFAHQ+PPEz+KNZtbiS1aya306ysDG5yT5FtHDu6DG7y92O2a55/3fTnPNer/ALUPhy40X4oT3c09jLHqFtbXEaWt1HM6L5EYxIqkmNvZgDjmvIN2ec05aMmOxsWHiS+0zStUsLeQJa6jGkVwhUHcEdXXB7YZR0rJZsYqNfmzzj60jZbH09Kko3fB0eoSeJtObTLGfU72KdJo7W3jZ3kKkNgBQSenpTPGWoXGo+K9Zu7q1ksLi4vJppLWUENEzOWKHIHIzjpXo3wBj1O70nx/ZeGvtD+LLjR0TT47MkXEii6gM6xY5LeWGJA52h+2aqftIPIPHtpFfv5uvw6Pp8OruzbnN4tugkDnu4wAxPO4NnnNVb3bk9Tyhj6Uzmp1T5Tk7femsxGdo2+561mUNKqoBJ5/u45opyRs7YRWZsZ4GaKYH9NNFFFYgFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/Z) | ASR 1874 x063 080701 Fibula af kobberlegering
Rem- eller seletøjsbeslag.
Antagelig et karolingisk arbejde.
Stiliserede ranker på den ovale overside, to nitter på undersiden.
Mål: 3,2x2,1x1,0 cm.
Har antagelig været monteret på læder, jf. konserveringsrapport (K7) med tilhørende billeder. |
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) | ASR 1889 x016 080701 Fibula af kobberlegering
Komplet bevaret emaljefibel.
Består af en flad, tynd ca. 25 mm bred skive hvis centrale del er hævet i et lille plateau ca. 2 mm over yderdelen. Dette plateau har en relativt kraftig kant, mens hele midterdelen er opfyldt med to gråbrune nuancer af delvist nedbrudt emalje. I emaljen ses adskillelser i tynde kobberbånd, i form af fire buer der udgår fra kanten, samt en omtrent cirkulær ring i midten.
På bagsiden er store dele af nåleanordningen bevaret, således er nålefæstet komplet, mens nålefæstet er delvis afbrækket. Heri sidder en lille del af jernnålen. |
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) | ASR 1889 x018 080701 Fibula af kobberlegering
Emaljefibula.
Cirkulær med forhøjet midterparti hvori der ses rester af emalje. Herom 7 gruber, delvist gennembrudt. Yderst tynd fure langs kanten.
På bagsiden rester af nålefæste.
Ca 1/3 mangler. Diameter: 21 mm. |
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) | ASR 1889 x026 080701 Fibula af kobberlegering
Lille 'falsk' rygknapfibula
Med karvsnit på fod- og hovedplade.
Lettere afgnavet langs kanterne, men hovedparten af overfladen velbevaret. Bøjlen forsynet med smalle tværgående vulster.
På undersiden rester af enkelt nålefæste med rustspor efter nål, samt spor efter nåleskeden.
Længde: 5,1 cm. |
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) | ASR 1889 x036 080701 Fibula af kobberlegering
Fibel
Næsten komplet
Især den lange smalle fod er noget afgnavet langs kanterne. På undersiden enkelt nålefæste, med lidt rustspor efter jernnål, samt rester af nåleskede. L: 6,0 cm. |
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) | ASR 1889 x047 080701 Fibula af kobberlegering
Lille, kort ligearmet fibel, fragment.Bøjlen afsat i forhold til foden ved lille vulst. Langsgående fure med prikker op over ryggens midte. Rester af flig fra nåleanordning på undersiden. L: 2,0 cm. |
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) | ASR 1889 x048 080701 Fibula af kobberlegering
Trefliget fibel - fragment af den ene arm med gribedyrselementer.
Bagsiden med rester af fortinning, samt dobbelt nålefæste med rustspor efter jernnål. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9T+v0pcUi0tMyCikFLQAUUUUALiihaKRXQSinUlAWsKtHekWloKCgUtFAxBS0UUAFFFFABRRRQAUh6UtFAHJ/Etd3g3VB6wP/ACNfzzampNy/+91r+hz4jLu8IakP+mLfyNfz06gE+0vg87yOnFarYw6nu/h/xlqNp8OrKzb9oO80eEWBUaGg1I+UNuBb/LHs2jGODt5PaiptHsPGbeB7UWvhz4YzaetkFW61GfSReugX7ziSYSB8eo3Z7ZorWP8AX9XMz9v6QGmb6FesLGxJRSBt1LUgFApR60lIY6k70vQUlBYtJ7dqXNJ3oAUUUtFAwooooAKKKKACiiigAooooAKKKKAOZ+IQz4T1HPTym/lX889+u6+cqON5wv41/Q546Xd4YvwR/wAsm/lX882qqFu5nXONxwG69a1Wxg9z2bw14R8ODwzp9xf/AAd8d6zK9uss2o2epskE5IyZEUWbbVPUfMfqetFVdD1bQIfB9rFdfGXxbpF0bfD6Ra6VI0MTY/1asLpQV7Z2jjtRWiMz9z2mxXLa98TtC8Pw2zPex3klxOLZIbSWNm3kSEZywAH7mQcnqpHXitxpt1cC3wltWh1ZItVuoRqk8tzd/uYXDySo8cpAZDtyjKox08sHnL7sJOX2T2MDHCSk3i5NJWtbr62T/r713ml+KLHVNY1HS7d5Gu9PWJrgNGyqPM37drEYb/VsDjIBGOoIGyr1zmm6Hb6dq1xfwvIWmtLez8tjkBITKVOeuT5pzn0FbaSVSvbU5K3suf8Ac3tZb97K/wCN7eRbzRUSyetKJAaVjAlpKTcKaX61Nhjt1G7pUZakDZqrCJ1NOqKNsCpKktC0UUUigooooAKKKKACiiigAooooAwvGi7vDt6P+mZr+efWvm1K66KN7Yx069q/ob8XDdoN2P8AYNfzx6uWTUbnHOJCf1rWOxjLc928H33iZfBGnR2/iT4TwWxtMJBqljpjXqrj7sjPbly/uST70Uzwb4LubnwnZXY/Z01fxLGYA/8AbMUuoiO565kAj+THX7vFFaq5kfs6rUqyc4qHdSFq5zYtxy471Yjk96z1k55riPjN8Rm+HXgi5voDjUJz5FqxAISQgnec9gAT9cUnLlV2CV9Dlv2iPjVdeGYZPDXhy7FvrskQee5XlrdWB2hfRjjr2HuQR434C+JXjDwbrQfWvE15dFWj81bi5muAdwU7AjMQTzgn8q4CPWLbT7h77VLe71vXLyQzPPdOXSWRwNpIwCRwTjp83oK3l017zLzTNNfmVpJPk+WVicHBHoemK8apWcp3v/wDqXLGNj7o8I+MNN8aaNFqGm3UdxGww6oeUbuCOo59a2txr5s+FOqWXgvS7NHlQeSyncMKv7zHG48seSPyFfRcFwkyI6OHVxuDKcgivVoVfax8znkrPQm3Fqb5hWXB5B6U4U0MrSYyMjnHeugknVvzqSOTcKhp0R7UmBN3p9MpVqCojqKKKRYUUUUAFFFFABRRRQBj+LP+QDd/7hr+eTWCBql0c9JGI+ua/od8Uc6Fd/7hr+eLXlC6pcqTgeaxJ/E1rHYylud5oOofD/8A4Ru2h1HxB45g1HycS29jbwG2WTnhS0wJX8Afaiu68C6/4pt/BNitt8ZfCujWKWu0aXdCXz7dcEBGxatznHRj9aK0SMj9kWXCgiozVuSEheOlVmXj0NYGpk+JfEtp4R0O51S+ErW9vjcsKb3OSAAB9TXyr8UPiFd/GLxHDbWVhLp+kWaBUe9dFd2csWfbk8YUDr2684rpP2gPi1ca5e3PhXSVEemwOn2q8yMzMG5VfQA4565Hp15Lw/psJhuNt8tnJgMUZC21sjDnjBHvnua8rEVua8U9DZLls+pFBoep3yxtMJAzvvi2rggcBQvQAYU4J79c81uahY6qba1R4BbrbqRHJ8shHX5uMknA69z3q99psr7VbZNOkW7Vo40SafkBgBlggPb39utS3V3eaRplqY72O4vLuSSFlhjEYjOfu4J4JwvfvXm3TdiZKTZl+VJ5ifaIC92uYI/N3feGSr7cZYZBOT1wRVPVI59HN4x1PVrZsANDbajIjS3DZJQBDy2QOn94+lbEctve2EUl1L5Uce8O1yQzZVcYK4z1bsf/AK9S3vL37BczxeXlRMsdyV2t5gj/ANYAwySOQcfpiri9VZ2ZMZOG+x5+Pjh8TtSY6f8A29eRaNDKFntbVS1xGu75g0wG7kAgDcT617l8A/DsbeKINYDXDzo3l7rhiJNzDJL5PJxnp6n8PO/G2qTeEfBek2vh3Rf7TvYp4PMWJS7KrRsZJcDnh8DJ6A5xxXv3wf1C51BpWvWUXMc6IVC7cMFG8ADsD0PuK0u5Tim+p1Rk+VtHtPfinR/KKZGOalC7vpX0ZxjxSrQtOFZsaFooopGgUUUUAFFFFABRRRQBk+Kf+QDef9czX88XiKN01a5Vz8wlYH8zX9D/AIl50S7H+wa/ns1aP+0PEk8X3BLcsGb0Bc/0rWOxlLc9q8D+H/FcngPTJbH4MeFtfs5Id41O+Mvm3CjOGbF0oz16KOMUVxui2Xw2udEt5dS0Px5LqDIfNfTprf7MTyBs3RE4xjqe1FWjI/diSL2qhdW7bGCHaxBAPoa22jzVaWHcelRuanwF4gtL3w5eX/8AaUebyBpImhMZyWyTvyB37Z7VY8H6lezWs7QWscyvtWWSYZERI6Y6E4IB/wDrV9p+Jfh/o3ixQ2o2KSyqMLMPlcfiOv415T8RPhPP4Y0WS80dXurVAfNiWJfMjGPv8D5h68e/qR4VfC1IRbjqjpVRSaueQ+Hb5rTVJbgxqLreskewjaVJzwACSemR0/KsW3B8J2d8sl4++7vGmee+Ib7OHYsCCcEkZbGOcLWp4Xe2S8uoZ4o1trhvNnvJHAaIqCQwyMAc/wCHam/2Tp8dxcyXTT6pcPAXhjvEyvmEt8w5zj2x+JzXnxuTKfK7MbpepC/0e91yyle48u6CxQxuoeRWbGXXBGcEE5HG6tq31ZZdQjfVLkrpywvlIx8wJPIPGWJ5yMehz1rK0aGaS3ltRBcNeyMrzR26LsiV1VQ6rxjbn0ycZI6VuaV4DvpWke2iupoeGRrkjzHXI4UAnjg+lVpzNy0Id2lymPoc2p6hrs2n6TDHNbMpjWa8dlkRB8wONvPBI465NfRPw700WLWtigV3X95K6gDqQf5c/hXEeH/AEmk6QpW1mvNZnTypGTdIsQJG4AgdBjGcZ4969y8J+HDolmDK2+eQDPH3eOldeHpyq1E+hokqcddzeUYNSqtNVeak2mvdbOcNtLS0VJpYKKKKBhRRRQAUUUUAFFFFAGd4g/5A13/uGv57daulsdenbbyt2zkr12h+n6V/Qnr3/IHuv9w1/PJ4s+XX9S7n7RJ/6Ea1jsZS3PafBPji/sfBun2//DR2qeF0SDauiQJqZS15P7seWNmP93jmirnw70XxnceBdMuNP+Hvw41Sx8kmO81eWyF1KoJ+aQSXKtnr1UdKKtXMtD9siuaRoxUtFYXZ0cpCIhT/AChjBHFPoouw5T5l+OnwRt9Dt59c0yDz9IdwbuxGQYuQQwYc7c9u2a860XR4/EFiGRw6pxtdth4DHBb0PzAnHavtm8s4dQs5rW5jWa3mQxyRt0ZSMEH8K+U/E3wb1XwP4nQMl7qPhp5h5D2Y3NjJKxy8EjlsZ79j6eVXoOL56exppLfcseF/DSXF7C1kWWK5lBuGlYsxXO7buPb5QBya9w8I+CIowl5c7yFdtkUg6gHAP+7gZArH+FWhmdnvnsTaWqMfKWSIxnPoARyB6+1epU8NRclz1EN2jpEr+Qka7UVUX0UYFL0qU1FIwWvWXY52SJT6qJOKkS4B4pNFJk9FNVg1OqSwooooAKKKKACiiigAooooAoa5/wAgm6/65mv55fGQ2+I9TB4P2mTP/fRr+hvW/wDkE3X/AFzNfzyeLFMniTUy3P8ApMpJ/wCBmtY7GUtz07wfo3hibwnZS3fwf8X67cmHdJqdnqzxwTnJ+dUFo21f+BHpRVnwn4i0mHwdYQS/HDxN4dkWPDaTaafcyRQHJ+RWWdVx9AOtFWjM/dKiiiuc6QooooAKKKKACiiigBkhwKzrqY81oTdKzLwfLnvVxM3uUvthViM0q6gI1ZnYKo5LE4AFZ8zfvDzXK/Eq3n1DwLrdtA7o727ZKddvVh/3zmolJxTYit4s/ae8CeCryO2utZjvH3YlNiRKsA9WIOOvGBk9affftXfDfS2hW415gZOm20mIHTjOzGeRwDmvkrw74J0PUbNnktkngkbdHujORzjLZPPfHXqfWt/U/Den69cWYv7GIQRSA+UmV753cdD39sV531ufY6OWF7H294Y8Y6P4w02K+0i/ivreQblZCQce6nBH4itqvhaO8tNDtJNQ85ra8WVorUwTSK8SgfKwOck44/D1r3r4K/tBDxrEunapA8d5boqy3bLtDE5Ckj32t07jpzW8MRGXxaA422PcKKajrIoZSGU8gjkGnV1EBRRRQAUUUUAUda/5BN1/1zNfzy+MnH/CQamq/Kv2mQn/AL6Nf0N61/yCbr/rmf5V/O54rI/t/UMcj7RJ/wChGtY7GUtz3P4e6v42j8E6auneI/hfZWCw4ig1mHSDeKAx4k86EyFuv3jnGKKqeAfh/qGqeCdPvI/2e9Z8UxywlhrUE1+sdyMn51EY247cccUVaMj9yKKKK5zqCiiigAooooAKKKKAGSdKyr5gFPNaczbVNc/qE+5sCrWxm9zNmb5vxqtMqyKVYBlYYIPQip5Oc1A1SSfMM0K6XrupaTCglgW4lRcA7kwxGPccfpT7iGx0540uJRDPnalqPnZuOSwAOAcnjvxTvF01q3xM1n7LKhhW4EknJK+YAA2cH+92/CsvSbq10vTb/WLuWS5uY9rbpCSx3ghiFHVtwAHoDxya8SUbSaN1ZsdcwiC8R5CsGZmaOV1PzLgE4z35PGK2PCmrvoOrQ3qLuj8z97vQMJACcDPHPzH86wta1S7uvAMmq38D2s0lzA1srAK+4SlSAvYkHnHbPtXReE44tY17SYGd49xG8MQuDuA5B+h/GktTV6H1p4NulvPDOnyqGAMQGGGDwMcjAxW1VLSY44bFEiOVUkVcr2Y6RSMRaKKKoAooooApa1/yCbv/AK5n+Vfzs+KDnXL/ALDz5P8A0I1/RNrH/IKu/wDrm38q/nZ8Vf8AIe1D/rvJ/wChGtY7GUtztfDrfDL/AIRu2Gsaz41t9V2HzodPs7Z7ZWyeELTAkYx1A70V2/w/8Xa5pfgnTIrX42eF/DkEcR2aVdafdPPByflZlsnBOechm69aKtGZ+49FFFc50hRRRQAUUUUAFFFFAFW8zsOK5+4jO4k108ke8VSm08SVe6M2czMAqsWOAOSTwBXzH8dvidJ4wvDoPg/XLqL7GQLubTZmiLluq7wRkAfgcmvevjrHe6Z8O797EENKywyMpwQjZBwccZOB9Ca+Rdf8E6w1hC2jmO3uZcS3YB5AG0Be2ByenXI9K8/EVHF8i0NKaW7KPh3Q4/DepRxzF5LnbljKWYNkcH8fXFdzbXBt9QV3ERBJYqzfu3kAVgxBHHf8xWNrehzyR+Gm3I+oSNKjrggtGCMHHoCD+ddQ2n2txN/Z9ha3mp3C8iaHaqqeNxGSMjGOTxj1riuupUk2yhqupXXiy+tZLt/L063YtHbgZMjDHLd+w7DvWtYr9n1SOZG8tmfmRXHyjkdD05P/AOrrWJcK2n6ta6fKhRZ2AXJONxOGG7t1OcHHStbW7618GlheQyanqlzHvSwtzyoBPzO/YHPH+cCsHvNnpPgXx5r8WvWFvYSNffbpMyQ3Gdu31z2xjOQO9fRi5wMjBr5P+FOtXx8SWRttNa0g5WWJuTECMhuO/GOfU19VWRZrSEtndtGd3Wu3DSumhy6E9FFc3/wsfw19jW7OrQpbNJ5azOGVWOCxIJHKgAksPlA5JxXZdLcunRq1f4cW/RXOkooopmJT1j/kF3X/AFzb+Vfzt+MI/J8QaiOv+kSdDkfeNf0Sax/yC7r/AK5t/Kv52/F3/Iwal/18SdP941rHYylue3fD/wAL+LNQ8C6ZcWHwU8J+IbJoSU1a9kmE1wMn5mxdoM8EcKOnSiuL8L2fgKTw7aHUfBfjjUtSKfvbnTdVhjtpGyeUQ2jkDGOCx6UVSsZH77UUUVgdQUUUUAFFFFABRRRQAUUUUAQ3lnBqFrLbXMKTwSDa8cihlYehFebal+z/AKBe3DvFLPBEwwIThlXnoOh/MmvT6KiUIz+JAeX6b8AdD0/UFvWla5uFQRq0qbgoxjABJx1P51dX4M6dBPNLb3kkTSklh5akHIwR9PavQ6Kz9hT7DuzybxH8EG1IWf2e5tmNu+VaWIoyrjBAIznjNQ3HwNa+kie4ayaclmmuNhJJ6LhSOm3jBNev0VP1en2C7OJ8F/C+08HIxS4M80j75JNmC5yTzyeMk121FFbRioK0RHH+OPA83izVtAvYrqK2GlT/AGgoyFvtHzxnynwR+7+Tdjn94kTdEKtxqfA7UIbG4ht9SsbNZtPk0k20FvJ9nSGSIJJMiM5IlO1D1xhADk5avYqKHCMndnsYfNsXhqapUpWivJd2/wA2xFXaoA6AYpaKKs8cp6x/yC7r/rm38q/nc8XfL4g1LH/PxIeP941/RFrXGk3f/XJv5V/O14s+bW77kf69+R/vGtY7GUtz2fwL42udN8G6Zbx/tD634VWKEhdFtotRMdryTsUxnZjv8vHNFW/h8vjP/hBNNNgnwmNj5J8ttc/sP7djJ/1vnfvN3+9zjFFaK5kft95i/wB4fnRvX+8K/n0j+N3jZY2V/Fetvxx/xMZRg/8AfVOf41ePIP3Y8Y63jAbC6nKRyAezdefw6Vlyo15mf0Fbh6ijcPUV/Pp/wu7xzJw3i/XM9Q39oS5/9CqSP42eOlwp8Xa516HUJv8A4qjlXcfMz+gfcPUUbh61/P8AL8aPG8RDN4v1suP4W1CXj6/NTl+N3jqR8/8ACXa3zz/yEJf/AIqjlXcOZn7/AO4etG4etfz8P8afHLc/8JfrnP8A1EZv/iqF+NXjgLn/AITDXT/3Epv/AIqjlXcXMz+gfcPWjcPWv5+D8Z/HD8f8Jdrf/gxm/wDiqsyfGjxukcWfFetZC8f8TCb1PJ+ajlXcOc/f7cPWjcPUV/P63xq8blmz4u1vGen9ozf/ABVOuvjR42kupWbxdrZ3MW/5CEv1/vUcq7hzM/oA3D1FG4eor+fr/hcXjaTk+LNayT/0EJf/AIqrNt8XvGDRyOfFmtGRSoVTqEuMc5/i+lHKu4c7P383D1FG4eor+f8Aj+MHjRWH/FVayQvP/IQl5/8AHqW4+LfjKN5WPifVyuc4+3y//Fe9HKu4c7P3+3L6j86N6/3h+dfz5H4s+MGyf+Eo1jOev26X/wCKqNvix4wXB/4SfWAcf8/0v/xVHKu4+Y/oR3r/AHh+dHmL/eH51/Pd/wALW8WtC27xLq5Oc830v/xVRH4neKnBB8R6oRx/y+yf/FUcq7i5mf0LeYn95fzpPNT++v51/PLN8UPFDZLeItUY56G7kOf/AB6mR/EXxPNuVNc1NvlJKi6kPAGSev1NHKu4czP6DPEF1FHot6TIo/dN3HpX87PiKUSavekdPOcj/vo1dk8e+IJFdW1vUWVhhh9qkwR6da56SUyMT/Oq0SshXvqfQnw/+Hv9ueDdNnX4BeKvErzRca1Z3d2sFydxG9AsDKB9CRwaK8Jj8Uaxawx28Wq3sUEQ2xxx3DBVGc4ABx1Jop3Isz3vw18N/C2peLvhPaz6bG1rrHha7vb2PzHBmnR78LITngjyY+mB8nTmuNt/BekN8K/BmsG1VL6+8T3lhczSSNl7dIrNkXGccGSTkDPzewooosRdnQ+Mvh54b023+NzW9ltk8P8AiKGy0wCRttvC1zcIycn5vlRBlsn5etaE3w/8NwePLzTINPVbYeABrKx+a5C3R0hbjzFOc580lsE45xjHFFFFtAuyn4I+Hnh7VvEHwFgu9PWWHxHd+Vqqea4+0r/aLxYOG+X5AF+XHTPXmubXwxpn/Cmda1s2YGpw+JLbT0uN7fLC0E7smM45ZFOcZ4oooHc6rxd8OPD2l+LPjdaW2nqlt4f05bjS1Ejn7OxvrOPIJbLfJLIvzZ+964qbQfhz4avfFHw3tZ9PD22q+ELzU7yPzHHm3CJfFZODxgwx8DA+XpyclFAuhyum+E9Hl+HfgHUns917qXie9sLuXe372BEsSiYzgYM0nIwfm9hjo/GXgLQLGz+NBhsRFJoPiS3stNYOx8mFprpWTk85EacnJ4HvRRQMt3Hw48MD4kajpq6aBYp4BXWY4vNfi7Oipc+bndn/AFpLY6c4xjijwv8ADnw5qGrfAFLnT1ki8TXflaoDK/8ApSjUDCQcH5fkG35cevWiigV2cmnhPSl+FPiLVxbqdRtPElpYwzbyCsLw3TMmOnJjQ5PPHWu38V/Drw3Z+NPjRaWunLFa6Ho6XWnRiVz9nl+1WaEjnn5ZZBg5+97CiigLj/DPw18NXnij4U2F1pwkj1rw9cXt8qysBNKsl6FY88YEUY4IHy9OTXHTeGtGm+EPhXWBagapeeI7qwuJtzZaFYrZkXGcYBdznGeaKKBXZteNPh94e0zXfj1b2unpDD4bvfK0tBI5+zr/AGisWBk8/ISvzZ/PmrEPw58Nv8RdO05tNQ2cvgCTVzF5jgG6GjSXAlznOfNXdjpx0xxRRTsMzPC/gXw/qHh74OXE9kkk+t+Jp7DUMs3+kQLLaqEODxgOw4wfm69Kxr3wrosfw/8AiRfJZKL3S/EtjZWc29v3UMgvd6DnBB8qPrk/L9aKKQzqde+HPhu18YeObSPS41tbHwPZ6pax73/d3L2tk7SjnklpZDg8fMeKj8C/D3w3qXiz9n+1utMilt/EUbHVYy7f6URqVzEN3PHyIi8Y4FFFOwr6HP8AhXwdod98OvD9/PYxy3tx40Gmyy7jl7byom8vr0yxOevNcF8WNJs/D/xQ8W6Zp8It7Gz1a7t4IQSRHGkzqqgnngADmiil0KW5yDc0UUVJZ//Z) | ASR 1889 x050 080701 Fibula af kobberlegering
Lille fragment af Råhedefibel, der består af en del af den ene arm med punkt-cirkel ornamentik. Bagsiden blank.
Med stor sandsynlighed del af samme smykke som x051 og x61. |
![](data:image/jpeg;base64,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) | ASR 1889 x051 080701 Fibula af kobberlegering
Lille fragment af Råhedefibel, der består af den ene arm med punkt-cirkel ornamentik. Bagsiden med rester af dobbeltflige fra nålefæste.
Med stor sandsynlighed del af samme smykke som x050 og x61. |
![](data:image/jpeg;base64,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) | ASR 1889 x052 080701 Fibula af kobberlegering
Fibel med kraftig tagrygsformet bøjle. Rester af enkelfliget nålefæste samt nåleskede på underside. |
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) | ASR 1889 x053 080701 Fibula af kobberlegering
Hovedplade og del af bøjeln fra fible. laden er, ganske usædvanligt, i genembrudt arbejde. På undersiden rester af enkeltfliget nålefæste med lidt rustspor fra jernnål. |
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) | ASR 1889 x054 080701 Fibula af kobberlegering
Skivefibel. Forsiden med koncentriske cirkler og midterpunkt. På bagsiden rester af enkeltfliget nåleanordning, med lidt rustspor fra jernnål. Kanterne afgnavet. |
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) | ASR 1889 x055 080701 Fibula af kobberlegering
Fragment af ligearmet fibel bestående af den ene arm.Oversiden med spinkle, tværstregede vulster, undersiden med dobbelt nålefæste med rester af jernål. |
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) | ASR 1889 x059 080701 Fibula af kobberlegering
Fugleformet fibel, halen mangler.
Overfladen kraftig korroderet, kun lidt ornamentik er bevaret. På bagsiden rester af enkeltfliget nålefæste med rustspor fra jernål |
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) | ASR 1889 x061 080701 Fibula af kobberlegering
Råhedefibel, fragment bestående af den ene arm. Passer sammen med x50 og x51 |
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) | ASR 1889 x062 080701 Fibula af kobberlegering
Hovedpladen og en del af bøjlen fra en korsformet fibula i bronze. hovedpladen er flad, støbt i et med flade knopper. Den bevarede del af bøjlen er ornamenteret med tværgående perlebånd og lister. Rester af dobbeltfliget nålefæste på bagsiden. |
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) | ASR 1895 x009 080701 Fibula af kobberlegering
Emaljefibel.
Cirkulær med et midterflet omgivet af fire symmetrisk anbragte felter(korsmotiv?). Midterflet og de omgivende fire felter har rester af glas som fremtræder hvidt og blåt. Lidt beskadiget langs kanten.
Diameter: ca 23 mm.
Frauenhofen-type |
![](data:image/jpeg;base64,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) | ASR 1895 x014 080701 Fibula af kobberlegering
Næsten komplet fibel, Terslev stil?
Med rester af nålefæste og øsken bagpå.
Diameter: 2,3 cm. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACkooNACUmaWkoAM0ZopKADPvRuPrTGkVepAqC61C1sLdp7q5itoF+9JM4RR9SaALO4+tG4+tZ9hr+mapB51lqNreQ5x5lvMsi59Mg1Muo27NtEgoAtbj60bj61F9piP/LRfzp6yK3Qg0AO3H1oyfU0lFAC7j60ZPrSUUAGT6/rRuPqaSigA3N6mjcfWikoAduPrRSUUAT0UUUAFJS0UAFJS0UAN9aaSB14qO4uPJXHeuL8beOovC9kXYefeupMFqG2l8EAkn+FRkZJ9fWjbVgdjLexx/xVxni74qaJ4VU/bdQiifGREp3OfwHT8cV8p/Eb4ieIPFmrPZanfyCCOTH2W0kEMPU9hlmOMYLH+dZcmn2sYSUedFGqjKs33vy78DnrXn1MVyu0UdUKN1dnrXj742at4o0xbbwndDRWlfBvrpRI5UcEIoyAffJ/CvJ08P6xcZbXNZv9dkydklxduFUnksEJPWnTRtZtBcxo0Vuz7SrxY3EHGB0wfXjtWpPeC8037VD+7nT5F2g7kHfP6evU1xVKtR7s1UYJaGXp2my290k0H2iMRxjAjnKbPqOOcE9e9aOm6XYx6paahPeawt9gL9okvpCIzg8g5yCOeBgfWnXEElxo8BN7iUnaWjOGIPfcuCcZx9K1GkgSCG3uJFa5kTcZ5mDMm3HX9KmFZx0tciUL9TpdL8RahNdEWPjDUZH3HyraQKzSsN2B84PGRjoAfXNejeCfHWpTSW2n65Gwu5ul1Gm2MMQxEbHoWwp+ZeD06jn57vNbu7m6WW0haS3jLHy40AYqcEtz2z/MV3PgfxtNHouslYOYMXXmyndtQKPkX5t2eDt7c120q0pPVGUopdT6Qt72SNgS24VtRyCRAa5XTdQt9Usbe8tJVntbhFlikQ8MpGQR+FdLYsGgGK9IyZYooooJCiiigBKMUUtACUUUUAT0UUUAFFFFABRRSdqAM28k3SH2rwfx048X+J5rhJvKSx32lqxLJhgxEjAgjncuPTA5r3K7YLI3NfPs1nDeaPJMjN/pSNMGMmGlldx6ZyCS3TsfwqJ9ho8q1RoLnxVrEhii2xlY9zH5W4GWPPOf846B9pYmSykvAYk8lswx5A3gDgZ7dCMduPXiKNZWuHmkij8yaUuYEBBXOcY64I4/LvS+MLprzUJ9PhuZER8ksxKrK2CMBMcDgYx2B9ePNjb3qjOqV0lBGbFrz6xdTMoCQKiqGfDLHznnpk59PQVFp+omSIuiyTLMzDEeWGQuMdMdQatxXEeltFpkMK7IourkLnAPP1JH61SsWuLWPT+kBZmkO4nJBJLfLt4PzE9e/vWWrvKQ3ZWijWs5hcOLe0tpWkhHmMrR8gDnHr05x6Co9U1p7aJRNbSGZmPlIy4aNVGNxGSRz2PX04yLEt1NJFJ9njGXO4mQnK45yV/i+mQKqXkQadY/PAknDTFmUhAxbONo6de5+tEGr3gveZLX82xqXV5ZW2k3d15bIVizFuXDYPO489yAffp3ql4Zug9ndjI3vA7sjqBvDDH3hnkHkcHqelU9Y0VrnVU0y02/YrdVLSOTl8rnAx9emf61bWxN9dWdvas0ksMTFoU58xAQzEn6jPr1+lbSneooolR91yZ7p+zzq8knhu60SVCh0xgYsnkRyFiBj2ZW/AivatKk4K14N+z/AATXGqeI76aIRrstoI/lPGPMZue+cr+Q9q950pfvGu6jfkVzOW5o0UUVsZhSc0tFACUU0Nzin0AJRR60UAT0UUUAFFFFABSN0NLSHoaAOQ8bSfZ/DOtS5PyWczZU4PCE14p4gKW2k7La1gmZoUiG1CGXaigbgD29cjjjHFewfExpo/BetNBF5sggb93nAYfxA+2M5ryebS5YrNrzbJbTbJArTL8wOAFCspG0d8/TA9M5DPF43MzW32iYvG12QWkXI27h1OMA8emPWrmvaZNH4nhe5UJaxjyInwFJ44G3GO3XHXPXrTLGNroO8wmaSRxJu9cEgt+OM889K6HXri0ns7XCSSS5+0KTC26RQAvXJw33j09SetefH3oSSOqXuyizBhjkivr2K2QSy3FtiE7sEMrDgcjPr1HSobHTZoNQmjuApljTylWFs4HqD2PHr2qdb02txYiyl8qSTMQkjXKs2R8px+J9PalniuJr6aSbdaFk5XdsOcEnAznnsRWbTlRXkF+WoTR3SLYy2SQYmdiPM8tsbugBPt9efasn+yY2WMtdF1BVRGEBI+bDMBg9wPxFWdLtxax/ZrkrOjfPuHU5HGOP5VXsYFutYMT3K20ULNIr3LY+Y4yF6dQPyA444ypxi04xeo5OV7yQr6hbafqBltZfltEXzMKVymCBv7Z6AY6gVraHpszWN79kaM3Jkx8sZYqoy2GGDwWUD6j8C+68Om28Ppcb4zDtcyRRqxjI55yMAEAZ+bPIHNWNB1G4sbqC2JjMF8GKywgbgdueT/FwOPqQQeK6YLlmubdkP3o6dD1r9n+9aTTdbtJ49lzb3Kb3BGGBjAHHsVavbNL/ANSa+bvgd4gltPGmpWN7vQ6hGFjEiFAJIgcIB7qXP1U19H6TJ8rLXoQ2MWaFFFFaEB70UUUAN6dqdSGgUAKKKKKAJqKKKACiiigAooooAwPEzpDpuoSSFRGkDsxY4XAU5yfSvn3UNNLaLD5Nw76hHFAk10m7IGQcgBgGHHIzn67cV7n8RgieE9ZaXcYltnd1UZLKBkrjuCBj8a8W8R63a6PayRhVlLEHyQ4UEDDN8wzzg5A75x3rOYzybS7jdYwbyyLvJk28MEyRwOf8itDT9Yvv7SBl3LZMTEqs3zICeDkDoMLnH+OcqxsZbpYSiMtuqqXALfKVztz6/eXt61bkVdQWHy4hFa7Nkib9xduhPBwB/wDr4ry4y5V7p2yV3ZhrHh1LGR4I7jz7e5RdnmDc4cDOT9B7d61/C2o6bcSvZaikMcjKqpGsZ5G3OAw6rnnHbB5xWHe2c8LTXk2ftGE8mRmLZUYIBweMZwR7Z71X+1RN5xjBAiy0n2fGHJIBIxjHIOOBjJz3rWMmpNxXyMZLRXZNrjGxkjhh+USKWTGAQm7G4biOmRx6GqMN9JbwtElrbaguMK6zlj0wf3eeQBjgHPX2IkRZriITyS7ZmZ1aJH3Ox7jggehznseuKhuFuZI1fZZNLHLvdNpWU8DlW3cjjocD+o0oe8tBK8tCPVFW4hYaHM8QZMfZ1OEkU43DaeAw68e2fbT0GFtU8RC3NzGkNk+4WrryTkjg/Q89+fxrNvc2txlGbakqtEFyW3uAGH0Azxx1/PovB1rp86atGGZtR+0lzb8geWBwdwyF5yOfSlGzmn5FSfutDPCtxd3Xj7w8lnHK0l1rFvPLtYEqi/M7dBgFM9uQPevs7SU++34V8r/CfVrKz+LFnBNb+QJ0mgtpXC4eUgsTnJO4qrD/AOvX1dpf/Ht755rvh3MC3RRSVqSLSGijNABRR2pKAFopKKALFFFFABRRRQAUUUUAcZ8VpPs/gnWpDH5y/ZW3R/317rz6jIr5c1u50rX/AAlBNMXhhiZnjtwpMnmqdrbRu5QKeePTHIIr6h+MELS/DvXQsZlP2R8qM9O5/Ac/hXybpayQ2YtrzZEk/mCNYxvYKAu59w6AsVweRwawqblxIrWRre1nidpLe1a2GEwSVYEcE/w885/+sC+K1jurBbj95bpBKy+WjshC8YOV6nGOPeo7eb/RZCVAwu1vMORICMZA9efb8akeSKx8pzeSCZR8rowYsCAOAOD27ZFeWnHQ7XF62Gqzz3EcdzIXix5ZkzkD0JGeuSo6c+3fOXR7K1kuXmKQ+WWdVIDF+7sw5wM88e59qkEys6fY0Lyq28yKvHocEj0/DirOoXSyrAsqOs5ypTJwwI6kjqPy71Uan7xJmUoPkbIYdTnsdSkDx2yW4mClTIWRQR8pD49D04xU+tLHNHDqMIFrITgqSATliASM+injGapMqSSfvirrdxEtHsCqnQHoTk+/vVnw3qUcN0dFuP33lp+6WUfd5529ug9O3XiteZSbpsnlcUqiMP7LOdejdTJJGzbgpwVUjPHbn29810vgr7ZcR6r9mSNwXPmxiULIIw2TJgnoAT252npWTDEbPWFidmEMkrhDvzlTjaT3HUdhUelxyRyzStI0SlSUYPh8cAkDGMcDtzj3FY0rqpyy7GtSzpprqztvh74ch1j4nadZ+ZJ5mmXpvW8sAgRqhZcnJwdzKpA/vV9e6dH5dsuep5r5s/Z0tYtR8Wa1eKCrw2sduFWUSKN8rk8joT5anqep7Yz9NqoVQvYCvVpqyOOQtB5pKK1JCkpaKACiiigAopKKALNFFFABRRRQAUUUUANkjWZGR1DowwVYZBFeW+NP2fdA8QtLcaWi6JfSHMjW6/upB12sgPAJwflxnvmvVKKTSkrMadj5m1r4C+J9Dt0vLeW11P7PuYw2qkSbeoCg4DHr3HsK8m8SfaLG6mF/bzWjKgeaCQmNkY9Rtx6dq+8a57xV4B8P+NoUi1zSoNQRDlfMBBH4gg49ulccsLHeOh0Rry+0fFGmaslxZCWPbLDtBxDnK5yQPTsec9qS8mg8tjcxEiM/KrnK8nG445yB0FfVmr/s7+CtVjISxuLB9mwSWl1IpX3AJI/MVmeF/wBl/wAH6CrnUVufEkhfcr6o4baM5AwoAzx1xWccO4y5lYp1U48tz5P0e3uL7UF8sz3bxxARxxIzMq8cBAM9hV3xDfXeg+Vcw2sk0quGfAw0eOCxB68cfnX3jpHh/S/D9v5Gmada6fDnPl2sKxgn1wBVya3iuIyksSSIeCrqCDTeEvLmctQVe0eVI+BLjX4fEP2O6UxMfNEfyj5lPocdB8p/IdM1o+DvD+oeIPE95Y6fbfa53TbEoXKxoc53N/Dzg89O1fZE3w18IzT+dJ4X0d5f7zWERP8A6DW5Zafa6bAsFpbQ2sK9I4UCKPwFaqh7/Ncy9p7vKcj8LvhvZfDzQY7aG2gjvJArXMsIP7x8epJOB0A7Cu0NLRXUlbRGQ2jNFFMQUUUlABRRRQAUUZooAs0UUUAFFFFABRRRQAlLRRQAU00tIaAEooooASkp1NoAKSlpKACiiimAhpKDRSAKSiimAGkozQKQBRRRQBaooooAKKKKACiiigAooooAKbinUUAN2mjaadRQA3aaQqafRQBHtNG0+lSUUAR7T6UhQ+lS0UAQ+WfSjy29KmooAh8tvSm+W2elWKKAK/lN6UeS/pViigCv5T+n60VYooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q==) | ASR 1895 x015 080701 Fibula af kobberlegering
Fragment af rektangulær pladefibel med dyreslyngagtig ornamentik.
Fortinnet overflade.
Rest af enkeltfliget nåleanordning bagpå.
Mål: 2,7x2,3 cm. |
![](data:image/jpeg;base64,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) | ASR 1895 x020 080701 Fibula af kobberlegering
Fragment af yderskallen fra et dobbeltskallet skålspænde i gennembrudt arbejde.
Største mål: 2,5 cm. |
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| ASR 1895 x022 080701 Fibula af kobberlegering
Kort ligearmet fibel.
Længde: 4,5 cm., bredde: 1,8 cm. |
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) | ASR 1895 x039 080701 Fibula af kobberlegering
Fuglefibel, næsten komplet
Største mål: 3x2 cm. |
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) | ASR 18M74D D07718 080701 Fibula af kobberlegering
1 fragment af kløverbladsformet bronzespænde med bånd- og knudeornamentik på oversiden. Fragmentet består væsentlig af spændets midterparti og den ene bladflig. På undersiden findes to korte afrundede tappe, hvor spændenålen har været fastgjort. St. mål : ca. 2,5 x 4 cm. |
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) | ASR 1906 x063 080701 Fibula af kobberlegering
Større fragment af emaljefibel
Diameter: 25 mm.
På forsiden ses et hævet cirkulært midterparti med nu nedbrudt glas/emalje, som fremstår gråligt. rundtom ses spor efter i alt fem cirkulære fordybninger. Langs randen punslet ornamentik.
På bagsiden spor efter støbt nålefæste. Tydelige filespor på både for- og bagside. |
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) | ASR 1957 x001 080701 Fibula af kobberlegering
Korsformet smykke i gennembrudt arbejde, hvor armene ender i små dyremasker. På bagsiden rester af nålefæste og -skede. Største mål: 3,0 x 2,6 cm. |
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) | ASR 1957 x002 080701 Fibula af kobberlegering
Guds lam fibel
Lille cirkulært smykke i gennembrudt arbejde med fremstilling af et firefodet dyr vendt mod højre og med hovedet vendt bagud over ryggen. På bagsiden rester af nålefæste og -skede. Diameter: 22 mm. |
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vSfs2t27JdIuIb2H/WJjOAfVcsTj9RXxJ8R/wBinxl8LYZL7RpY/EWixlpJWt4gJYkHJJX7x49Mjjkis+Xld0c9SnKVvZux0Gh64t5p9vqOntPq1mArXCW4HmxLwfmB6nGBjnvjoM7E+oafJcTSRRhwvyMysXVT/Eo2/wAQIOQRXyNqV7qEBW6S6/sq/WQSqx3AMM55wCvGew478dO08L/FLULe7vhqt1Y30c0QtUa3JXc6LkyYHBJLLlu4UdhXI5Ldo3hTla3U9yXWPsPiTTdVtLjN3bMfJaAlD8rEnOMHB79eF7YBr6R8O/tM6dfRxrqmmPZSMwTzIJPNjye5wMgYxg+/OOlfEMnkXFvPENSDXUu+SC3kVChXO77xAwDjt3zxVKTxw2h+FbWeeM2qpO8c0kUjB7MBtuTjOV7A5428ZHSozkmkjqjFSdj9SdJ1e11uyjurOVZoXGQynPbNXa+Vf2J/Hd5r9vqunMWksoVUqzS+ZhuMFTjkEE56YI6c19VV3RfMrkVafs5uJ5p+0s239n/4hHAP/EkuuD0P7tq/DrQrFLjxRYwy2d5fpJdIn2LT2xczgsBsiO1sMegO089jX7i/tK7v+FAfEHaMt/Yl3gYz/wAsm7V+F+jQm88W6ajW97emS6jBt9Obbcy5YfLEdrYc9BweSODXXT+ExPYfiR8H9Z17S7SPwp8JfiLps6ybpX1bfeI67ccKtshBz3JPpivCfEXhjVvB2sNpWv6Ve6PqKAM9rewNDKAwypKsM4Nev/Gi1uPDOi2dzZeHfiH4TaWYoZ/FF6zQyjBO1AII/m79Tx2rwy4vpbu7FxdTyXEhIyzsWYge5rWViUdT8Vvh/J8LfHF/4dkvF1BreKCT7QsewMJIUlA25OMb8de1FdP+0Z8UPDPxU8YRav4e0a405hawQ3N1dTl3unSGNM7OkYBQgAE56+1FTK19BrbU/fSiiiuMYUUUUAFFFFABRRRQAUUUUAFFFFABSGlpMUAfFv7ZHwTstP8AL8Q6JpWn2qSCRrhLeIRbjtHZcckgnd3Jwe1fGFvov2K6guraaJGLDKTIcBRxt24HGM96/Vf48+DZPE3gm5ntree+vLNS6WcKeZ5wJAYbMfMQOcD0I71+dHiS1sIb6+spXksxJG2JYI9skEgztJVgoHPBU5rzq94vRbno4enGabctiWTxZJqt/p8K2g86MMXurc7YZACwVRFwR90cVxutRRat4mmcSrEshjtpVjBEN0GOOo4AyFAPfH5O1jW/7LsRbNaxxXCxkLNI42yKSRxk7c9euOua9W/Y3+BNx8VvFQ1q7khg0bS5kubmJSXLEnKRJzgZ2sSeCKKd2krGsacKUnUbPr/9k/4Nr8KfA/mywNbXupBZ5Ym6oxVcgd8fKMZyep717orU2kJr0kklY86UnN3Z5z+0w3/GP/xC4z/xJLv/ANFNX4Y6D/pHizTI5I725D3Ua+Xp3N0+WHEXB+c9uOuK/cf9polv2ffiEM7f+JJdc+n7pq/DXQY0k8Vad54vWj+1Rhhpv/HyRuH+qz/H6e+K6IfCZvY9E+PekW+n6Hp8keg/EHTS05Uz+MG/cv8AL0j+QfP/AErwluW9vevpfx1D4AtLG3PibT/iytsXxGdWkhRC2P4S6EZx6V85an9le6lFosiWwdhF5uN+zJI3Y4zjFaT7kR2K27g0U5FHlnv9aKgo/pNooorlAKKKKACiiigAooooAKKKKACiiigAooooAK8M+J37JXhn4keKP7bN3Npk0v8Ax8RRRK6yck5GSNvJJ7jk8c17nRSaT3GpNbM+d9b/AGGvAHiFI/tt/rxdY/LLR3Ua54A6eWf7q8ewr1L4VfB/w38G/D50nw7bSRxOQ0txOwaaYjgbmAA4BOAAAK7aikopbIrmk1ZsbtpGSn0mask8t/acXb+z58Qz6aHdn/yE1fhjoV3/AMVRpr7r2MrdRktphxcj5h/qv9v098V+6P7TTJ/wz58RN3K/2FeZ/wC/TV+FOgssfivS3E97bqLqNvO01d1ynzD5ohkZcduRzjkV0w+ET2PTPj1fJdaDp2y4+Ik3+kEn/hMn3QH5TzH/ALf9Ca8MILNwK+g/jBpeq+LtIsrfSbn4oeJ5o5i7w+J7JjCg2kbk2yP82eOnQ9a8y8D/AAr1fxZ8TdE8GXcE2iX+oXKQv9shZGhQ8lyhAOAuT74rSS1IjJWOJYFYx25or1v4ofC/wtpvgGx8ZeCNV1LUdGOqS6NdR6tCkc0c6oJEddjEFHXJ55BUjmiplG25SZ9Qyf8ABRH4sRR721HTSpQuNtjHk+nGPU1jTf8ABSD4vqvy6rp4+mnRf4V5v4w8DaDpeh+MJIImQ6X43TRbdjMxCWbC5Yp155jX5jzx70z4hfD/AMMeH4viO1jBtOj+OYNHsmM7MEtGF4SnJ+b/AFMfzHJ468mr5F2I5kehP/wUf+MZ4Gt2K+/9nQ//ABNRyf8ABRr4x7sf8JDar7LpsA/mleeeP/AnhfRZPi2lnbBToni2207TSs7MY7VmvAy8n5v9VHycnjryak+JngDwv4db4wx2NqLeTQvEtrY6YrTMTDbs10GQZPzcRx8nJ468mjlXYOY7xv8Agot8Y24XxJCD2/4l1v8A/G6hX/goX8aG+Y+KYwo7DT7bn/yHXAeP/B/hbS1+KH2GGNDpd9p0embZ2bZHKH80DJ+bovXOMVP408C+GNPb4rHT7NDDo8GmSae0crMIfNeISc55zvI5zRyrsPmO3uP+ChfxjlYBPFSx8c7bC2I/9F1FJ/wUG+MJ+Y+LX3bT8osrcLntyE/GuJ8X+FvClnN8TRYQ20a6fY6bPpqrMWCNI9uJdvPzZDt1zjmneMvDvhK1h8fLZW9sptPDui3mnbZidk0v2Pzyvzck+bLkc4yemKOUOY6V/wBv7405A/4TKUsR2tIMf+i6ik/b++M7RbF8ZTiT+J/s8HPPb5OKwPEXhTwvo9547t/sttCYfBmkahYrJIcpdSjTmlZMnlmEsxI54Y+lRar4f8G/b/F6W0Vknk+CNLvbLM/C3zJYGYp83LnfNlfUtwMUuUOY2m/b2+NJXH/Ca3WT3EMX/wARUa/t1/GdsbvHF9knssY/9lrLuPCfha/g8RS2dpav9m8AWeojyXLCK+L2okfrwx3OCO248Cqk+l+Dv7SdAmn+UfAUd0uJBj+0PKQsfvf6zO7j17UcocxqyftzfGdsD/hOtRXPX7n/AMTUR/bW+M+0k+PtWIIP3ZBx79KzodN8GC6jDLprRv4Ae5y0q/8AIRETEHr/AK3I6dfarH9h+GtOtfDz31pZwpfeALy8DTEKJL0PdCNxk/6zMaAfQUcocwN+2t8ZJI2B8f6wrZ4In5/lUI/bQ+MTIEHj/XM+v2pgaTSI/BJvPCf2hdK8uTwJqb3nmMmP7QC3/k78niXKwbR1+5jtUvgvS/C2pN4MijtdPu7l/Beuy6hGoVmW5jXUHikkHZ1VYSpPOAp9KOUOYqz/ALZ3xgYbR8QdcAxjIu2z9apf8NdfF1iN3xE8RY64/tCX/GrvhSTwTJdfDN70aTtbQ9VGrCbZj7RvvBB5uf48eTtzz9zHaq/hG68GfaPhf/aI0tYksNRTVTKqf6zzLjyfO98GPGfajlDmIj+1p8WSp/4uF4hOeOdRl/xqjN+1J8VWOT8Q/Eg/7ik2P/Qq6Dwja+G9P0X4S6hq9tYxWtxNqyXs9zGu2XGBH5hI5ALDGelZvw+1TwXC/wAJzqv9mjyNZvDrPnop/cFofL87I5XG/GfenYOY5vXP2g/iJ4h0y60/UvG2u3llcIY5befUZnjkU9VKlsEEdq89ttSudPvILu0nktrqBxJFNCxR0YHIZSOQQe9e6/C2Pw34gHw9094LG71AXWtfboZIldzH9nQwF8jkAhyuehBr59lb94314pSVh3udxJ8dviLJ9/x14jb66rP/APFU3wV8XtY8N/FTQvGupXVzr99ptxHK/wBtnaR5oxw0ZdskZUke2a4PjuaSs+ZlHr3xM+J3hO6+H1n4M8EafqkOlHUpNYu7jWXQzNOyCNEQR8bUUMMnk7icCivIGoolLmeokrHrtr40sF+C+t+H5ZZBq1zr1nqEa7SVMaQXKO2713SJx1OfavP3ml8w5ctuOSc559a+rfhr8Gfhh41/Z/0HV9au9b0m5gu9Tm1TWrW3haOFYo7c7XLNkp86BABuZ5WGOlfJkkyW0zPExZtx2M3UDsfrWkr6EJ6tFlria1lUkknO4qx7+/vW58RvHFx8QPHGueI5YFsZNVu5Lt7eN9yxljnGe+M1yHmFjzyc5psknYHJqbllv7U/J35PvXZeD/GVpo3gPx1pNwZDd6xbWsdttXK7o7lJG3HPHyqa8/zyM19S/By5tvCv7PqeJ9LsPDNzqq69LaX1n4hsEuZ9Xi8uEx21ruRsEbn3bdp+dTu6CnHVkyeh80vdMByxA7j1pou2659utW/F8kb+KdYa30ttFgN5Ns02RizWi7ziIkgElfu5IB4rH3GkM6nxt42uPHGtRalcxRwSx2NpY7IycFbe3jgVjnuRGCfcmufMxbocmq38VSA7fcmgDuPh/wCMrfwvp/i+C5jmlfWNFk02EwgHEjTQyAtyOMRn15xXFbpN5GMFeTmvpf8AZr8QS/D7wTceJtYubaXw4+q/Y7bR4dGtLy91O78tGMQlmjbyYwpTJz/F8ozk14R8Ur68vPiR4pn1DS49Dv5NSuGuNMhQIlq5kbdEFHACnjHtTa91MSerObE3fOfat/xB4yvfE1joNrdJEkej2P8AZ8BjBBMfmyS5bJ5OZWHGOAK5nduJpfM7A1NyiUsSTgk11Pwx8ZReC/E0+pXEEk8T6ZqFjsiIyDcWksCnnsDICfYGuS5C9a9j/Zm8MXfjLVvG2k2GnNqmo3Hha+Frbogd2kzHjaPWnHdCex48uPWgsOnUepp+o2Nxpd9cWl3C0FzbyNFLE4wyOpIZT7giq27FSM39S8XX+peGdI0OcxtZaY80luAmGHmlS+T35UY/GsINTMk980nNFwO1+FPiOfwh4ytNahsJdT+yLKXgiBztaNkJ4Hbdn8K42Q/Me3NfQfwe1rxN4Z+CGoaj4Elu7fxJN4ntbS7m05SZ/s/ku0SHHOxpN2R0JUA1wf7SlnYaf8dPGkGnRQw2y6i+YrcARpIcGRVA6AOWGPara925Kep5r70lOG4oQThc55pOh+UfiayLJZFeQCWUttPyhj3wBx+WKKTcxVULMwBztzwD6/oPyopgd3/wtfxCvwuHgGK78rw02otqkkEa4aaYoqDee6gIMD1JPpjjJPm579819sf8Oj/jCWyfEngc/wDb9ef/ACJQf+CR3xhP/My+CP8AwOvP/kWjnQj4njU8MCB+NOt4TcSlI2VTtJaRzgAAZJr7Xb/gkf8AGDbgeJPBGP8Ar/vP/kSmf8Oi/jDz/wAVJ4H/APA+8/8AkSp5kM+JFBY4xlj0r0X4d/Hrxd8LNHm03Q7ixNnJcC9jjvbCG6+z3AUL50RkVvLfAHK+g9K+lf8Ah0X8Ys5/4STwP/4H3n/yJTl/4JHfGFd3/FReBWyMc317x7/8etNTsKx8UX19PqV5Pd3UrTXM8jSyyyHLOzEkkn1JNQtkcnGa+2/+HRXxh/6GXwP/AOB15/8AIlA/4JF/GHv4k8D/APgdef8AyJRzILHxMGxj1pGbP419uD/gkX8YM8+JPBH/AIHXn/yJS/8ADo34v7T/AMVH4Iz/ANf95/8AIlHMgPl/4c/HLxd8K7G7svDuq/ZLa5lWd45LeKdVlUELIgkRtjgHG5cH3rhtRvp9U1C4vLuaS4uriRpZZpW3M7scsxJ6kkmvtb/h0X8YR/zMngf/AMDrz/5EpD/wSL+MR5/4STwOf+3+8/8AkSm56WuFj4i4zijcOSOR719uH/gkT8Yj/wAzL4H/APA+8/8AkSl/4dF/GLbj/hJfA/8A4HXn/wAiVPMgPiIsWwetaWieJdU8NSXT6Xfz6fJdW72szW7lS8TY3ISOxxzX2UP+CRPxiH/My+B//A+8/wDkSj/h0T8Yu/iXwP8A+B95/wDIlPmQHxHI3mNk9SeaTAOQTjjvX29/w6J+MP8A0Mngf/wPvP8A5Epv/Don4xd/Evgf/wAD7z/5EpcyGfEH4UpG3Nfb3/Don4xf9DL4H/8AA+8/+RKkT/gkV8X16+JfBHT/AJ/rz/5FpcyA+PfCHj7xN4Cubmfw5ruoaFLcJ5U0lhctCZF9G2kZrIvLhri6klaR7h5GLtJISSzE8k+5Nfb1x/wSL+LLKGj8R+DA+eVa/u9o+h+y5qL/AIdH/GPYAviTwMv/AG/Xn/yJT5ltcD4gWJnYd6+idR+Cl5q1r43u9L8PCSC5s7CfRRbxBjOC0Rle3H8YCltxXpk5xXqbf8EivjG3XxN4HJ/6/wC8/wDkSpl/4JK/GhVUDxT4KG0YX/iY3vH0/wBFqozitxNXPHdR8Pa34d+JGuaf4J0PTdT1O30vTUdEihuXjzbQ+c0UZyrEvnewBIyemTRXsH/DpH4zCTePE/ggN/e+33mf/SSir9oieU/XGiiiuMsKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//9k=) | ASR 1960 x001 080701 Fibula af kobberlegering
Næsten komplet bøjle fra lille spinkel fibel. Få rester af jernspiral ses inde i bøjlens hovedende. Bøjlens tværsnit er omkring toppen trekantet med en ret markant ryg. På de to skrå flader ses ornamentik i form af tynde furer der danner flere 'V'er. Største mål ca. 3,3 x 1,4 cm. |
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) | ASR 1960 x008 080701 Fibula af kobberlegering
Kvadratisk beslag eller hængesmykke, hvis grundmotiv er udfyldt med rød og gul emalje. Centralt ligearmet kors der er forbundet med kanterne via fire lister, hvorved stykket opdels i fire dele. Ialt opstår der dermed fem adskilte rum, hvoraf de fire er opfyldt med rød emalje, mend det sidste - et af felterne ved kanten - er opfyldt med gul emalje. Midt for den ene langside ses en lille udvækst, der er afbrudt. I bruddet anes dele af en rund gennembrydning, Ved den modsatte side ses ganske få rester efter en formodentlig tilsvarende ordning - fder evt er bearbejdet (filet?) næsten bort. Der er antagelig tale om en sekundær omarbejdning af f.eks. et skrinbeslag til f.eks. et smykke. Det kvadratiske felt måler 22 x 23 mm. Teknisk set er der tale om grubeemalje. Se mail fra John Hines i sagen ang. stykkets datering til 8.-9. årh. |
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) | ASR 1960 x014 080701 Fibula af kobberlegering
Cirkulær skive, Ø: ca. 22 mm. Den midterste del ca 10 mm bred er hævet ca. 1 mm. Heri ses indlagt blålig emalje, kun delvist bevaret. Rundt langs kanten spor efter zigzag ornamentik (?). Bagsiden svagt hulet, med helt svage spor efter nålefæste/skede - og uden de ellers så karakteristiske file-spor der ofte ses på lignende fibler. Betyder fraværet af filing, den hulede bagside, samt den 'unormale' ornamentik rundt langs kanten, at dateringen eller proviniensen er anderledes end for hovedparten af sådanne spænder ?
plateau-opbygget emaljefibel |
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) | ASR 1960 x038 080701 Fibula af kobberlegering
Møntfibel, pseudo-, karolingisk. På forsiden profilset mand, bagsiden flot bevaret, med næsten intakt nålefæste. Forgyldt. Diameter: ca 2,3 cm. |
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) | ASR 1960 x039 080701 Fibula af kobberlegering
Slangefibel. Stort set intakt. Bredde: 2,6 cm., højde: 1,8 cm. |
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) | ASR 1960 x040 080701 Fibula af kobberlegering
Skjoldformet fibel. Central, ophøjet kop omgivet af radierende dekoration. På bagsiden velbevarede rester af nåleanordning, nålefæstet muligvis med rester af jernnålen. Diameter: 3,1 cm.
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) | ASR 1990 x001 080701 Fibula af kobberlegering
Fuglefibel
Meget flot og komplet
Med velbevarede og skarpe kanter.
Kun en lille del af fuglehovedets topprydelse mangler (gammelt brud). Fin ornamentik/detaljering af fuglen anes i korrosionen. På bagsiden er hovedparten af nålefæste og -skede bevaret. Største mål: 2,5 x 2,1 cm. Afventer kons. |
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) | ASR 1990 x002 080701 Fibula af kobberlegering
Urnesfibel
Omtrent halvdelen (opr. ca.3,5x3,5 cm). Det bevarede stykke måler ca. 3,5 x 2 cm . Dyrets hals og bagkrop er tilstede - dyret vender mod højre. På bagsiden er nålefæste og -skede bevaret + lille stump af selve nålen (jern?). |
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| ASR 1990 x018 080701 Fibula af kobberlegering
Der er tale om et hoved og bøjle af en korsformet fibula fra ældre germansk jernalder. Fiblen har en længde på 4,72 cm. Hovedpladen har tre flade knopper, der alle er støbt i et med resten af fiblen, og selve hovedpladen er udsmykket med fire koncentriske cirkler. På bagsiden er der rester af jern fra fjederen |
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) | ASR 1990 x026 080701 Fibula af kobberlegering
Fragment af korsformet fibula? Lille stump af hovedpladen med ende-dup og rester af enkelt nålefæste på undersiden. Største længde: 21 mm. |
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) | ASR 1990 x034 080701 Fibula af kobberlegering
Del af øje/bøjlefibel? Hoveddel. Fragmentets mål: 3x2 cm. Hører evt. sammen med x35 |
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| ASR 1990 x035 080701 Fibula af kobberlegering
Del af bøjlefibel. Foddel. Rest af nåleskede bagpå. Længde: 4 cm., bredde: 1,2 cm. Hører evt. sammen med x34 |
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| ASR 1990 x036 080701 Fibula af kobberlegering
Fibelfod. Mål: 2x1,5 cm. |
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) | ASR 1990 x043 080701 Fibula af kobberlegering
Fibel, næsten hel, bortset fra nålefæstet. |
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) | ASR 1990 x044 080701 Fibula af kobberlegering
Fibel, fragment bestående af hovedplade og størstedelen af en høj, ret massiv bøjle. Hovedpladen er udsmykket med to rundeller med fure/stregornamentik, samt en tredje med karvsnitlignende ornamentik. Afgnavede kanter. På undersiden rester af lille, spinkel enkeltfliget nålefæste.
Usædvanlig type. |
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) | ASR 1991 x001 080701 Fibula af kobberlegering
Der er tale om hovedpladen af en ligearmet fibula med rhombiske endeplader og geometrisk udsmykning; sikkert samme fibul type som C42419 (x12). Støbt nålefæste ses på bagsiden. Fra Vikingetiden |
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) | ASR 1991 x007 080701 Fibula af kobberlegering
Bøjle og den ene endeplade af en kort ligearmet fibula, ornamenteret med perlede lister samt runde og rhombiske småstempler. Rest af støbt nåleanordning på bagsiden. |
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) | ASR 1991 x008 080701 Fibula af kobberlegering
Cirkulær emaljefibel med syv små runde gennembrydninger. Centralt en lille rund forhøjning, hvori ses rester af emalje/glas. På bagsiden svage spor efter nåleskede/-fæste. Diameter: 18 mm. |
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) | ASR 1991 x012 080701 Fibula af kobberlegering
Fodpladen samt lidt af bøjlen af en ligearmet fibula med rhombiske endeplader og geometrisk udsmykning; sikkert samme fibul type som C42418. Støbt nåleskede ses på bagsiden. Største mål: 3,8 x 3,1 cm. |
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) | ASR 1991 x013 080701 Fibula af kobberlegering
Emaljefibel med grubeemalje. Centralt korsmotiv uden emalje (bevaret?). I de fire korsarme ses nok rester af emalje. På bagsiden nålefæste og -skede. Diameter: 21 mm.
Plateau-opbygget |
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) | ASR 1991 x015 080701 Fibula af kobberlegering
Fragment af Urnesfibel, ca. 23 x 24 mm. Dårlig støbning, hullerne muligvis udvidet med fil? På bagsiden rester af nålefæste og -skede. Støbe-tap foroven? |
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) | ASR 1991 x023 080701 Fibula af kobberlegering
Trefliget fibel, fragmenteret. Ornamentikken består af tre gribedyr, hvis hoveder udgør midterstykket mens kroppene breder sig på armene. Oversiden med forgyldning. På bagsiden ses nåleskede og øsken, men selve nålefæstet har været på den tredje, manglende arm. Hele bagsiden er fortinnet. |
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) | ASR 1991 x024 080701 Fibula af kobberlegering
Emaljefibel, fragmenteret. Korsformet med fire korte lige arme, her og på midterpartiet små ophævede plateauer med fordybning til nu manglende emalje. På bagsiden rester af nåleanordning. |
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) | ASR 1991 x025 080701 Fibula af kobberlegering
Urnesfibel - næsten komplet. Elegant model der er meget åben. Dyrets krop er fremhævet med et vulstagtig midterparti med en række små fordybninger. Nåleanordning på bagsiden. |
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) | ASR 1991 x035 080701 Fibula af kobberlegering
Fibel, rektangulær pladefibel i gennembrudt arbejde, såkaldt firkantspænde. På fragmentet ses to dyrehoveder side og side, langs fiblens kortside. På bagsiden to tappe fra nålefæste. |
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) | ASR 1995 x001 080701 Fibula af kobberlegering
Næsten komplet cirkulært smykke med dyr uden slyng (lignende Angus Dei). Diameter: 20-21 mm. På bagsiden velbevarede dele af nålefæste og -skede. Guds lam. |
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) | ASR 1M75 D07800 080701 Fibula af kobberlegering
1 rektangulær pladefibel Stykket er stærkt forvitret. På oversiden ses en S-formet slange, der i hver ende slutter i et hoved. På undersiden findes rester af spændets jernnål. L : 5,3 cm. Br : 3 cm. |
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) | ASR 2046 H19620 080701 Fibula af kobberlegering
Fragment af trefliget bronzespænde.
Den ene flig mangler.
Dekoreret med stregornamentik i tværstribede baner
Største tvæmål: 3,86 cm |
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) | ASR 2089 x115 080701 Fibula af kobberlegering
Smykkebrakteat
Med møntlignende præg.
Slået på en messingplade og med tydelige spor af vistnok forsølvning. Centralt et ligearmet kors med en prik i hver korsvinkel. Omgivet af skriftlignende bånd 'trugschrift'. På bagsiden velbevaret nålefæste og -holder, mens nålen ikke er bevaret. Ingen spor af noget øsken.
Diameter: 1,7 cm. |
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) | ASR 2090 x001 080701 Fibula af kobberlegering
Smykkebrakteat
Motiv: en (idealiseret) by med et centralt tårn flankeret af to mindre og omgivet af en bymur. Motivet er omgivet af et ydre bånd med skriftlignende tegn i form af radierende streger og halvcirkler, der udefter afgrænses af en perlebort. Motivet er slået på en tynd, meget velbevaret metalskive af måske messing, der er forsølvet.
Største diameter 2,6 cm.
Pladen er klippet rundt langs kanten og er ikke specielt rund. Forneden er der i pladen efterladt en snip metal, der er bukket om og fastholder den spinkle jernring, der stadig ses på bagsiden.
Desuden er på bagsiden fastloddet et nålefæste og en nåleholder fremstillet af et smalt ombukket bånd i samme metal som brakteaten. Nålen, som er af jern, er bevaret, men ligger løst i æsken |
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Gsd9cZfcPMPI5zz9aGSz174bWccnhaJW+Cdz4zZnkJ1mOS+HmruPA8ohRjpx6c1nat8TvAlhcT2dx8F9NtLm3cxSRTatfq6OpwQw8wEEEYwaX4c6potp4Xi+2/FvXvCdwzvnS9PsZ5Y4xu65WVQc9eleUeIBFca/qJt9Ql1WNrl/LvJkKyXILHEjKSSGbqQSevU0CPQPgF4H0z4geM7uLU4rmfT7GwudSfTrE4uLzyYzIIIzg8ttxnBIGTiivOdH8Qaj4Z1S31HSb6402/tm3w3VpIY5I29QynIPPWimmiT+kiiiipOcaaSiigaGtX5mfHjx5ovjzx98RPEmr3rx2NmF0vTrFoiFuApKbi54Qfeb/gQr9MW5Uj2r8q/FHg0a94gn0PUpW1ILdmJbDklWjdslSBnABOcjhcDgCs59DppdTyDwX4p0OHxXpcskvnW9vIp8sAhFXI5yMsT14OOnU1PrurXni/4mtaG3Zm+2KikJyIcqu71UY29fUDg16f4t+F/gf4a+FZGsNDXUvEYZoZTKhlNrE27EpXBXeCML1wcnouTz3gmz0Sx0ObxEfE0KapdQyxT7bYtHHEPkMaMcFpGWR/0AIyCCNm7G0r2uM+InwdvtB0m112xaO+0+aMyNGu9JLZWdiVCgnIxu+bnkn6V4pDosjGCQG4lJIMjJDkQpnaMBc8D5cjr0xnrXrmqa94l8a+Gb+ztvH8GkaHFgC2jgaIyQ7Ww8jZ3HO1EA4BLjtzXC6VpviPQ7C4h0/xdFZ2L3KxT/aP3Yil2hwC4JGRt5+bHQEnNacquZ8z6ms/iK5ufD9nMjrDaLmKK1hkLSOq4KHPO0j64+X8BsWviPXPGOtaeLZZLeyOn+Tulc3Lh0iw3T77k5OSON/JAryX+39XltdYtbnxILiLd8lusXM534ycDAxknkmvUfBtvFcae6afLC0jW6xGO7l8xz8pEuBlV6/KMYGFXp252tbs6E9EkzL0n4P3l9rOkXF7d3Ftp8kTSmWWMKAGL4BwT1ABP1PYZLdV8IwvfWs0NxBI3nv5jMV2JGQuXKjLbQSxyAe9dlBq2o6fZssktjaLJaqImt4IGOA24FQJck4GMc965vWtaOm2dxNJezXd+i/6NbtaiNnYnGw7WbHy4Y5K49zwXzPYbilqY+vaHaw32i2EgmeW5jNmylxG/mjGZGBOQArBQuRnaOxrqfhXZS68ILLW7e1jGjPJIPOTYqRpGxkBzyRujU/Uk+tcd4WvPFd9q9lq2lJa293CRtmvmiymwDLEyLjtniorrxNfeF9RkNza2+q3EzfaZZLa4kaMs+S24jGc857flV8ztddDLlV9T0v4jeM77xR4p0qGKU6fo8OxbdCw3sMeWrkcYYK7N3wcYOea5jxJcsujatFYzv58MTm3uY2ZWZFI3AnAG3khcdAPoK5bxd4m1PXNOMcwh023WUSm2gLSvIMbi+4kg4KqAAf611FjqtpeTSKUkhlUQMhdldNr7GUMc8EI6Agdxggc4ettR+7zaHmGk3V8+oafb6XeXs8ESRx3CSNsCu2DIFXcRtBz9euB2/Zf4E/D+2+Ffwv0TQoCkkyxedczouPNlflmOeTjhQTzhRXnmg/sWfCfw/wCIZdYg0CSaWQswt57hmgVmOcheOnQAkgenAr3SMnbW0Y8u5m9WL4kuf+Kc1M5x/o0nP/ATX8/euMTqE3oHPb3r97PGFwV8L6rzj/RZf/QDX4EX03+kS88lj396TE9j6A+FOn/ESbwNaDQ/hZoXiDTGdzHqV9pqvNLycgvvUkA8DivCfF63dv4n1aK9sYdMvUupVns4E2JA4c7o1GTgKcgDsBXceCpvhmNDgPia48VHUtzeZHpkMHkgZONrM4bOMdR1qt4y/wCFWtpN3/wjTeK21XcDAdUS2EONwyH2HP3c8jvikQzzX7pzRTiB6/kKKRJ/S1RRRQYDWppp5ptA0MNfl7+0/rXin4W/E7xDFosQhnv765uWkeGOdkR3BUruyVBABzgdep5x+oLZr80v+CjN9fXnxNu9L0LT3uFTTornUZI4P3gcDAYN12BDHnHcHNS76NG9PqfM2uaL49+IFs+qavq11LoslxHG1y2QksmMZ2jqQN3OOxFHi/4VrfPFZeHnu72PT9KNxOfMUhQJGMjcNjaDk8f/AF66HXviJpVt4F8MaBoE1wt3DHb3Est4ct9o2qZC6gYKhg20HJwQOaq+AfFcXw11yK7vrmW/n3ulzbZbaUbh0AB6FWK89GIpe7F2N7OSPF7aO50+1guRNbuY7jEUckPmBNu3LMCMYyRgEHPzHjvDfahcaxfXDPceVHdTiZlghC7SSegXaMc9sdq+h9c8G6Ld+FbtvDM7XpuI3e3E21ZmQDLBVGSDjCkf3jk9xXAaf4dkhu7RY7LWJbtInjuriaFQGAGw7WORsVc8sOhHSi5PKXvAfw2F54b1XV77y57RWhiNxNIzsgLIXwR0bEijHOMt3HEWuxJo99Y3HhdZdNuYty/KhDKwZ/mAJZhlV4yTjGe+a9t0+3OofCs+GdIt1vUj1QzrcRwhV2lQVDsFCnly21QRjAzkccV4f8E3S/E5bG83NHA6h5pomDlWTABBAHQ5yP0qZyUWXFXRxEfwv8QXUNq+p69dW15dSiUpcMxdoQMiTJPYjGM9Tz0rOv8AR9e/tZNQ1rUlukjLCP7TMXcopOF6g4GR9c/Wvov4oeFbbwj5D6cVe+kmW3SZuJPmZmwGOcD15Gc+hryDxlZ6D4f8QCG7LX6QxfOASNjlshc57gE9c8Vk2r7G3Lolc82m0+6+3TSQ3y3DD94IwFCDnONpPzfTuahuPFUthpraW9sZFuJFmJUcjG4AZ7gZ47Dn1rvdWsLCKNfEBglt7Z1VorZf4snazHGML8uOeTn2obwbpM1xb6xc2s0huYleOCT5V25K+Yx44zjuB74JrSN7XaM5LWyZxd14qufFV7YafbW3l3GFgQqWYsORnk+54HFe4fBvwonin4keE/D1loMt3BaalC2oyRxM7+UrqS0jAjagUAdAOfcV5no/w11ma+uNZ0pY0jtP35Em4SDGe2Bjp05AwcnAr9KP2VfgePhX4QbVNUhK+KdajSS/3tuMQGdqA5PPOT054xxW0Y7Kxipbu57kvan0iLmnEYrWQI5/xqN3hfVv+vSX/wBANfgXqX/Hw/rvav338ZJu8L6sMdbWXP8A3wa/ArUIyt5KDzhiKhhLY9u+Eep+P7fwfap4f1vwVp+nq8gRdZudKS5BLfNuFx+8xnpnjHSvHvGCXy+JtVOovbS3xupTNJZmMwyPuO5ozH8hQnJBX5cYxxXceBLnwenh+Iaz4A17xDeh2DX1jq/2eJh2UJ9nfkDH8R/CvPvEjWra5qBsLOfT7Mzv5NrdSeZLEm47Udtq7iBwTgZx0pEGcPl56n1opVXDDPWikI/pZooooOcKa1OpKAImFfL/AO2r8KH13w/a+NdLsxcalpA23SqmWkgz34+6AzhvZ8/w5H1Gy1BcRJLG8ciLJGw2srDIIPUEVMldWNqcuV3PxA0PWtK+FfxEuL2a0bVLCNHaz8yMOy74zsZhwPMjzyM/eU49aZCsOuahq+p6fpa3tk29re5W4HnQhIyxLEjAYqvIZeOSvQGvtH9tz9j2K60ibxX4I0SBIoIt9/Z24bzF2knzkGeRjggdByBXwlp/he6bdZ/aGtrK6PlSuoaRYzn5Q7ADJ+UdOOnpUP1szqi/K6LXg/4rah4C1KWI2TLbXEscxs58lXYDqD1Uk4yVHIUA+/qk3xCs/EGiXlzY6HJPeXVr9jW1W3ZfIZyRJIsjEjagyoJOTvBx8teXtpPh7SbOaCPbqd78ixbomCDJxuYse/BHT7wrA8L+Jb/Tb5tNtoxfQs7s0YJztwcpnJyCPaqtb3kK/Rn1H4fufFUMz6ZAlhMLaNJnkRPPTyB/rGBOM7QSh6YOD1U1dm8UDxJ4/t5ZUgQQ2qRxSwqBGxV2yVx/vDPpx16nn/hQ9pY63a6vrOqXNibOFhIlxKyyTjaCsJLkHJdsZXPGORjNTaxp9/a6wZtPsY7gRQLMkUzgfvHPIYgDdxs6AZ29q550lKSklqbqq4xcG9Cb41619qtZ9qNM0UYWOFVLhpF2kHjnnBA+tfO+vabqelw2d9q8NzFJLukxNztY+uTwSB0x26+nbeOvj1ruk3UFlHa2aLAzQyR7AZn9TKcAk8njPXPoK5LT9W1LWdcWfXLyV9yiZWxkLkYyfp6AetUk4u5LakrEup65Prem6RpYhmELMoaUptDZ4wM/eIJJOPQV6r8Sfhnc/ZfCXiW6v7G68KNFHp0DQ3H72PBcjzIxhjuO4jbkBQORgVxjeKIJgumWkyXUvk7Y0EKmQAkgshP8R6gZ9OaufBbwK2rX83iLU9CuL6GNiNP0m3Z/MllTl5NgB+VQCSTgcYHtumlA53dya3Z9K/DX4L2V4Y9CtrRrXUdViihutQhkLmKyiO5n5J5c4QHjJZTg7TX2na2yWsEUUYxHGoRQTnAAwK8q/Z30XXF8O6lrniTSl0jU9Wut8NsWJeK0RQsKMD93HznHqxPevX44635rq5MYuK5WIq8UuwmpliqVYT6UiznvFkJbw1qgA5NtJ/6Ca/AbUlWK8lzyd2MV/QT4mt93hvUx620n/oJr+ffV4jHfTBhtO88H60pEs9n+FeveJrTwdbRab8eLfwLaLI5XRpL7UYTEdxy22GFk+brwT15rK1j4UaLq2oXmo3/xp8IXt9cSNPPczDU5JJpGJLMzG0JYkkkk9c1qfCzQtYvvB9tJZ/ANfHluXcLrRttUbzTuOVzBMsfy9OAOnPNeNeLYpbfxPqsU2l/2FNHdSq+l4dfsjBjmHEhLDaflwxJ45JNLoQVLEZ1KOLcJEaQKeuGGf5UVDZ3AtbqKUruCsGIPfBoqQTR/SrRRRQc4UUUUAJTGXNSUUDKkkfUEZFfKn7S37GelePNMu9Z8EWNtpHioy+dLD5hitr3gghlGQr88MAOpz1zX1my/lUMluGFFrmsZ2PxKm+HbW/iuXw9q9tJpj2sjLdWt8BEysDnPUcZ7j1461a0nwXafD3xJYXslkZrKOX7Q/nAbSoI43ZPbHr9K/Wr4h/Bnwh8SFU+IvD9nqcsalY7h02TICMELIpDAfQ18zePP2IntWjuPB2r4jtgxi0zVCWRsj7pkHX0GR9TU2sb83U+O7r4n3WvatrN8lg1zJNJHAkH2cFBApOAo6MxBQglR904rt5fitd6Xc6Xa/wBnfZ4pLVJZbiFWG/eSGd+MOAB1JwPmFdL4L+H954N8Qa34b1zw7dWeuXSox8wq0JVnIJ3qGyMbGGG6I2Bk8c/8RvBMMOoQarKk0On2tqIZLeF/NDLym1c4G4uCSAScnp1q0tpdSJP7J5rrHgmb4u6xf31g0dldzSCS4sWYl3Q5JkT1OMDA+vHFQ3vwZ8VafD9kstIvb6NpBFGbePeYgVDHnAB6k+3evpn4d/DG6uvBugeIvh5p9xrWqR2gWXUZrq2iiYsButxn5mCphdzZJz1HIr2X4b/CHxFqWg3UPi4voLSO4jtdMuhLKQ6jc7zMGwckjCYHHfPLfLJ7aiip2vfQ+T/hD8HX8Ka8tjPpI8TeN5tpttNSTdBACR+8nkAIAXOT24xkk8ffnwn+H8vgrQf+JhLDda7ebZb64t49ke4KAI4x2jTkD1yWPLGnfDT4Q6B8M7edNJgkkurg5nv7t/NuJeehbHAHoAB+NehQ24q1tYdrakUdvViOCrKRVKsfpQO5CsPtT1iqdY6kEdBNzG8SRZ8PakMZ/wBGk/8AQTX89usZ+3T88b2/nX9DfiRP+Kf1L/r2k/8AQTX89etYXUZ8qPvMMdKUugHofgCHwe/hm2bWPidrfhu93sTp1jpUk8cXzcMHE6gkjB+7XlviRbca5qAs72bUrUTv5V5OhR513HDspJKkjkjJxnqa9/8AhHo/xEn8D2U2geDfBWsaSzyCO61m102S4Y7yCGaZg/B4GewGOK4L4mfBPxr4dh1LxNrmmaXYWskxklXT7+zKRs7cBIYpCQuTwFGAPQCp6CPKP50U589qKkk/paooooMQooooAKKKKACmNT6a1AFWdd2azprUN2rVkU1XaM1RumeCfG6zXQdVn1lFEsk+nLaeSev+tILg9ej4P4V82/FKFrHQ9A1C9nCaYtzbIts8n+rDAqWxk4+Yr2HHY817v+1IviJfFuj28ayp4XvdPeF5rcqD9pWQNtcnhRtIIJ4PIr5A8YfBzx34kisxN4d1zW7trmMW18dOnaERqdmV+XaBwME8EYxgU01cmXkfoppf2e6tIJ7TYbaZFljZBgMrDIP4g1rQwe1ZXw/8K3fhvwToWl30nm3lpZxQzNnI3BQCB7DoPYV1ENnVNGqehWjjO4HFX4Y+BxU8VoAOlWUtwO1AnIhjjNTLHUqx4p4Wgm5GI6XbUmKRqVybmV4kX/iQal/17Sf+gmv56dfZW1C4IJOXPX61/Qx4k/5F/Uv+vaT/ANBNfzy64v8AxMJv98/zpSKWx2Xgtfhg2hxHxMPFx1bc3mf2T9n8jGTtxv56YzXn2vtZ/wBrXg003H9nec/2f7UR5vl7jt3443YxnHGa99+EOsfEGz8F2kXh/wCJvhfw1pu+Ty7DU9QghmjJY7iyuhIBPIye9eEeMpLubxRq7317DqN613KZ7y2cPFO5c7nUgAFSckEetT0GYTelFL0aikSf0uUV+Jo/bq+MvP8AxXOoD0zs/wDiakX9uT4xsp3eOtR3eq7P/iaZHKftdSV+LEf7cnxe6t441HAByCy8+gHHrVcftw/F4MCfHGqH28wf4U7D5T9r8ijcK/FM/tvfFtmlaLxxqx/d4G6QcEgZP88VV/4bY+Ly7GPjzVi4P/Pbj8fWlYOU/bXdSZr8VIP23vixbRhT4z1R7gkkSPcFgo7fLjHr+npVOb9s/wCL5bc/j3WAc5ws+M+/HajQOQ/bYkVExGa/EOb9s74vsB/xX+tc+l0RUDftkfF7o3j/AFzAH/P445/OndD5T9wtwNQ3OMV+H837YXxckK4+IOvqAP4b5wT+tNuP2tviu1gr/wDCxfETXDSH5V1GQBVAHoeSSfw2+9O4+U/bU4p0TDPWvwzP7WXxa8zJ+IXiI4I4OpS4+n3qX/hqv4sYX/i4niLj/qJTf/FU+ZDP3WjYVMGHrX4VQ/tXfFhyq/8ACwfEXoD/AGnN/wDFU6b9q/4rMwA+IHiIKvT/AImUwP4/NSuhcp+6m4Ubh61+Ev8Aw1J8VD/zUHxJ/wCDWf8A+KpJP2oPiiRj/hYHiP8A8Gk3/wAVRdC5T92tw9aTzB61+EE/7TPxPYgf8J94i49NUm/+KqCP9pH4lvIqt8QPEKBjje2qTkL78NRdD5T90fE8oXw7qZ64tpD/AOOmv559eZXvp3XoXbj05rvdX/aA+IFw1xbL488RXFq3yHztSmG8YwcjeeDzxXmU0pkZiTkmk3caVj1z4c2fh248MwG++EviDxbdlmDalY6jNDC/zHACLAwGBx949K4/WvhP4ru9SvJ9P8E67Z2bzO0No1nNK0MeSVUvsG7A4zxnGcVT0X4peL/DOmrp2k+KdY0yxQlltbO+lijBJySFVgBmrDfGzx8ysD4118g9c6nN/wDFUtAJvgt4H0/xt4wuE1xp10PSrC61XUEtmCyyQwRM5jQkEBnYKmcHG7ODiip/gr4403wf4svhrrzLo2s6bd6RezW6CSWFJ4iolVSRuKPtbGRkKR3oq47AdXqvwXt9N8beNdD/ALUmeHw/ozapFP5IzOwSJghGeB+96+1ZifDOFfDfgHVvt8mPE15cWrrsG238uVEyG7khycHHSqN78WNbvtb1/VZvKFzrWn/2dd/usKYtqLwM8HEa81T0TxhqOpXXgvQpWjfTdI1AyWwVdr5llRn3HPPKjFLQk6XWvhZa6bJ8UUTUppG8HXa28JZAPtAN15BLc8HHPFXdD+Dtpq3jb4WaFJqU0UXjGC3nmnCDNv5txJCQoJ5x5eefWsX4weMtQ0P4nfFjSLZkFlrGtXMV0rLkkR3jSLg9vmUfhWFYfGHXrHxB4O1iNrf7b4Ujii04tHlcRzPMu8Z+b5pG/DFLQZqDwLE3wx1fxR9sf7TY6zbaWLcKNjLLFO5cnrkeSBj3rq7L4M2P/Cyrfw1LqFw1vN4bXW1mWMb/ADG0r7dsxn7ob5M+grzKHxxqP/CMahoJZDp19fw6jMSPn82JJUXB9MTPx9PSvQ/iZ8Qbnw/8TNN1nQ7q3mlXwtpti0gIlRfM0eGCZOD94BnHsR7UaAYFz4EtIfhjoXioXcj3F/rN3pslqQAAsMVu4IPqfPOfoK63WPg3Yaf48+I/h46jcFPC9lcXdtNsXdP5TxqFcdgQ+ePSvKbjxtqV14V0/wAPO6HTrG9mv4UCjcJZUiRznuMQpx9fWtq++L3iLVvEXiHWbm4hN9r1vLbXreUADHIVLgDtyoxT0A6C1+FtrMvwxZr6Xb4slZLjhf3GLtoPlz1+UBue5qtc/Da0W0+JM63c27wvOkUClRiYNc+SS/pxzx3rX8Y+ILjQ/hx8G9TsmC3djFeTxMyhgHS+dl478gV59J8QtYkTxKnmIV8RMH1ACMfMRKJcj+78w7UWQHoGj/BrTtR+Ifw78Oy3t0lt4m062vJ5lC74jJvyF7EfIOvrWFafDvTpPhXq/imTVyt1a6la2MVvHEWVhLFcOQxIGGBgHtgnrkVh23xY8QWOv+HNZhuIlv8Aw/BHbWL+UpCpGWKgj+Llj1rU0vXbaP4DeJ7B7mJb+XxFptwluZAJGRbe9DMF6kAsoJ7bl9anQDfl+Dul/wDC0NS8Npf3TWdt4al1yOb5d7SLpX20KeMbd/y+uPfmuZuPBVpb/Cvw/wCJlnma91HWb7TpITjy1jgitXVhxnJNw2e3ArHX4o+IF8RTa2t0o1CbTW0l5PKXBtmtfspXGMZ8n5c9c89apf8ACW6nceHNP0F5lOmWN3NfwR7BlZZViVzu6nIhjGDwMe5o0Gep6x8I9M0XxV8U9LW8unj8K2r3FozbS0oW8ggw/HdZmPGOQO1Zlv8ADOwlX4YO1xcbfFTstz90eWBeNB8nH91Qec8mp/BvirUPF1r8X9Z1Wf7RqN9oHnTSKAAzHULPsOB+FcMvxA1pE8Oqt0qjw+S2nfu1/dEymU9vm+ck859OlPQDsLv4e6bb6D4/uBPcm68PalDaW+Su2RHklQlhjr+7HT1Na2ifCfSr7x98PtDmu7lbXxFYQXdzIu3cjO0gKpx0+QDJz1NebN461ie31yB7hWi1qZbm9BjX95IrlgenHLN0x1rs/hP4/dviv4Gvdev4o7LSZYbVJpdqJDArMRk+gLE5NGlwMY+EbST4Y3PiLzZftsesx6cqZHl+W0LuSeM7sqO/Supm+EOkj4k6h4fS7u2srfw1JrSSFl3mVdK+2Bfu42+ZxjGdvfPNeaXnii+XR59EjuP+JXLdremEqP8AWqrKGzjPRmGKtTfETXl1ptXGo7r6XTzprTeWmfs5t/sxjIxj/VfLnr3znmloB1WkfDnTdR0HwHevNcedr2u3GmXKqRtSOM2oUpx979+2c56D3zwfi3TY9D8Sarp0LM0NrdSwKX6kK5UE+/FdP8N/E9/eeKfBGjT3GdNstajnt4ioGySWSIO2cZOREnU/w8d65/4iMG8eeIznP/ExuP8A0Y1HQDnW56U3vycUMxpmTz3pCHMwX3PrRURbniigDXa54wvH41u+BvD+v+LfE1jp3huwuNT1iR90EFrGXfK/Nn6DGSTwAOa504U17n+yLJb3HxC1mwvjNDpN94e1KK/urUnz7e3W3aR5IgAdzgR429wSMjOatEnG/Gb4b+OfB+sHU/G2lTW15rEsl19tJR47iQtmQq8ZKE5bkA8Zrzbyypr1j4gzaxa+DJLXSr7Ub34aPrTtYTalBHDK90sK+YdgZmXCsoOG2n5c89PKtoHOfrxSYx8bbfoO+aWW4aTAycduaj46ZIFMbG44zSAl39B+dWbO1mvLqO3iQPLK4RBxyxOAKqdO3UVd0SxOrarZ2SyrE9xOkQkkOAu5gMk9hzQB7F4j/Z5+LsHhAT6roMzaJoNtNOAtxAwtocmSRsK5OMkk14o2FY8c9q+ofGEc/gyz8f8Aw5+H+jfZl0e0mHiTxJqZYXl7FDIokRP4YYWk24QfM/y5Y9K+W2kVuTktmqYDWb5eSPXApFxtB/Cmb/m45H0pu7PGDUgSFvmGBjFTPgqq59zVeJfm3N0p4znI5oGdFoOn68vhvX9S00TJpMUcVrqUkbgKUkcMiMM5ILxA/VRWCsm1ule7/AnwPrHxC+DXxS0vRYoJbtX0yc/aLmK3RUWSXcxeRlUYz3NeETK0Mjo2NykqcHPSmAryF/m6c9MYo3jnPB7YqLfuyBzgZpiyZ4pASlgAcN7fWkzwAelRE+lO3igDt/hn8OPEHjy6vJtFktbGPS1SefVL+9js7e1y2ELSyMFDFvujOSRx0NY/j7wnrvgrxRfaZ4jhaHVlIlkJkWUShwHWRXUlXVgwYMCQQc16H4NsbrWv2cvFNppUUl1e2/iPT7i7t4Vy5gMFyiMQOdodiPq49ai/aOhm02XwDpN+GXWdN8LWsF9G/wB+NzJNJGjDqCIZIhg9OKdtAPG93rTG6U4KWPA/GhtqnH3yPyqRDApbnoPU0UHLHJPFFAz9OP8AhzZzn/hb3/ls/wD3XW14R/4JO6z4D1601rQPjdNpmqWrFobmDw1hlyCCP+PvkEEgg8EHBoop3Mrs1/iF/wAEyPFnxTksm8S/HRr+OyVltoF8KpDDDuOWKxpdKoJwMkDJwM9K41v+CNe7gfF/A/7Fn/7soooC7D/hzWf+iv8A/ls//dlH/Dmvp/xd7/y2f/uyiikF2Ob/AII2k8/8Le5/7Fn/AO7KIf8AgjaYW3D4v5Pb/imf/uuiigLs9A8Vf8E6fH3jbw2NA1n9oS+vtKwgeCTw6P3oT7gkYXYaTGBjcTjArzz/AIc0jdkfF/n/ALFn/wC7KKKd7hdiH/gjQe3xfC/Twx/92Un/AA5nP/RYP/LZ/wDuyiikF2L/AMOaTtA/4XBgf9ix/wDdlJ/w5nP/AEWD/wAtj/7soooC7L9p/wAEhNQsdNu9Pt/jZNBZXZRri3j8OEJKUzsLD7ZzjccZ9aot/wAEadxz/wALg5/7Fn/7soooHzMQ/wDBGb0+MGP+5Z/+7KT/AIcy/wDVYP8Ay2P/ALsoooFdh/w5lP8A0WD/AMtj/wC7KP8AhzL/ANVg/wDLY/8AuyiigLs2/Cf/AASc1/wHqZ1Dw78eb7RL4oYzcafoLwyFT1Xct6DjiqGqf8EfLzXNRnv9R+NM19ezsZJri48OF3kY9WYm8yTRRQPmZUb/AIIzluP+FwYHoPDHH/pZVzRf+CONrp1zNJefFNdRje3miWNvDmwI7xsqSf8AH2eUYhsd9uOOtFFAczFm/wCCOdrJodlZr8UlS8huZppb3/hG/mlR1iCRkfa+AhRznJz5h4GOSiigOZn/2Q==) | ASR 2090 x050 080701 Fibula af kobberlegering
Smykkebrakteat med møntlignende longcross-motiv og skriftlignende omskrift, ø 20 mm. Brakteaten er forsynet med et påloddet øsken lavet af et ombøjet bånd. På bagsiden et meget nedbrudt påloddet nålefæste. |
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) | ASR 2165 x10 080701 Fibula af kobberlegering
Valkyrie-broche. Største mål: 3,5 x 2,2 cm. Særdeles velbevaret og med en usædvanlig detaljeret fremstilling af Valkyrie-scenen. På bagsiden to lodretstillede tappe, med rester af tvævrgående hul, der klart dokumenterer, at der ikke er tale om en nålekonstruktion som på fibler, men snarere fastgørelsestappe, hvor en tværgående stang har fastholdt beslaget på et tyndt underlag. |
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) | ASR 2321 x001 080701 Fibula af kobberlegering
Urnesfibel, komplet bevaret. På bagsiden dele af nålefæste og -skede. Største mål: 32 x 26 mm. |
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) | ASR 2321 x002 080701 Fibula af kobberlegering
Større fragment af S-formet slangefibula. Overfladen og kanterne noget medtaget, men den ene ende af dyret er bevaret og her ses enkelte plastiske træk. På bagsiden er nålefæstet bevaret (én flig) med lidt rester af jernnål. Største længde: 4,7 cm. |
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| ASR 2321 x003 080701 Fibula af kobberlegering
Miniature-relieffibula. Rektangulær hovedplade med to stærkt stiliserede hoveder (øjenbrynsbue med øje). Vinkelmønster i karvsnit på bøjlen. Rester af rhombeformet fod. Rester af støbt nåleanordning. Største længde: 3,2 cm. |
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) | ASR 2321 x005 080701 Fibula af kobberlegering
Fragment af ret spinkel fibula. Dele af bøjlen og hovedpladen er bevaret. Næsten alle kanter er afgnavede og den cirkulære form på hovedpladen er muligvis ikke oprindelig. På undersiden ses dobbelt nålefæste med jern-tværpind og lille fragment af jernnål. Største længde: 2,6 cm. |
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) | ASR 2321 x061 080701 Fibula af kobberlegering
Ret kraftig bøjlefibula med bevaret enkelt nålefæste og -skede. Bøjlen kraftig hvælvet med et v-formet tværsnit. Største længde: 6,6 cm. |
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iigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/9k=) | ASR 2321 x062 080701 Fibula af kobberlegering
Hovedplade og lidt af bøjlen fra en korsformet fibula, fra Ældre Germansk Jernalder. Fibulaer har flade knopper, der er støbt i et med hovedpladen. Støbt nåleanordning med rester af jernspiral ses på bagsiden. Største mål: 19 x 17 mm. |
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| ASR 2321 x064 080701 Fibula af kobberlegering
Emaljefibula ? Halv fibula med svage spor efter korsformet motiv på forsiden. Antagelig en korsemaljefibel i grube-emaljge teknik. Diamter: 23 mm. På bagsiden rester efter nåleskede. |
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) | ASR 2321 x132 080701 Fibula af kobberlegering
Fragment af pladefibel med S-formet dyr. Spor efter hvidmetal på forsiden og del af nålefæste eller -skede på bagsiden. Bevaret længde: 2,0 cm, bredde: 1,9 cm.
Stil B |
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) | ASR 2321 x133 080701 Fibula af kobberlegering
Fragment af korsformet fibula. Dele af hovedpladen med rest af bøjle er bevaret. På bagsiden få rester af nålefæste. |
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) | ASR 2321 x138 080701 Fibula af kobberlegering
Komplet fod og bøjle fra korsformet fibula - noget medtaget. Foden ender i et rimeligt plastisk dyrehovede. På bagsiden spor efter nåleskede. Største længde: 5,8 cm. |
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| ASR 2321 x139 080701 Fibula af kobberlegering
Del af hovedplade og bøjle fra ret spinkel fibula - korsformet? Største længde: 3 cm. |
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) | ASR 2321 x146 080701 Fibula af kobberlegering
Lille cirkulær fibula - vel nærmest af emaljefibula-gruppen. Kun 11 mm i diameter. På forsiden ses to concentriske ringe med fordybning imellem og i midten - antagelig til grubeemalje? På bagsiden rester af nålefæste og -skede, samt filespor herom.
Nabenemailscheibenfibel, kendes også fra Hedeby m.m. "Nav" |
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) | ASR 2321 x147 080701 Fibula af kobberlegering
Bøjle fra fibel? Kvadratisk tværsnit, fladklemt i den ene ende. Længde: 3,5 cm. |
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) | ASR 2321 x153 080701 Fibula af kobberlegering
Næbfibel, desværre helt uden bevaret overflade på oversiden og kun sporadiske rester på undersiden, Rester af støbt tapformet nålefæste med rustspor fra nål på bagsiden |
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) | ASR 2321 x154 080701 Fibula af kobberlegering
Næsten hel, kort ligearmet fibel, med ret medtaget overflade. På undersiden rester af enkelt nålefæste og -skede. Længde: 3,5 cm. |
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x5ZOzaPQvazsLrGk2+o3k04Z2uHcnekh3v9T0NZ9j4VjkDtcMwVW+aErgdOuevp3rordXm+0XEcEjWjOzHy4yxTceFOOmB647U5bjbG9vFNNEj/ADBZUIDHjODimpO1kFk3cqw2MNtEsbxpIkfTagz356dadFObC4IjiklV1Hy54T3zUdxdQ2txKgkPmRg53nAJ7gcfT6UtnqUEx2tG0pxiQqQRz06kEdD2q7C5lsXWm+Vl8+NLhgSqMQO3p+FZbTS6dezGw1SOMzrukgkiLp9UxyT9Ca147O1kUyAKwQgYzkqc4xz6etJ9jijbCeYTJyGJP6ccVHMmVZmPM2qWcUVwjR3odD5chLQsQOOue3pWVNrmpQTxXF5uePG1kEW1Ix68HPqCTXawR3XkwRSFRAxKMFhBY9xknP6Ede9Nv4Rau6OVVHXD7gM1cbSV0S73syTQLe51bQZNTilkks4ZBCFD7kXcCTt/KvQvhj4gn0rWLC2lkWG1Nx58TiMmTcpBwCD049O1eP8Ah21vbUqwu5IoTnzEibCsAxAyOmcf1r0D4dWdzrHjrQLCISI11dLEqhThs8bv8msqlNTg79A5nE/WONu45q/C2VFZdrGLeGOMEsEULk9eBWjbt8temeUTmmSfdNOpkn3TTQH4E/tBeX/wubxmpfb/AMTi6+bB4/etxitqbw/puh+DYNY1D4XtJYLDE8uof28wMu/ADbFORuJHAHGfasr9oNlk+MPjEeTgtq11k8g581u9TeJvCq2Pw2F+3grTbFGhgcarBromnIYr83kCY4LZwRs43Hjjjd/EI4HxVqWgaxfaf/ZGjf8ACNpnEv8Apb3AIJGGywyMc9K9k+NWi694N8GappNrbSaZ4QtdQhjj1HU53kufEbgPsuIW5QwgAuFjwqh03M7YNfOV9Isku4DB7jsPpUDXEhVQzsVHQE8VKYH6bf8ABG6XzpPi+5+8V0bP4C9FFV/+CMLZb4xZ6/8AEn/9vqKxluM/TBvu1Ukq03SqslICFq8W/a+8Pza98CddltYDcXWmNHqESKM/cbDEg9gjOT7CvazhvasvxFosHiLQdS0i6z9mv7aS1l29droVOPwNS1dWKi+Vpn5EWuqSecrzR4dsAqSeDngD/Ir0RdJ03WrNN6W7QRsrfOOW6EoOcj0x3zXnrafNo+p6lo93HIt9ptzJbSSTfdBRipxznOR3qlqGsXel2s7WbSBwD82cbfcfSvMxFF1bOLs0etTmoqz2Nzxt480zSWXR9MjyWcq7RIAkYH8JPr9PeuOj8VT3Fxsa1t7hmkyrK5K8dcEntWRdWKXNsblbkL9puG8yMIVYnHJBzjHXqM1DcR23h9RLboWMka7hvZdjEkZHuAetOnTVOPLHVkyqczu9j0y6tbHVvCK/YFa3mswZbjcC6Dd9/GSTyOeOeOK8/vpLWG7f+yppGjK+W0kq4AkDHJAIBII2n5gCCSO1dX8M7p2+0JcSs8DDYGIJLccfXueeledtaXd5iYlfMX5WTYAQOcfUj16/pToR5JTh/WpFR35ZI7bSdUtZE8vL2rRIDJOoG3d6k/gM/wCNbtnZWvnJJe3WIlb93sIYn09Mn/6/0rzrSJBBfQR3ICgyhZPMOUaNjgn9e3vXol00VwoMcikKQir1IHTjHYUpRalZMuErq7F1DVLWOMxebgDgYyze2fQ/41XttItr7zbyO5muLiOIqEePBXJHfPp+XP1p8ehu/nPIikDPzdAQMdO5PNUPJudLkBt2YInP+1zz61pCy91Dld6s0zbrY2rwzLHCoT5txz1/H1r2H9krwzL4k+MmizRuwtNLP2h+nZCRwc9W24x7V4rJMupSIJyQmPvKMfj9a+2v2E/AcOk+Gdb8R+Th7ycWcEpH3o0AZyPUF2x9UrZRb0RzTdo3PqpKu2/aqaVegHFdhwk1RyfdNSGopOhoA/Ab48Xy3nxc8X4iKbdXux8gXn983YCtnUvh2+teD4l0zwnodldzwxvHqE3iuATY4JYxPOFBIyCCOM9BiuS+ODY+LXjI4z/xN7vnPH+uatLxN4fkh+H63g8F6DZ/uIWGqW2uma55KfMIPtLfM2eRs43HgY42fxMDzbxB4cvfDGpS2F8sYuIyAWt5knjPAPyyRkq3BHQmsvyiORkerEYApJFbcSSV9c9aYMupHROp5qAP0z/4Iw42/GDA4/4k/Pc/8f1FM/4IujH/AAuLnP8AyBv/AG+orJ7gfpm1VpB1q1UEq0ICu3rTGqRhTTQB+d37evwr1Lwb8QE8dabaN/wjerKqX7QjiK6HBJ9NwAbPc7q+dLa9hlhUtI1wGGGxkD6Gv2E8U+GdM8Z+H7/RNYtEvtMvojDPBJ0ZT/IjqCOQQCK/MX9oP9mHWf2e9Uub+3juNX8Hyvut9SjTJt8/8s5gOhH97oe2OQMpROunU0seQ6v4be3kWa0Pn2oByjf6yPuOO469CDU2laLJqE379f8ARoP3rbiBuPGF69f8Kfb65EsSeRIzRMCV34689PbNWl1QXSqwmWByckA4DflXNKMrWudKaTvYvt4oTSJrjUJ4WeKPJEEO0FjgKCM4A49K4O11aKe8nLxuROA6h1IMbHtx2HOPpXV32mnVNPkgkXa75GcFsnPHJ9+9YA8F6p9odRA8hWMfOijGT0+ZjjsfyqY+zptt6E1FJ2aM++vP7NvrG5ZHltt4DAjhTwecdK9FtpI5rc3dqCRu3MudoU9AM9hx+tcfDpd/ZRS2l9YuRM20Ky5wMHofT8e1amlWV5pdvGgdtgUDO75sYPDfhWmktUJXOl0rXGntWF62ZIzjao24yeMetJqt1HHcTNaF1tCPkWQAvyOc4/GsY3haEsoRdv8AGMf171V0+PU/EWrWul6VZTahqN1J5MVvboWeQnoMCnyq9x8zSszpfhp4K1X4teOtN8KaVDMk91JuuLpVOy2hBG+U+wH5kgdTX6v+F/Ddj4P8PafoumReRYWMKwQpnJ2gdSe5PUnuSa8W/ZV/Zvi+C+gtq2rhZ/GGpQhbp1OVtYyQ3kJjg8gFj3I44Fe/qvtXVGNldnFUnzPQkiFX4fu1VhQ1cQYAqzIU1HJ0NSNUUn3TQB/Pr8b1z8XPGHf/AIm91jH/AF1atbxVo5tfhv8AbH8KeEbR2ghP9p2PiPzr/llG42/21/mb+JfK+UMThccY3x0vfM+K/i/yhtB1a7Bbuf3zfkK3JRZ+HfCMOp3XgLwHfRLBEWkj8TvLdvu2jcYIr/eGJIJAQbecgAHGz+JiPFsM8uByTwBUlxaz2oi86GSFZE8yMspG9ckbhnqMg8+xrW8V+I9O1+4gk0/w7p/h1Y0KvHp8tw4lOc7mM0shz9CK7T4vaL5Xgv4a6oL2ycS6AkP2RLgNcIRc3JLMg5VTngnrUJbjPuH/AIIu/wDNYf8AuD/+31FN/wCCLP8AzWP/ALg3/t9RWT3A/TamsuadRSAqyLUTCrjJmoWjqgKxqvdWsV5byQTxJNDIpR45FDK6kYIIPUYq40ZpjKfSgD5L+Kn7AHhbxZrUuq+GNVm8IvICzWENustr5nYquVKD1AOPQDpXxb8Xvgz4s+B+qx2/iPTZBbyMfI1bTYzPbTfjjKn/AGWGf0NfsCy5rP1HSYb+3khniSaJxtaORQysPQg9ahwXQ0VSUdz8ZIvEejTsssetpHIg/eeYDGd3sCKvQ+KLn5JLe6iZU4U7uDxj16Gv0x8Y/ss/DXxldC41TwTpU8w/5aRQ+QT7kxlcn61xek/sJfCTS9X+3jwp9pxytvd3UssKk552M3PXvkVzOhdWep0rEpdD887rxYss0guJGMu47lRflHtmuk+H/gjVvidrb2Oi29xeGEB3FvE0pAJxn5Qdo92wK/QfSv2K/g9p+pfb08DWJn67ZZJZIvr5bOU/SvYPDfg/RvCNiLLRNJstItM58ixt0hTPrhQBmtPZO1k7EfWFvY+PNA/YLm8U6fFJrN+/hUrtHk2+LmaUZ5LHdsQ4OBjP6c/Tfwk+BXhH4MaWLXw9pwF04xPqV1iS6uD/ALT4GB/sqAPavQglSLGWrWFONNWWpzyqSm9RqrU0ceTT44DVmOLb2rQkWKPAqWjpRQAjVDJ901M1QydDQB/PV8aWRvip4vwP+YtdAEd/3rc81t+K/Doh+Hf2oeF/A9l+4gP9oaf4iM+onJUbvs/21/mb+IeV8oJ4XHHN/GZi3xT8XEHJ/ta64/7bNXY3ng+417wjDbw6T8OtNmlhiK6hF4niS7GMHLI94VViBhgU4yeAa1fxMR4fIu1sA8etNaRjwTwBWh4g0mTQdUn0+WW1nlgIVpLO5S4iY4BysiEqw57Gsxh1J61Az9Nv+CLWP+LxY/6g3/t9RTf+CK5/5LH/ANwb/wBvqKze4H6cUU1jSbveiwD6Qim0uaAGslMaPNSUmaYEJgo+zips0tMCt9lX0prWa+lW6KAKJtB6UfZat0vFAFUWvtUqQ4qeigBAoFLRRQAUUUUAI1QSfdNTMagmPymgD+eH4yFm+KXiwk8nVbr/ANGtXQeK7GCP4eiX+xPA1tIIYT9q0zVpZNR5K8+Ubll3H+IbOMtwMcYXxklDfE7xSVUKP7Tuenf963Nb3i+2Vfh2JDpXgaBxHD/pGm6mZdR6rz5fntyf4ht4yeBjjZ/ExHkEmG6HNRnIXHSpOSwwMknFdh4w+E/iLwVpA1DUobUwJOtpcra3kU8lnOylhFOiMTG5CtwwHKMOqkDPcD9Af+CLH/NY/wDuDf8At9RR/wAEWf8Amsfc/wDEm/8Ab6is3uM9Y/bg/bE8bfs9fFXTPD/hxNPNhdaJDfFru33t5zz3CHnIwNsS/nXzg3/BUH4rBgWGhopAGfsh9OT96u5/4KbeGNN1z9pb4ZxXxdYtQ0j7LcbZCuUSeVlx6HMjc+9fGHhnwjpOpr4Pa5Mh/tKDUGuj5uMmIP5ePT7q8d63jsiD6Lk/4KmfFtcDboQP/Xicf+hU1v8Agqj8Wum3RM9yLE//ABVfOvh3wbpGr2/hgziRpL7TtVuLjbJj54I5miwO2Ci5HeoNL8G6Ndx+EzLvDahouo3lz+9x++iN2I8eg/cx8d+fWn8gPoxv+CqPxe5G3Qz6f6Cf/iqSP/gqd8XS/I0PHobH/wCyr5x0fwXo98/hsSNITe+GtU1K4xLj/SIRfeVj0H+jxZHfn1p+n+DdGkTw0ZRL/p/hjUtUnJkwDcQtfiIr7f6PFx359aQz6JX/AIKnfGANg/2GAf8Apw6f+PVHcf8ABVT4xRIqr/YJfJJb7AcY6Afe+v5188aX4N0m6/4R8ylv9N8Malqcu2TH+kQ/bvLx7f6PHx359aZb+CtHum03/WYm8L3WqyESf8vEf2jHbp+6XigLn0TH/wAFVvjGy5YaEB3P2A//ABdTH/gql8YJVUomhKM4ObEn8fv186x+D9BfTrR33q0nhWbUztkJ/wBJWaVAcemEHFH/AAhuiK0YUttbwsdUGJP+XkA/pkdKQ7n0ZJ/wVU+LbA7IdDU9gbIn/wBmp3/D1L4uCE5TQxJ1/wCPA4Ht9+vnS78E6Tb/ANpEebui8LW2qx7pOlw/kbvqPnbiq1x4N0aO01mVWctb+F7PU4x5v/LxJLbK/wCGJZOPp6UxH0d/w9U+L3UjQ8f9eH/2VSJ/wVU+Lm75k0M5yABZYx6c7vWvmzVfBOk2f9umESEWnhjT9Ui/eZxcTfY/MJ9v38nHbI9KbqHhHRol8TmISL9h8NaZqVsGlyftExsBLn1H+kTcduPSj5AfTS/8FV/iwsvz2+hMvtZn/wCLoH/BVj4rhiWttDI7YtD/APFV8z6z4N0i3j8Q+R5gFh4Z0vUov3mf9In+w+YT7f6RLx249KTVPBmlW0fiUIsimw8Oabqdvuk/5bT/AGHzM+o/0iXjtx6U/kB9ND/gqp8VWbOzRVGen2Lj/wBCqNv+Cp3xZ8w4fRdmc82Izj/vqvmbWvCOjWEHiMRq/mWehaVqNu3nZAlmS0M2RjkEzvgduPSl1PwbpNvD4paASMNP0XTb6D95n97N9k83J7jMz8dvwo+QH0sP+CpXxbkYYm0Paf8ApxH/AMVUFx/wVG+LzRny5dEyRx/oI/8Aiq+a9e8I6Rp7+LhBv/4l9lYz2g80H5pTD5mfX/WNx2p+v+EdH02PxO9tvb7DFpz25Mmf9dGrSZ9eSfpR8gOM17V59e1i91G5KG6u5XnkwMAs5JJA+pNdLD8UvstrBbnwb4VuDEgQyyWDF3wOrHfyTWJ8StGtfDnj7xHpNnuFpYajcWsO9tzbEkZVye5wBXKSZz7VLbuM6zUPFv8AbXiDTNQOi6VpqWbozW+mwmFJQH3fNknJ7Zr1D4kXWj6P4d8ez2niPTtbk8W63He2VvbSM0sVurzSmSYEDY/7xF28nl+wBPgaqFwT17Lil25Xcc49aFID9N/+CLqFP+FxZ/6g3T/t+opn/BFnH/F4sf8AUG/9vqKxe4zmP+CwWsRN8Y/BOnIWF1BoJuH7AK9xKq4PrmNv0r4HjkdQcHBx9a/Rn/gqx4V8N3nxDj13WX1O01C18MWsGnywvH9nuZmu7orDtK7iQN7swOFXb3ZQ35uZKjritehJveFfE0/hfWRfrCLhhb3Fv5cjYGJYXiJ/AOT+FYzSP64/Gq5b3pWk34+XJHFAEyyMGyDj8a6PxV4gg1fQ/CNrAzmXTdMe0uMjADm8uZhj1G2VfxzXMR7NwLevSvePjRNZaLY32g2WieH7zSmsbW8s302zEd/o27ySPtcwj3SMyuUZWdhucEFSAtNbAeFLIezA1qeHfEE3h25u5kiW4NxZXFkQzfdWWNkLD6bs1iM23qPypACec4/GkAvmnkAn0pyuV7mmKu7ODntWn4asbrUfEGm2tjbpc3s1zHFBDKFZXkLAKpDcEE4HPHNAGt428SQeILrSZLZ5CttpdraPuGMPHGFYfTINc0rMDy3B4617d8ZNY0xvCC6LZaVpV7qFnqIXUPEOk6NFY2ySbHC20TKoLg4dtzbd2zhcDJ8RjYJKPlRlzzu5GPfFN6AbOj69JoNlrlqkaTHUrP7E7FvugTRy7lxweYgP+BVkrlWBY5JGcc5qEt94liD1FMGWYNnPFICysi9CWJxjrgVs+PfEFv4g16G6tC4hTT7G1O4YO+K1iif8NyNXOxt84zzzXbfHDwyfCvxM1+0j0t9KsftchtImiMaNFuIUpnqvoRxR0GcV5u1sZJyOa2NH8SS6RpeuWYj82PUrVLZ2JxsxNHKCPXmLH41z+TkelPDFkbkbV5wTg8+3egY/zDzu/Kpo7hV2lVbIHzZPBOf8KqM3yjiu++EsEMMnibWpbO21G40TSHvbW2vIRNC0pnhhDNGQQ4QTM+CCMoMgjIoXYRifELXrfxN458R6taBvs19qNxdQlhg7HkZlyO3BFc6vPzNz6Cu++LVrb+Z4a1eKxt9MuNZ0hL27tbSIRRLMJ5oSyIBhA6xLJtAABc4AGBXBRs5BVcn6elD3ACQ3B6U9Y35VWwh4LZwuPekWNVXLHef7oPFPZ12quWB6MoOB14GKQz9Mf+CLeB/wuMA5I/sbP/k9RR/wRcbJ+MQAAA/sYcf9v1FZvcDz3/gsDfXMn7RXhSxMsjWyeFoJY4d3yK73d2GYD1IRAT/sj0r4Sb8qKK0WwgYKvVuvbFRmTsB+FFFAgUnGcZx+Qrste+L/AIp8ReHI9Ev7+KSxCxI7JaQxzTrEu2JZZlQSShQBgOxxgelFFO9gOM5bkkYqTAKjkHrnt0oopACkKMjp/Wpre/ls7mK5hcxTRMrxyIxDKwOQQexFFFAHUeN/ij4j8eWsUGs3VuYEla4MdpZQWqyTMBulcRIu9yMfO2T71x5YMO27riiim3cBvmDcD0/CnRkNgH5QerHpiiikMj3EEFcitXxT4u1nxpqkmpa5qVxqd6/Hm3DklR2VR0VR2AwB2oopgzJwE+8e1NK7vmxkH0FFFIBSuADjFavhXxRqnhHWI9S0idYbpUaM74klR0ZSrI6OCrqQTkMCKKKBk/irxTqPjLV21TWbr7VdyKsY8tFjREUBVRUUBUUAABVGBWO7kccIvoBRRTEdpp/g2HUBuhgmkjXQJdSkZcnDruG7jtuAFNu9CtvDLaRc3OiTaiZdHW/lt5TIke55WVZH2kME27MYIySvPOCUVVv6+4R+kH/BI3TbfT774rS29q1gt7Z6FdNZMxYwFvt4wC3O1gA65ydrryepKKKxluM//9k=) | ASR 2321 x158 080701 Fibula af kobberlegering
Emaljefibel - flot, stor korsemalje, fremstillet i grubeteknik. På bagiden rester af nålefæste og -skede samt rust fra jernnålen. Diameter: 24 mm. |
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) | ASR 2321 x159 080701 Fibula af kobberlegering
Hovedplade med tre flige og dele af bøjlen, korsformet fibel. Rester af nålefæste på undersiden. |
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) | ASR 2321 x204 080701 Fibula af kobberlegering
Næsten komplet næbfibel. De langsgående ribbe er tværstreget, mens flader er blanke (i det omfang de er bevaret). På bagsiden rester efter enkel nålefæste. På foden spor efter en reparation i form af en jernnitte, hvis rustspor også ses på oversiden. Ligeledes rustspor omkring nålefæstet. Bevaret længde: 4,9 cm. |
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XuXZlIUwsMkHcSeBwM8frXO5S3TOhwhs0TaTYiOWaO+i86W3AZZGIZipDDjnp/jWNeyJJ4slIiBSLau0sBljjn3OD+QFbNhYz3UiXwYqPu/LkZ9vTGP51na1ovleJVul3P5g24wMcbR1+mPyropycnZ9TOUVFHe+F4382OVEZPL+aPBBxjByQcZAGf516D4azLd29vPMJgwEiRM42REHnDMflQ+3J/nl+GdDS70+3Dgm1VgZSHDAEnBG0dsqMn8TXURaBJrV9d6f9m+zW7IIbplbATGGDgnOQpU5PfOOcivpIrlR8/JqT1E0vxFpN9dWNjbyXCC5fygGtg0e5jnAIGcMc4G3OSema6i78Pw3FvcRnTFW3yIo5pEXd8xGTkMcnlhk5ODj2OB4f8ABNtpV9b3gSe8uIZFKSXTMIxIr8kBV5AKt1J6dqfr0+uWniC5lur6PRbBS12obKxS54CKigb3wQPwJzjBquZ8tpITir+6eS6xYy6TqUFpeQpE8MseLrEbKAJcByW4IzuUgkDIGcEGsmNBHp91JHdWsF7Pb7PtG6MRz/vhgjsD279ORjmui8R3S65cRiOZo5EiKLJIxc8NkN83+1zj3rmNP1eWOzt0SQ3Ft5kUM++VV+zfvD8yYA25xkfXv2zw1S8nSvt+R83neBjTSxSjpLf17/MWWVv9MjiRSkUdw0lkzI0iZdcspC8nOeOPu8UUyaG6uJ5YxeC3lZG+z3rXxH2hfPIYNwOMA/zoruaj1PklOcdomU0E/l3NsLt/tvll49R/tBNs6tLnBYdBx26EnsK4ee2bWLzUryaHAmv5F8sOJCNjJH94dclcn6muuSzt7fS4pyRc2CtCrQC+QfZRuyQrFDgE7voTzniuF8OSz3GimQy+Z5l7c/vmkLGRftDNndgHJC46DqPWuLGyso27n0nDdO1epJ7pHb2zf6OjK5Xc5yAvAPcY9eR+dWLdD9riRWDCE8uTkZBzuPYnk1U0tTc6bDcqrMsnOX4GehI988VpQxqvlxRlSVfGVyM5GT29+tQ9rJn2kd02i1qUJhkGbrbuIPkqBjbwM5Hr/SuA+JmI9L3hWZS4yg5I56D869BzbzLbiNFwrFZOTgH3Pfj69643x1arcaXCnmGPc6qz7S20E/eIFcdZJJM66V7uzPPP+EMZWiuLCRkt3jDmRWKnac5XgdeD+dZHh17m8jktJGljtxM0mXG7lmHUn2H4kV6BrUNromgy2drcy3O8hhuxtT3zjjvx9K8x1DxZc+I3ax8O211dXRxG8wTbbxBjtydvUk+uOlcsZuT5Y6irKNOHPUdkj0WXxv4a8MWcP2rVnIj3p+8iYk85JAA5H19q5a6/aF02G3eC3sJZn34hmZFCnjPKk5H+eKqyfs46lKyNr2q+TeOZCqx2xdGIUYAdiPQ8Y611Wk/s7+FYtRjke51XUEWeQXduoijdFVRyOvcEH09a6lg6jWqPnq2e0I6Qf3I4G9/aH1abzxb2Nrbv2w+Qwzt5wRWOPjZ4ivI4GBtW/en5Hi6D2O6vb9H+C/gbTR5MtrNdxSJEPOmnQmCQtn58Y4OOM4684rf0P4e+CFs7dLrR7aC4ghM32pQjpITkYIJxwFJ49/TNarAz8jiln0fs3/BHzHqXxo8U31t5f2lEikAYkQru5PTPPGP51mxfGTxHpqyoPskwk4LSRc8fQ8HHpX2VDoej7baEWVjp93GttGQJItlwoXOCypjn5eewHOTg1nXfhDQjNdXCeF7VbhRO13ZvHnKu+0spC84BHT6j0rWOCStexjLPp6tp/efMem/tJXtnpcVhPotnsRy7T27skhPrWxpXx8sJ2VLi5urZR/C0WVJ5OSQc17HrHwu8G3kE8R8O2y2U0kjRXcfmbg+VCrwgIHHfrnoOlZuu/s8+FNUtrq1i0BNN1KLzWVrSW5YFAijuMZB5yQMkkHtTll0ZLQ0jxJyytJP8B+jfEhPEF9axQaggtXX5fs/p2X64H616D5x1TWIo3GVhiB9w2RnP4bfzr5u1z4N3Xwini16G/nm0eC9SC7triEoykjOSMkED1wO1fSXw9vdKkWGeaGOJLyM7JIyVUnHBJwRyPftXnSwrp1FE+rwuYU8VRc4nr3h3zLXTbL7KVR5iXLLwydVJAPHfH4n8On8M+Ir+41JZzF5dz56gnziAy5OQFXB4yBjP3up7VQbQD/ZNkEiWR5IzIfs7GVchcrvXjnJIzj3GRW54Va7g1i0luo0hkIwpWBVcgkhc9ccHBJx1HfNevG+iOKSTdz0+z1C2s5H+xxxC2dWjBSffh3wpRhn8Mg8EAZ6g/Pmsa1qlxr2oza/HE91D+6MS4xuD42rgkcFie+eeucjr7j4lPpGsahpy6PNBG26ENcyh4ZJQMKdjLzncejE4bocCvGr5rnUo3uJLiVpMs5djjYeWJ46k8e/Fc9eso2NaNFzuhNavbW/hup4IjBfGUkEMSpyDkHnIORn+grlfCcktvFIC0a3ZuI08tzH+/QEhlBZSRnHXGPWp/GXiC9t7eKKCJdQ1OTc8FvhEZgq4Z2bAO1Rnkn17mm6bHc6TDaRX15BLFNLG73CXSp9lk2lmCHAI5JweRgDOSKjCQ56rqLY8fPsTGnh44e/vN39Ea9vcedCVliEkIVnktIwpa3G4EFfl55Kr3wGzgj5aKjtJpC1in9pQ+cTD5UxuW/fAysMEqOMHB56E++aK9dJnws7T1M1ZFVl8tPJv90Ze386Mx3iov3ixXGcEdsHjvXkH2jSvB/jDUNO1i7fTdMv5kvbO6PKwysAJImAGQp2gjH3cc9c17iV2zmCa6dbNfPns75bsCQYIQg8HK5BHUjjis/XvCuneLL6DTtTtEmvYXULayX+UnVYyCeE4bGQD71x4ii60OVbnpZfjfqVbnWqZRi8RaVp8saWssN5Ay7t9myzReW6YVwFPDD/DNWdFkjks7iWOe3ZWJcr5ik4AIHHUdT046V57qf7P+m3EcOp+H9Tl0I7IRdQyXxkETMSRhtoIUhemSR+lZbaX4z8G6hDb3EEHiyxmw9vcQzMJBywByQuDxnDD375rz/39LScW0fZ0syweIekuV+Z7RJDLeTW+mQRxw7EZWlUZDAEsWIx9fyqgywWk58yeHH3R0bPJHIGa4JPFXizTzJbx+CNSgvsumI7pI0GPvZ/d/MMdv1qHTtN8a+OIbqS42+FNMSVY7iNAZbuUA5fEgA2cA9Of1ofPVXLGDv3OmWPw1Bc8qidui1Zqarfy+KPEFtpGlxxyW8ErrdzPGwjG1Cxi45DHjJP3Qcn22vDvhm30Ty7XQbCK0dWggurIRIUl+UtlNz8k+ozndkYzirNn4SsPC9mbCxtGPh65M7W/+ikzSSscRkEkkE4yDnp6551IbaXT9Wt0vXlsrmKR2gvzaqqeUiFAAccY+UexPrXpYegqMe7PhcxzGpjqjbdorZHOXi2d0tvJGwltJ8PJbskCPC7yAbixJIQKh/TPBObPn+TYGee9ja6SzL21/EiBJPMkKqh2pkZwcenNW5tPsGuGuGF6gVPLljlBUEpGAcL35L59M1sy2/hxNN1K3ltZrmyuVt4kkUKSCNrADn5SPmHJ49q7fQ+du95MxftKSSHCva3XnSB7UEt9rSOPrkIB1/PI+taMN89pp2pQWoW4i8qK3e2laRfs+5VL7NyZxlmwAc9etOdLCDR7KCGNpJVDSoo2mP5RjAJPOSMH2INW5v7OvdWK/ZGtrvzIoUiaNMyAj5sc/TGOv5VF32OlLopEFhCLGYwyzT3WkG9kPmmSYTIQhAwPLHIHfB44wKhWZms7BWkZGIgMEvmTYmPmsxDYT5Rn07+tX/OsJtSbVIYpNsb7p1VVDJhRjIPqR+oqjb2drDvZoS2m3rQgsrkLGQ3zfTgrwB1PSpUma8iSsQ/Z4LqRiVWYvGPtkZknO3dNuMgyvAyF+nUZ7SSWNr/Zu0fNbBZvs8qtK7KxkXAbIHoD2z+gtWehgssD2qrqOmrFsWS4Y7oxuLZBTjllA9/rUtxDDMrX0drEs14vlm182XYQ0hyF45P+fanzSD2cbXsVfEPhCw8Spcw6hY20F1e/aV+ZJSkyiIqp5ztOcHPbjOK8Iji134L6g9tcxajqPhnIWKS1jYtCwXIBBHGBuxz0r6Bh0+SOKXT7i0jaykNxIku198RyQTnAyR69Dz0wKrX2l3XzSNbWTXltI8STeVIUKiLCqwIBLYHf3yMGuWtR9tvoz0sFjpYKTdPVPdM4jRv2qbXUIkTVNQvrKW1AWC6jQpISWyPMwQvG7hhz65r0WT9pqy1DT7ZYPEEdlHbx+W83ngSyOTkt5hORwF4BHQZzgY5uXwfpl7tuU0TTZbNjF9otZLMEOGXG5Wz8uSPUHpjrWIvwh8MW8zSzeHLd4LqGTYGjAaHMuAy5l2kjHbPcGuf2Fe3KpHvxzyje8qev3mnrP7SVnazRTi//AOEh1gyeVEJGa8mAAJCDIYL3I/GuYbUfGXxO0hsA+DtAklTzJIyr3Mjsw4OWGxQM8H1611+m+FdI8OX1xbWlnZaZdW0s08V5bwwLJlIflzznnkfyzV+3mgg0kXYeKN47qJLmFTCVn2Lye/XGe4Oe+K1jhea3tXc4K+eVZJqguX8zmfC3hSz8MxzSy6pPNrc1lJEuqXFxGyzKZcBBknYMcYBzzzXVQ6pZzanNsRZHE1y0mnNdKiycFQ3Axnr9eoqpb2bWsdlaxxNcRXUKMsZKb7UtKenynpszkAE454rSt7UXBuZlu7qOa0inK3W7l2ZyQpG3IOCO/fsK7oqNNWifMSlUryc6juyPSbyyjW3aZjJYiW2YyR3hD2pSI7QuBxwWweeuDzRV7RLk3V8s9tPsvI3KtZtcRosypDt3AlducgjGCTnueaKlyVzSEJNaFOxDWtrNci2NzpN1ar5sXmRlrcu7YffjPRgRwDkY7Cq82mPAZcOGt/NaS1vWliVonCD5TxyO+M4AB71NHJb3cjD7UtrqqiFXZ54hFcqPmIBxjhSOTkHbzzVD7ZB5BngKJC6zNNprT4+VivzcLwcbuBjGOK2SOeUktx8ly91fb0U22ppJH51mJ0C3CCPOcYx/COgIII6mpbOS1aOM2rRnT3eJbi2LSj7H8zNuA5IOBnOTjJHJqBpEhtfNjvd8e6ZrfUop2Z4TsCiLhQyg5CjscZXvVixjlea2kWcnUFY4hKTMtwqwfITxwTleeDhu3JpjUn2J7maaTw/Ba6hcebavEzWt2BMX8zKDDegOQMcdDz2MZt73+07iRlX7eqzM8JilZZk4Utzkljtbluu0Z7VceF4VKW8ErTmGGK7s5Un2gB92FG7naOcH3PJqufsf2MOkEi2u0yQXJhbzELy4XjfgAADuep69KpXM5Nbl63sY/t0Ui2aeQJYFurdoHJiCxlsqSeRnPTnKntUF/YxrYiaSFrjSXjmkRVtcSxMzgLkk+oUjkjgjqamhX7RrEUMyiK535guo04IEecPl87gWX8M1Ss7RlhkaO3aC+Fp5hWS2Ty5g74O0Fsc5GDjBJOOgNPlHzdB95HeSWpymy/WK6BkW1RVeMYThs7em4DjjIGSauQ4Y7kJjhW8KT2Jt40fcqfMyqWzxjp7+9ZVv/ZkkO6G3kls3RsQBYhJbguo5YncBwAM4GQR6mrE0sFvdW6zmOWYPLtuYxbkfdwpMag5x/wCy9+DUysldl06c6jtFXflc0rewRrWBUWaezkjjAVdmYXLliODwAAOcfxVLcRrHcIk9xcNsnuJoL2O4j+UINo5JOPUjPHGK5v8A4SDYS621wkoKpLiIMkowSxPAxzgZ7juMU+71aOKPzYIpohtk+0QEptBcDAV9pPTPUcenesPbUr/Eel/ZuN5bxpP7jRj1Dy57XYbiC4Z7dJ4zcri4AQuGABwcYXr14zzxUtheW1nC7NBNNayRKWs1uGX7KWlPzD6fL1/HpWbb655sFqy3bMqyKUleRkmtR5Zx92PkZJGRnp0zzV+3mnt5rK423SySeT9lm3uUuUDn5WwvqScnsMc9to8stYs4alOrSdqkbeqG2s1r5PzztuUqI7qSWQrcfvidoO305ycc5pJLmOZJlls3MkskIubctLmD9425gdvQfpuPU1NpyXN9FKVSR1QxGW0Z5VEDBydy4/E9xyevaS3iuFa0eOO4V5pIjFenzCJOrBJAH478g+/vTsZa20KN9DbnR7JWjae3aOZoLmOOXKSF0wDhcYPQ/jzVoWc/9rvKbMPqOJSySJ+6lUKNpBIGPy9uO7Ea9EIt/JNmfsJzExfypQXX7reb3x09/Wqpuplt5Y0iuJ0EdxltxWaL5/mz+8Py++O3vWbTKj8V2adnqBtLW8SPTBFGxgili+zhXyMb9vzfNnHAJHWqTQ3kOl2C/ZC0BhXypBGA0bmU8t8x7HHTn9aWYTzXZVZIZAb6MR3X2lVVdqgDcC5+7tI6djzVezSW6byd8EQa3togsk6Mk+ZAcKOQvOP++egzgvlJbcnuXLyC/vtSvBIkccsMdw5uCAiyRggBcZ6hRjOf4h14pbJLxftDCC3SD7Q6vYs6szbY2JIYg9M8jsD61RkjNlpyxwhUEZmH2OaSMsoEygsrBOTxyM9F9BS6lC4mlmN1GHY3SpdK3zowACqcAYGMDAHIHBxR1sKztd7mmt19hbToY7yCRA1uiu0oUwna5O4lO5JPt+RqOC6vrq4Mc2r2lu80EQEsTqVuAX5BwvB4xzyNvOaq2sMkt6bQXCC4F0VWEMTFMBHsDPhhkY5BH973qjBdvZRWzwxTXKJ9mEokMuYvldv3eGPTvnue9FluWpSvaxp3F6LG2LX5jt/NN3Ol1bXJieJycMo4yBk9O+eMUUseZtPWeaee8VrKUmCQqHVS6MrHeSQQcZI9DjjNFZFyc/s7FKOQpKhe4SbTVux8u+UvAUi2/KwUYAJ647d6iW1LWOnWkuoEXUkSNHqMDzHhpBlW4Ofun3GD16VZtWktbqVorh4tVjM8pjJmMd1n1IUdfl74PtT7FVvLuygtJZHIa2V7W4W4Pl8sQYyOwz36bjjPWui6te5zqnKc+W12ylvkaONkgCzTQ5ntD55iy8uCVXPB7kcjjPtT5VRo5vOmd7JpLpvO8qVmVyUUDJ6DlRznPc1e8Q+Fb3wytvb31yonWJY4sSymUKsm4CQbsEcngdDz1FVBeWMMk0l3JNLM2/dDESEJdtzErkkgnH12jvXHPGUYrR3PoqORY6u03FJeb/yuye+t5brUo4VkWSbzIvsl0sJAbbCXwScgnLj5WJ6jtVeKzjgjBhJhklMEUqvbp0AGDtOByNv3RnH1re0vxv4Jeyma98P/AGmePOMbvlbGNxyQent61U0MeEPFF1OTIVmcqsPlMFVWHynGPQBR+Fc/9pU76o73wriuVtTXzT/4JTs7WO81eeWwiN5abpnktzbJuzGEDYz0BZuPTGfWua1jXo7GFLN0N88kUUtpGY4h9nwTjfgcnvj+LPYV1njjQG8OatH/AGbewyNNG2ZPJjJGXJIPGM5Y9R/IVyVr4ct7K3Z3P77qWY5I9qmrmEOX93udOA4YqynfEtcvZFS2TWby4FxOlv5xUIfMjC59zjHPX3Oea0riGOSGCS93PNGx4jbYFOMA8Hk4z1qDUr6S1tZF+SaQ5ZZPTA6Dtg/0Fc5datJlSVJJXf14BAJ+n+RXkurOo+Zs+4hh6OHSpwVkdvFrX2aL9w8aQsnG8ZYduPXqOKpXPiSWeMjOTnIfGM+g4rk5bt7mPJR52/hCHAX/ADisq6uLqSXY5dCRgN2HBweKSu3uOUlFaI66PX57XzBE6KWfJLddpPI981Rm1kywiz/tGWziY+cySOwTzCeCQCFzyRx+lcjcax5ARpA6heG3A47cn1/+tVNdfCmQMysm4EDBG0evt2rphzxd4uxyVHSqLlqRTXmewBZo9NhmhNpfzREeZNHnIKqQNw38jnjjtjpmnx65p1wBDDdRyTtJuudNNv8AMFWHHyZyDn5uhznHbFeU2XiWW3uPNtrpog3o2VPGOV/z1rcs9cs5v3d3EjXExOxlAIOfX16ZHt2rtp4qpT0nqfO4rI8JiPeo+4/w/r0PTbjT4obG2WdZru2NrG0fl2S7oGLgEk45Jxnrg5H0pnk3EM7EtJBfxw8bbZE84tcMGwwAB6H8BjqMVyFu19pCNLY3aGMx4ZZ4lkDKpB2kkdPb2qtqHia8soYxPDZW9l/rN4tkO05ztXd65Pv712fXKVr9T558PY3m5dLd7noV2YVjmeSGfM1y/wDoinYFk3ZzsyOMEfTHbioLTUh5kRKL/Z7JE21njzbkSMwABBycY5OASeeOa83/AOFkaXYRy3IjutUnckAsoQD39ufaqDfHOa2m8200ODaOAsjbgceowK5vreukfxPVjw5aK56uvkj1+G7c2TRzahEsxRxDeRuh3M02fm4yM49eAc8jqi3F35k6Ekystx5liDkYZlw4wvJ6nj+4MYrzvT/2hk1J44tQ0aCFAuMLtCH3GV6/Wtab4raC0ps57S4sjsDBo8FSOo6H6VKxjT96JcuHYyj7lXX0PRVkP2i6uVvZpolkmRb7y3LxEx8p93p1xxzt4K9TXt4byK+tLZWeK7+RoxsmKT4gOC4PJOCvpwenesSx8ZWWuWt1c6PqTXOpeW5kjuGJLhvvnBPJP/6+laE0Nvf5mj8sabOWG9YZGkjkMSgEc5xuLAe4I6CuqlWhVvY8HH5fWwclzRun1WxZZZ1sf3cMlhcx2KgPKkf70b1BRd5JyAScjP3sdOaKhvpJ440tN1ve20cVoI5oIkUwguDnDHJLYYHPr24orR2TPJlJ6GKzMltcW0t1FPalbh479bmQ/MzgKM455AyB13Z4FZer+L3h1pLCGX7Bd5iikngkOXURgoQSfXdz15xVmO8VdJlkgZUZI4orjT3edgT5hZmQZ5PQ4GQMg89vD9N1bTZfHGsLLqZllW8a5tbjaysynPBDc8Y6H1rLGy5Kdu57fD9F1MYm1t+Z6L430ttV1V7i81PULi4dhhmkOCD2q54V877KLqJsMGEZibjoBzntxXf6Xpvh/wCKGk7dP1AWOsqqh7WRgw3Y5cd9p59a4fT7e506S/0eadRLYuUlCt1Unhgfft9K+dqyuo3P1rBqKc+5p3lnN9pN0AIpVkxnnDqemfftWPDqml291NOUVJgA7KjbSjN1OO2a3rW1l1JV06BfLuZX3iYkktggg856H27Vgat4Zj0fxAL28liukuk2TLCQzq2clT6DuOPWuGrT5vfWjR7OHrKnJU5K6fmWVuJfNnaPJDZdfmJzk5Bz+daXmr5JZuGYDAJ59T9RWTClrbwCaN3KkbQu35lCnrz2570k11JEruCEjU7gOjHpxj1PNXTdlZk1afM7xshddtmh0+4dztIjbBRuVOeua4rTbS91aOZbGK4uYY3WOWaMfuoyc4Jb/gJ6ZNdS6tfXUVvLKu4qWRZHATdnhWJ9a9AbUUtNcE8CTQ3Yl3vareMRMqRBS2QME8N/vA4Fe3g8L7aPtJt2PzrPs5eDr/V6CV0ld+bOF0Xwtf39ncteXqW0SwRyWrRxSSBmbAGSQMYPXjPp2rcu/hfpiyulylzcXUcymMC5c/ak8vO3iMdWI6c9uBzXQ6ZqnlxTW+ye805pkQ7pH32y+UPlHy4yCoHAPTippL5ZIZ0eaZ7RpZ3jug0xkibAQ544ww7DBzyRivYhh6UdFE+EqZljK2sqr/I4C++GOl3gi2C9iu1hSS4tWEj7RkAspKeh6EEemawbz4SwTP51hqt1Fp1yXSCa6smkw4fAjbaExhepGfYZ4r1y4t55ZraEwfvNsC217slw+wFsSA/MOevTHB6c1TW5uPMEzaXGkgjRLq38ogspJkJjG/aSRg8fUYHNbeyp/wAplHG4mNn7R/meI6t8IfEmmxhbWAX0sas7QW6SRyH5goC7xgk5zgkdu/FcnZ64+h6gbK+t5Le5hXBtpwY5EIOOR9c+1fUEFql1Z2cDxw3NnMIxbyLCnmRM0hPzHzMbjg9eCD261z/irwXpnjiz+y6pb2sOpSIJhejy03hpABtOeDg5yOMZz3J5amHT+E9XD5xUpySqao4Pwz4ogvrU27OFmRSyjOVkGMEH0NZVv4S1vXNrSHdAo+UHAUqMgDr14rkPEuh6r8MdUC3zpJZtJIkV0kisVAfGyVVPynkc9DjjpXYfDz4sWrXI02/2xmVgY5GXKsD3Bzj0ryZ03G59zhcbDEJalyb4eanPtUrEBlgMtjPP19qkb4SG3jJkkXK/w7+nPP6V6vb3VrHDHcuF8qRgok2gBjgHg1Zm8h7cys+0MeWBzuHsKzR6XSx5NH8HXMjFrqIKOMbCfwFakPwitXuA8lx2GPLTgceldxDcwwq2RM67sEEbRxVGTXPLmEK2ud3I+ck5+grXlRPMzP034W6bYzLL/ajWhDL8yEkjjOcda7DTUNtfPb2t3LcwqrNiVvkdAh3lh0BK5wSCM4BzVG2jFqjX2sXUOn2wwxXcAdvHUmuf0XxRp3iy81i/sY5RokCvDDNHAW/eKyDcM4GM4A56kjuKui06yjBep42bzjHBT9o9enrc7r7KVvHnEFxDdfaIhJaPGpLKitIdpkJOflXgE8flRVbVYbqzvnEoIj+0OsF8IY0VWSIZHz9MZQYz696K9SWjPzymlJXaMWS3nufJt7pWivIvLFpeRrORKFBYbsHJGT1GCM8DvXzf8W/B8vhXXbbxPaQG3Z5IXubH7O67SSecsejDsDxkfh9LyLZTaZM0MCXOkvKxkVvOaaFgu0dxkc8EjoCOBUepeH7PUmg0rV9MtbpHMKWt1JbXDI67Sdr88AktjbzzwO9XWgq0HFhg8RPB1o1Y/wBf1/w587w6+upabHeQwi1uNufMWPY3AB+Vvy5HNb+l+IJL64tyZ3N9GotpLmYFZMHlWf1PY9uM1k+MbA+F4bbR9QtLpfsLpHa30aMI57dhwjgjKsuFAbPIAHvU2nx6ffXaT2lwMSj5Y1bY8fsOefofavk6t6a9m+h+34DEQxzVeLV+vf7v6+R6N4T8Ypo9zL/aE0N9eSJsja2YZ6ncCD/wHp78VZuvE099d3EEmnpEHctBIqHce3zEYxjjgnv3rmbfQ4ZknTUEjlMmCgZdrdP5/rVWbS7WwtD9p1bU7e1jO8QTSAIufRmHQ1xrEWex7UsHCWt9fPT/AIB1P9oWy/ufP8syt8qB8lmPcL35qG+1KOzVZL+aGGOLcGVMsRgcjvk/414jrnjrwzY30r6TZNeSDcHlWQhmGcfePOQcdq7H4b6PrXiTWYrzVrU22iqkgElxcKplZdhxIWbPRsADGT64NejSoe3a5U1c+bx2bUsvhLmkpW2t1/ryPUPAcMsdmtxqFw9zJd3KLcWqmRGg8uPzDt4ALLnkjucdOa1LbWBqGjyPLLPNaNEzreW+550d5fusN+ANvXr1J5zXU6RfWOm3ljPBpoa7jNwZLdpVDvsOflUdeMjJ79MiszTTbLp86w6SxM8cLNBHMuIBIQG8wr16N243Dnivq4JQiox2R+G1qtTEVXVqyvJvsS2uqLp+rWsqyR2d6rTlJFJMLcqqbnWTOcjPqcgHNUl/crNcxSQ295NZg3Ecyjyp8yHITMvJzg4I/I1ea/8AKtbOG7jU2v2aVob9ZCqsQxRCPl5OQMjGeau6x5cNrCtyiwmKOJYvOZ2Em/a3y4XPT+dXzNbGXKpK7ZRurq3+0X4itDFatM5mtfK/fr+4yDH+9OVG8tn3HriqkckCrbK4tzcxspiuWtlWPiEYSQmTAC5HXnqeelaV5HJdas9xFatFeW4uMQyRuxkjG2JTu24OWBI+pFMWxtUt5g1pElnceaSDasskcgVYgRlhgbySD+BHanzOxoo67kmn/ZI5o9lrCMvCZbRrZVL/ALsklMydSc9D6H2qSze1k0mE3JimtY0to1khihM0eXLEnBBxn5eRzuHTrUzTCS+tYbtYvtEJItboWy+WNse75yz/AEyD79qi01b63uN1uYY53eGGaCQRbXwgbeu5+eQOOM7u3fHU2SikmVtYhtb20uLe6NnceajMZZEhaO4TzgNhJOCfz/LmvDfiN8EdPNq+q+E/9Fukkk+0aTJcIyoFY7QuOeACvQDK8da94Wz8zT2NrOr6e4jAt3WENZu0vU5J/wDHuMHkDgmpeLceWksupiO5igkkiv43jHm/vR8rfXPqSA3pWdSnGaOvD4iphpqUdu3Q+e9B/aI8XeA9EHhrV7KLVNKibYbG/i2yRk5OQw5yOeeasWv7QkVzIiXWn3Vlb4ViY2VyMnHtz1r3S706DWr6d54bS6uY7oLLazeW6TYiwGAMZAzkDuOR3BNcl/wpHwbq0wZLfybAC2FzHDeSBoSxLMclcHA9AcZOa8+WFqXvCx9HSzpJJSTX4mZpfxq8FP5jTvqEjKQWFwhOQM8AAY7Gs/Xf2irCz8238IaHJfalI5j8+7gIaLC5O1F9wevpV4fs7eGLGG+kub27ljEGbWRZGPBc/LnYDnJbI49a7Hw74F03wjJJNo+nx2ers900sconYuoAH3jyS2WPBwQD2OKUaFaT952RpVzuChaCbZ41YfDfxj4+1m0k8Z3l5bxTSxlGmjkctkbyqqOF6+meOnevcfC/huDwzbPY2GmwxzpGYprc2sjLIpnIJXc3XIz26A9a2rXT7V5opGtjNpn2g+ZMqzFlkSJV4BbJGd3JGeQDgYyyw05LiHTlug/lOIBZ3iQzNjLlmR8NnHJ4UZzyO5r0KVGFLbc+VxGKr4l3qPTsS3qxyWjXEVtcQ2itcM1rHaRh4v3iop+ZtwAOeSeoPHNFVJrOV9Sd2WKO7Lqtyq2ZdJlM7OCNxO4fJk9zyOTRVOyepgoSlsLJb6jcalcZtguprFOZbaOOQxzo8u1jw+SW+cZ9NverskMsMFw4ST+zWuGM8fly+ZHJ5ZwyHf2Jxzz0zgV9j/8ADEXgL7NbQ/2hr3+jlSj/AGiENw27r5PAJ7DA9MHJqzdfsYeBLy7+1Nd6ytwwcSSLNDmQMeQ2YsHjijmPUeWV9Wl+J8TeIPDVh4j0230vV0knhmFukNwlvKzZ+Y7HG/jGewzyMcGvmTxt8M9b+GerSTBHWzA81jHFvG4uQN2Tjk5AI46Z5r9co/2LPAcUNzCLzW/s9w5doftEIUErtGMRds5H+HFU7r9hvwFfWCWl1qfiC4jjUKjSXEBZcMGyP3PUkVy16MK2uzPTwMMbgZc0fzPyYsvE3iDUbia3060vL1okdpVA3LEqjk+w69q6vS/hZqPiyzgn8XTvHpTSQqkNlcR5jbBOZfmIAGDxxnB5HSv1Bb9iHwExLfb9cErbt0vm25Zgwxg5gwcduKS3/Yh8B2qSpHqOuBJWJZTLbEYK7do/ccDvxzk9a5aOBpUpcz1Z7GMzDNMXFwvyp9mfnrZfDvw7p8kUVrY2FlewoixXJ8sJcl5NwAJGcjccnOQBg9MV0N0o+3agB5cb7pzdaW9z8jElBvCqo5zk4B/hyBjr9yD9hzwMbNLWTWfEc8CFCqyz2zEbW3DB8jI59Dzk+ppW/Yf8FsQw8Q+Klmyx85L2FXO5gxBIh5GQOK9WMoR2Pk6uX4ur8Vn8z4vjvLUqFn1Nbuxm+3PDqi3MvmIWA4KgcHBBxjJ5qWzM0l1DFLdiO4C2fkXyyzSLMQMfOR0AJA6ZXIA6V9o6f+xL4H0128rV/EhhZZVa3a9i8smTO44EQwee2BwODil/4Yn8EeTJEdZ8TGNtpjU38f7kqpVSn7rggH3q3UiZrKcQt0vvPim4WOS1kNrDFJqENl5c2mGKfawMoLFctjjGccjnIyasW5jWaWOztY3tmu4lnjeCZjGFQZCgn1HXGfoK+zrj9ifwLdWcUEuqeImeNEjE/wBtj37VYsF/1W3GT0AwMDGKml/Yv8DS39ve/b9cS7hdn85bmHMjMAMt+6wSMDB6+ual1LlrKqy2S+8+I4bG18q2Z1h/s6Z4Utrn7JIzbjMxYP8ANzkLzgntipLyy2b3SxFtqAt908YsiUl3zqAUyx5xnk4z0HNfaX/DEngEvl7zWpFIQNG00GxtvsIeM9eMe2Khh/Yc8Bw2MFqdT1+VYTGUeSa2ZxsYnGfI6HdyPYUc66jeV4jol958g3QtvL1ELbGHS5jcNLbfZ181HyFVuTkBSev8OGBznBU6xFcxwqJ/s9xDJI1teRxRCPaseArHccAHbxzg5NfYtz+xX4JupTK2qa4srB1Zo2tV3BmLHgW+B1wMAcU+P9jHwXE0gXVteEUgfdD5ttsyxyWA8jg8Dp6VPMiv7NxD1/U+LhdSWl1HHArC9drdZ7eTykW4AUtkZ7n5fXI9DxVCO6D2flQxNPaNbIroJIi8W+UEnO087dnPykZ6DHP3FJ+xr4PmaB31nX/OhdXjmWS1VlIXaAMQcDGOPUA9aitf2L/CFjP50Gv+JonzGW23UADeXjZuHkYIGAeepFPmiH9m4n+mfE813HHPNK88rRB5mtdSjlw6jaqoCFGRjK8e3GBUtqzR659lik2Xi4wqSyFbiNYwRvwuO5zz36dSPtj/AIY18FkXCHVvEH2edZEa3+0w+WA5BYAeTxyBj0wKjT9i3wWkbD+2fEhkMjSLKbyLcm5ArBf3XQgD8hRzImWV129EvvPijT/M+w3oXa6ebAs0TiYoPul9uTkfxeuM9+tWLiC4t9Ljgut7W72++1nWOUtuaVQAxzjnac5GDj1xX2bN+xT4IkmSVdW8RRSLNFOzJeRfO0agJuBiwQMVJb/sXeBYFdP7R8QPG6KjRteoFwrhxwIx3H05+mFzdw/syulZJfefFaQ3Vu/mm18rUVt53HmRHYBnaMHcOcqeDngDOTzUOlSCzhaRbaPaZYo7u1ktTn5ISxIG4nAwemOe+K+1v+GJvAQsxbi+11cI0YkFzEHwXLnnyvUntUq/sXeAlv47tbvW1dWDFRdR7XxH5eG/d5xt9+9HOJ5XielvvPh61s4vKspjFJbT71ktHe2fCqqPwwVueWH4Givt7/hirwE0MsL3muSQSKQYmuYtoOzbuGIuDiis76m0curxSX6nv1FFFI+qCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q==) | ASR 2321 x205 080701 Fibula af kobberlegering
Lille bøjlefibel - evt. ligearmet med simple flade endeplader - nu afgnavet på alle kanter. Bøjlen lidt skæv. På undersiden gode rester af dobbelt nålefæste med rustspor, samt nåleskede, ligeledes med lidt rustspor. Samlet længde: 3,4 cm. |
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) | ASR 2321 x206 080701 Fibula af kobberlegering
Emaljefibel. Cirkulær med central ophøjet (tom) indfatning omgivet af 7 små fordybninger, samt yderst en skraveret fure. På bagsiden velbevarede rester af nålefæste (med lille stump af jernnål, samt nåleskrede. Diameter: 21 mm. |
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) | ASR 2321 x212 080701 Fibula af kobberlegering
Kort ligearmet fibel. Kun sporadiske dele af den oprindelige overflade er bevaret - resten er bortkorroderet. På undersiden ses rester efter enkelt nålefæste med rustrester efter jernnål, samt rester af nåleskeden. L: 3,5 cm. |
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) | ASR 2321 x217 080701 Fibula af kobberlegering
Lille bøjlefibel, hvor bøjlen består af to-tre kugler. Foden flad og muligvis med gennembrudt nåleskede. Lidt rustspor ved den afbrudte nåleholder. Største længde: 2,9 cm. |
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) | ASR 2321 x218 080701 Fibula af kobberlegering
Bøjlen fra en relativt spinkel fibel med mindre del af nåleskede bevaret. L: 2,3 cm. |
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) | ASR 2321 x219 080701 Fibula af kobberlegering
Dele af hovedplade og bøjle samt jerndele efter nålen fra korsformet fibel. Bevaret længde: 2,8 cm. |
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iLEoDEeVkEBgNw5U78DpxgKMcVAS8N5GmAUVshcHI4ky4Ow5BxwCew/BphmktYNzsu5kdeMIwHf74xJz6dMdKBybs0h+mwsJYwL2TLSFMs27HI+U8t8xxjOOvp2J9NESgLGcqpjCnC4+78hJjGVyclv/wBZtaQryJCJN+Q7KQys4I3jKsMP83HX19arSCD7PskQRy42kDClFxGcHCLlc/0+poxj3ZaspjDcSqA5fed7CUZHMg4CyDK/QdAalMTK8UjRYMjqR5YchuI8MuVOOD07g9+lQ2c8It51aNXWN4drLIfOX5j8wwzfKM9Of50+1jWdrYyCJ5GZWXKhY5PljOTlRhvx6e33jcEtrDJYjDamZVQpLIoMjKI1b5EOWUbcHjr659c1wGraxe+KL5dMgnkbTwiySS5YPL93g5JHVfxx9MbvivxNZ6bDHYMRLd3b7FweSojUHeqtjIIx071N4P0SGG+F1dxNbGdgowMuBjgH04rzMXW5fcR9dkuAUv8Aaai9F+pHo9u63BnuSY/L4RGXy9uMce/T2/lU2uePTGsVnHIuxY8/MpZiew/L+VZXijV7S11C7tY5hIVkOxto3DGCef5+uPeqmj+D572W3ur9JUtJjny1YrJIQ4Xa+Blc5H5jOK46NB1ntoe9jMfTwMbyevYzbSHUteec2VuzrIwiadgVj3FgNuQCep6AfjWtYfDcSzRm/wBYnh3qoZbYNCqZaMkHKtxh+oYdz6Z73SdOtrbTxsRVCKiBlQARr5ifI6mM5BGfm+vPaoLeJUaOSVoR5YXcrsu4cw55DAlOuRjufc17UKNOCta7PgsTmWJru/Nyrsv8zirj4QeHo0ia6hubmWTYfnvJXUn93uI/eDcpyx9sN6cTW/wd8MNIITpMbpIikKplbdloQWQ7jxyfl9/fFdlNcosVsqu0aKRMw3MwKhYOV+ZhgYOQR2/KxNZvb30a/ZWmkZkGyGAKJDmDkFoxg8dB3/Xbboee6kpa8zfzZ5rcfBm0t7R5dJv5tFlTdIgebzIQ4VMBgwLLyTxvGQR7ZwLjxZ4m8C3pfXNO+1W0T4e9tH8+IgZwZEX504B5wQMdTXtNrHeR27In2uFpopP3kzFNxZIwN+G7cewGOtPvdMube48q5byB5ksXmTXTY+9KT1PzD5j6AYHXNZVKVOp8SO/C5licPL3HddmcHH4u0vxVHFfaeIzbMgXy2YsvbJHsCfWs/wAXaDqDWEMukmVJYpPPMZILLjoBntgt3x7dxLr3wlt4Lu41Xw/qMWh35aRp4YpXmt5OXP7xAnzbsfeBDcitHwj4pTWrubw/raf2d4jtxhMklJVGVEiEj50JzyR9cHIHk1sO6Oq1R9vgM1p433HpLt/kXvCvjY6hp/2J59lyuT5PkhDu2OGPOCrZcdevauvvbqa6y3nPcIzzBkhYhZMmbIGGIU/h+nXybx9Z3Hh6GO+hnaBhKPtKwDgn+/np2xXZeD/F8HiTT7dZJDNdBGVfNkTM5IfGeDgksfcnPciuvD4hP3Z7niZnlbhJ1qC06rt6eRtXFjI2oXuQZXLSjzJo/lIHnnDAoMY9c9D7ZBWxBCPKa5SFjFIkoEjbsP8A63CuNgIBOME4HJ7D5SvQufLqmras5Dzlkup3R2mLSmPPzbJuHG1wGO1ztJz71K8UsiTv9jKuMIDICu3hjsbKjGMH5/8A9YIZFku/MacSBmcIzAGKXCzHb/Fhhnn6j6l0NkVhyLR1Rj5W7GFU4kxG/wC7GQOu4nseuOJDaQ2RWjhkJkj3fxSuRux+84YBhlAcZOD047Cp76OVrJVkFyjqjScs5ZVLSncOGygweMDOB9ae6vHAcy4bLhvMkwyn96Nsg3jK9fxyP96K4uF2vEfkMIBw2JWi/wBaWfO1iRwODxzn3pGjStqMtYZY9QVLjYyb2kCkgEf60ZUkDn5VGPp+D/P3CN2LKGwqx7SyyFQ5KEAt85CjnFOiRbe8DMqmQo7YVGVSF8zBQ/KQTtPA9uOwafImliEj3DPgZUlSJAFcYOW+982eOeTnPUsWyZZh057x4JCvG8qHjTAGXOEb5OmB16cHio5o5I7aAI3kFQ6bZZRsTKrx94bo8jr9OtWY2tJFtJUhZ13FEZEAVxucBGwpIOPXio2t444Yj5SgxNt2yS42jaODnGY+OvNIpRTZXto08hHPkLlxISreY0Zyx37sN8vy/dFNuLxLG4iuLh0MEbK5ZYCm/CxfNjYvzZzwT1PvkzWcLyBRGigrKXLRwmV4v9ZjnJypy3/fI45yeZ8WQrf28cNw0TGVo5Z4YEEe8bFC5+UFTxg4/rzNSapxcmaYbDvE140o/wBI5bwPpzeMPEmoazqsr3IEm23V8kYT5cg57gD1PFdx4o1AWcKW9jIFZkUq/Ujrk+x6/nSeGtFTTbL7S0Zij2t8mPl5yc//AFqwysmtahKVEsq/LlUXdsGQBx0xyM14Eb16lj9IqThg8O5bJIk8NeG0uGurm+hYxRwmQH5hJyCyuAMZGcYGf6V3V8YJNQSV4bQH95EzM29XXzfu58zIbCntnn2zUOkqqWMEaxqP3AIijcBozhB+7IfoSxyPYVNJaiaRinnTtcFiZVVmDjExPALYI459j14J+gjFU48qPzPEVJ4qo6s3v+HkWrW9C/Z5RHbx+XsiEscAxkTj93INjHnGMnqB36VSstQn22vlXCxRRooYKACmGiOCNq5T5RznufxsRrFazBUZYZFkAV5IxlQZZNwdfL6difQfgKGnyb2jkWRYpACFYdUOCMP8w/djBxx19e9nNvoW7+eZbCPzpZHgWNnAMjFdoEZBQhiCPlPbjnr2ivrXbeK3kq22VRL5aYViJYsEZQ4J9D0z+curNhCIFWOJtz7NqyBTs+/yWyvyn6c+mafc24jv3+YWxM7OYxtRGbfHlhlFCtwflz/gUglrsjJHlMjhNiRmFsu8i7VJMQAPvjt6H2q60jpM3lsluqSN5jo/3C0mMMATuBDH6e/dmlxpNcRoSkkSssZHzOud0PBAfhuPzI5GMrLDDJJIJlgeQx+qySGMO0ZwRzuyWHrjd+FAKKTbXUg+zzXHl71NvuYFSI2kaNmZeBlCSDnk843e/PL+M/Av9v2S/ZJo7DVrR/PtriGNcpLtbIQ5G5DkBl5FdetrIL61fyfswUqmRCv7tS0RwN6jIO4dfU/8CrxWot7eQSFZdrnEUBRcZRuYyGHfqPbv0p6PRlqUoSU46NHLeAdYt/GGj32ka0gt9VsSYJo+CBgdP9pGByp5yDnrWZceAbXw35N3Hv8AssjELDuPytztIJP096m+IGkLaTR+KNMkYXlvJsureFs/arfJztXccNGc47nLDvWpqniaz1XwnZ3SalA0UgWQO2HJAOQFweT2+teDiKTpTsup+lZfjYYyhzS3W51Gg6ksmgyC4iWWSMFJJpmBjlIRjlwB8v3hjnqc+mCsrwnOf7Nnmuons5J5nLCZTGDhVC+YDgqeMgZFFe7D4Vzbn51jJL281S+G7t94tlHDLI0jTyiORpQ4UMQ/yuAUyWx97k+/4mYW73FnPKLdn8z5A4jwrnbNhCfLHP8AtZH6cLmTUoinn7yjO0SbpCrttP3dobGGxnPtStCVWZWVjGWdFe4B2HPmqA29V24yQG78/hWrMpWTFnud0JHn7A7uhadtueZhiQeYPlH07fhVW4mlkvAdm5Bli27zZIMiUgsQrfLlsgE9vxpXmAhaSEuQnHzffw25QZQJMfx/KMY5H0qWOb95mO2Yyw7mjlkT95ESvXJjO4kMTx0/WkhXvuWfsf2W42yqV2tIfkTaUwJfmU4XJ68ew4HQNa5CtJHE8pXzCrr525ZCBJgrhz855Offv3S4hkjVR5LP88mFhlGcYfJjxt+b5gMfp0FNkjeWOR2WVhI8jCPadkg+bAXltrcsc991JGjbjpYfaq8awzRQqzszIzLGcEDzDsJ8sgdCc/Wprq5is4WQqI3iLII3cDysZ+Q8jMfuR3PHrV+2BXiYLCrvC/7xwED8SEgjyxj6/wCRbmX7Q9zHl0EbOMNKXWMDzRjaG5T5Vwf9k8HPLsZxnZ6FWaRV8xPJKOnmMoEZJU7JDyCGyDweuOvXrWHpVgb/AFJ5mVVgkuCEaJdokUEYYDaM5HUYFamt3S2KLKYIIm8xog0tswZWKtjJbOclT34x71LoerKZopbZY1jhj2LJ1U4AA/8A115eOqcsVBep9fw/h+ac8Q/RF34iazaW2l2NhEOV2iQ4KMPYD8K57wrp7zWlxfx2UrnzliWRDgDLxnByvRvXPcfjx3xA8RnVvEH2VJNssLeZM65IPGV+p/xr0u3tLez09hJCqNBFCGaTCSLgKSpGVJTj72M+/FGCp2vNm2fYj3FQXX9DQ+yGCMpEDbvtjBCXOxukBymZMY4446Y/B19aiaO6mLRSROjkMsgKyYE5wBhiDyec/wAI9c02FUjvoxFbzvuCHy4iDkfuvmjIZuML05PPtxLtSQYYI8TxfM0x2LJIVPBOwbCC/T2Hsa9M+K5bsrzTRtbszmGG6A8kXG0lThZjtdREvPv6Y54GFkuIYlkgjusSW8b4e3Vtyff4PzjcnQdOw/Es76OOHzQmZAH3yiQPvAjfCyJuAA+brgnoOOlW557i3xCkTSeTGxdtruV/1rbh8zArtB+X3PPXITy63uZzSYupJAjzFAXyYt4ywk+YH5yV4x7ZJ7ZrUuJt14yhWUiUsFMyIspEoAIGFw3A449fas68sJ4ZBIlu0cChmd4o1U5JkBZSUXJPcex9AF05tSRiXj8nMkrffm2xzESyHGFc7ZCMeg4/NFrbUo6QvlvCFRcsFCt5rlSdy/I2H4f5fT9ekEX+irAvlBdqKpeQOTx5RwSUPGN3PT8gDZtts9xFImxI1Hl75IS+QCfkf92cDKnLf5FWO3ELGNTHEke0DiPK4WP5TlFDJ6n3OOpyxW10JIbnyLiziDLHsCBSUiJQEJk9F3IdufqT9TBY24ltDIJFWIlXVUl2H/Vg5XazFfvdq0orUw6lbRLKw5RyI9x+UBQT8rfMg29PanafG89vBFEbmX94hzmUBlCxKSDtbaQMDHOfyppjlFp2KMdu984iMsl0skxbzCJGjcDPP+rPzA46ccnOa5uz+GvhzRLgazb2MIuWc7GmRtozC+SynCqSQDkYPXk9a6m8sTLcf6Q07CS5z5jhVLfMn3gVU5znH40R2sf2WDEyqflZ3kdd6fuhkOPN5Pz8cfqMA03JTkrxXUIVhhhlkJ8uZCzoxYEggOfnXzeeV6ken0op8UJS38ySKSI5ZZCCXMZ2HG5QTkEN1AP+JVWIcp9DDjYSLKUcS+ejfKVLI5xHjrH8uAcZHp75M1u8FvBL+8AeQjc05ADrtXiQblxgkhfwrIW8SGxik25SZTjCgCbiPBbAXHbH5+5s6XcahcXUCzQRJapEFZ/PZixwAAQWOfu5/DtXPUrwpaSPWw2ArYxt01p36Gi1ubl94ZvIQnLMhZ4wcZ3AB85Lcenp2qKG7SQRgNulViwLspeL7nIYBS2c5PsT9TQv9ch8PzW9shVsArG4C5/h3cspyeAOem7tRZ69FI1ukBKmM7x5e5fIyVyEIIGDtOfx+tTHEUpK9zWrleLptR5L37al9ma6jjUR7k8pGMcTkgk7/ufOcE9+O5HsbTw72P8AoguvMbnKbVmI3cg7DtwM5Hc/nWLJNL5SQsrTSrGsYgtsrx83I5OCS3X/AOuD0EfhXVdUt5p1sOGwWM0iYc4OMgLxjPbv+i+sUv5hRy7GJWdN/gQRxFlDM7uptiokJWMOdhz5mCpA5wOKS6draSTYPulpvKkLSlOZBnhm3J/iT9Zn8P6/p+wNgIIdkrktvlBUjBwfm6nt3rQbwPcXkqb4jLGz79kinIOT90sM859ayljaUdtTop5Fip6ysvV/5XOI8SWMmpySCNI7eGOVpAzjhGLE4ztUnIOfyqe0s4YtHuchpIRGzq3BGFXAOPXI/nWgy2umXk4htyzxscW7NjBI5/Hj9KjXXI5fB1xckAbtyOvBBPORx0rx69R1pObPucBhY4KkqKd7a/M8i8KW/wDaniEyyW48u4mzskbCmNcsAT1x8vWvb4kR/NJWKNwuFVrjc0K7m2DAY7kHpjPI6d/NvAWnpCs5lK+YI3CoXG1c5wOT93CkHHqPUA+l2rYLIwmlijxOGVyWXlz5m4hwUyfu5I6mvdw8bU/U+DzWd8Ry9l+LJ7O3ZbooFV5JJll2xqwQ8cSKShxnB+X279opJo7O3nnWUYMalmdI1LcR8OoZcHGMHvg80+Mo8yPuhkG9CNx8tJCQmXHCYcg9OMY/Ew/b42jikLPIFhCiRmMhQFV/1nzn6Dg9PwHQeO3pZFm1vGkguFjuZvMRXVnDO0iKItuXG4gg/wBPQ4pl5a3GyZNxDnzD9wtu5nBZMpypz0z3+uGLb+VC7SQzAfNtAhy6fumyeUbOS3bkAe1Oa8BuLkZw3zuq+aqYb9986ghOeQdvX+QZi9dGRxzBrjajs029ijQkA4DSjK8rz0JB7VYmWa4ZmKsm53PJdhIS05JK5ba3XnoP1qKZboyuF8w72aQbXZdxBkYYO5sHBOT35+rWdQaRp7mWRDumMm55Ygp2nzxh9yDnJI3ew7jgBRtuVbdlh/eSNEHRWCsUUHgS/K5Kj5ewJ57ewtXH2ZchLjY9shXyVK4THl9xJkr1OD2B/DOS4ld9xMcSlWUtHtA2kTfKQGGU6Y46EdeM25riJpHjilwuCUWOQlekfzRnc3A7qfT24DRPXTYuaass15Cm+Uncsnlxs2UwRl14b5Rg4FRadGZJLdBG+ZAhxIMB1zDzkxfKf/revzLawyXGoxxPb7xJtPDYU8gEqTHgMRghTzz05FZ9q0EcUbSRIBmNi2RtJAjOG+5gkbsehzQKTV0jQljhAWZBtZp9rs0gDcNHw+HXDdcGlhkjkjgmSdTtVV3NMXKApEMOoZuucA/hgYwKyzO0imN2I8za3mOeFLL8rfvTk5A57cenyuhEyeUFjJkwoVlhO5dyx4UhkIYHj256dBTKtrcsNbrDZjIXfnJGwtJENkZJGYvmBJP88+pVSNXihMqR7BvClBEnmAiNOVJjAYdSfY9e9FMxlds8/gvotS8bWWlSqHtXt/tEhVx85wg+ZQewI7dDXe3mix3qjy3W324jMbv93vnHocV498QLvUtGuNJ8SaZprTTaeDDdpDIXkkidI85GevHHGePyveGfHFp4pt5bm1vQUdRI0S4DRYzgnuGzn8OleJjIP2l3sfoWT14/VVGO6Ok1B7PTFjtL5wkyyjZL7NnOfXAz+QrIs9XsV8T6jZ2q+YvlbozGpJdlJBwV9ufp+FYPizWLC3b7Re3cNlGMqk0pJmk9QExk/hnpWZ4K+K3hufXY0Op/ZrxiqmO7haLzRnOMEAHOTXLyy5bpXPd+sQ5lFuzPU9C8SWdv5N6vmGRWEckgYfTG1jml1X4reKFv7hLRoTYqdsJJA+UHBI5wTk9+mOlZN/YWtxqF5ItssumOS6M5JZQR1HTOPy5q5HqWgeGcQTTPKygeW+1nIDc84zjufyrOCu9TVx5ipdeNPGWpXUTW5y2VjEbqWDDP0HGPboaj1DW/GFrLKbu/bT2YFRJMrR/ioUH29+fSuwj1q21Oya602e3aN/lSeRGwrDjBycjJ659DxWPDLp2j3SvJK15dTk7ppssqc5JUc+nbj8K1aijSNN7tHIaf/at405OqNfyAAmRgpG1geeckZ4HIHWrV/a22j+Zdly0W0I/mxkZOcDOCQeCORgV6Bb6ZpVtG00dtPDJu3CdEZZOOgx3XP/6q5b4hSLNpkGmRzLcTEebMzOoI5b5evByRn071Xs27OJEq1OnGTmrW1F8M2Ys9CtpI1jjll3mQfcJO9hz84ygHHTvj69jYWQCzGW22K2wn5CQuWP7xf3TcHjjPp9KpWu+6tVjFws+x2PlMzFgA+0EAMcoBjtyR361KVbcGa5j3DZJ5bqRhsqCyZjHOOQuR0+lfQ25UorofkM5OtUlVfVl+ZZPtoWIxzRCSMeYx8tGBVDk/MuJDk+nQ/Wq8k0ywxF5Zo2RV2+YC7REomQ3392RwP8in2jEXiTed5km+Pa+4Ipz5W4sA/D9fToceyXCJNNtdbhAigt5g3MmEVQDhG3cDr2BqRt9hyQz+RcBdOZFhjbohVoCYuCD5anPTv/jUO1ttxHud8q2798U3E+f8wJmA3cnjB/i655cxtZPOjMMaNsICvIMjMWf3Zwu71Pf0yes7RhljSNA4kDYCs2xj+++UkOQG4POPX3y0ZSTb1K15IsDzoIZLjOV8lpcg/wCtO04U/N1Ocj6jNPupBG91lUTyy2WkUfJkthJQFXcvAwcenpgNUo0kzTAxyMpU+eAg4EuFJKZBHGGz/COf7szSlmuiH2OEIUFhwB53G0OMphsdOh6HowUtCO3jMlvuDzrtG1ZIQWZRiXkDeQy47YPDe2S69s/MWQssrRsdwVoxsOBESy7lODz09l9ebENwzedC/mEksV2REsoJm+ZT82R83Tk/e+tVrpWSbev2eUv1KwjaflhOSGiGG44Xvj82JpXQG4n026tY2hMce5CXkjChiPJ+b7i4YbuvfPX1WO4mD2cqyxxxZC5kdW3Zj6v+8HPHBx1AOR3bZKv2u0drmM4lUMWCAZ/cjDYZSH46fryTTpGlhsUU+dEI5VcsHLhPlxkglgxOeMdMDigST0bNGe3aHzEdYY1EuFSOQuU5Awxw24EjHUnp170baFo4TJcxiCRdpx5TSNGCikKD5XOTnrnr2HWRlUsd0ckk8cjF23A7RvHAzH33YPpUSrD5cZkEaPnKqrKXA2qcoeOOTnPb86C5Sd7oPORbNlJXELFUjg+V1+ReY8FeCQM49TRUW5mt1CbQGMmIY3O1j5QBKHzeOe2PUe1FUkzKUvK5h+RJcxwM0MuwbQJJF3Mmdgw42tnOcAdvyrhNQ+BfhvULxbp7V9Pu2SMyNZThGViE+4V2hiep/Gu3tojDbwMAy+XhS0g+ZN3l5VspyTz9B+tq1uI4ZIE+VD8h2xPuOT5eTGfMHHzZOffk9QmrrUuE3CV4tr5nKeH/AIa6JoUzPZW6vfyrte6ZzPM/yAny5DIxHBOQR/hVjX/hzpHjFobLVtNivFmwgc/I5wyfMjbMoQDjgjPHHPPTrm9hVIyrgP8ALCFbbLhFHykh8YxznripIoWa4tRIsLB9p3YRFY7kBLHaNuCBjPXd7nLvZWQnJuTnd37njNx4A8ZeBbU2/h3UYNd0mN32W2pOsc0CZYDLE/MuF64HJ965uTxV9n1Q23iSG48L6ukmVZ0BtZdvy/upFwpBwfr619K3V61xaXAMzdMB2lG9ATMTkLLyo57cgD6HD1bSbLUg8N5ZR3irKzKZYfMBbe+WwyNkHb0PHH1I46mFpz1tZnuYfO8TR0b5kee6PqOnXkEV7bXMUj3BKKuA8B5yDgZxz1r0HT7i0vrdmdmilEfkv86kA4ySDnpnuPWuQ1T4H+G3uF+xO+gzzGZ5W0248mMhXkwdpbZnhRjb6Vit8IddsrPytK8ZasZpCyeRfW8csb/LnY2DnP4/rxXI8FJP3WfQ0uIqMopVYu529xq1lDcRXX2ia0fc8EbpLg52kHIB+bHOBjqfpTtJtfOZruO42fumCFdoYHbICXJcfLgY/EjuQeC0j4U+J7bVI21DVLK3SMsii3jdXOC+V/ecJnZ1wRz65r1FLP7HvgsxtggWQrHveTAAk5chzuX5j6kncT1+boo0ZRnzz6bHm5pmlPEUPY4du739OxreSi24dULxGRmWPKyMT5kQ3j5H4Ac8Z/OnWSRw3DynZHFKilCwKbsCPJXJTD8k44H55Na4jFvGU8v5TO0iMYcbvnQnaWT5TkD5M+ufQttpJEVCtxtiaQFmjZYw5GCFYK/yyZA5x6+ua7WfKR0d2aMtxI13byLLJIcwp50iswOfJyrjc3PHX/62KsnkxyhriJbfbEpQMFLxggsCuVG7Pfk8fnVpdsuolZopgkU0UZknhLyRqQvysNuG5UDPPUdc025WO0UogjtnWFXSOGTA4AIaI+YPqcH+dSaa7kayfaEIjdSrKVCxyN5P+pbiNg+F545Ht3wbL2JV2ecK+d8bNNGeMGXCuGQkcjlu/PPoyzhhj0d5gpdWkQCQ4aGQ/Z8bcg8HI3c+h9MVM0zNceaI/JZCRvKhSvzyja67Pu8nnPUD8GZS3MyRUh84vMsIaMpt3K6fdkIHBGUHBB9hmr99A6ecoXdL5m4mNnfs3K4J+X5+hP8AD7Emi0ixxSoxWRI4irbJCwA8l8EYk+783p3H43pIRdzGOWJbp2cSqsSluNow65U4HbBz+lA49UPs4ZY2USxRZYiXmOJd53OcqzqNrc52k47Z6Yi+3f2hMjrLCOUXf8se4gRn5gH4YY4PqO/JEllHI0MCeYYJN6uu/bGJOUBw3yAScj8uvNDXX2i6jMkzKoMeWeUrz+5wsgWQ+owcDoOmPlC7JbFeGN28rZP5e141LK7kKSYhh1BYH+EbsdM8ZFRw+fcGDf50aMY1bdGzGFcADa20ZB4656j8bbKI7e2k/iWSPB5cp/qzz8h3A4HB6cU2G3iRIY5cxNGybFEC7o8Y+4SoyOOnNURu7IbBDHaL5Uc/mRRs53opQ/f6r83UdD+NLEqr5USszAZJZJFy2BwyEyZ4PUe3thVupEtbx5Xdi7OxBjZV/wCWn3lG4c9M8/8A1pLdvMYwrKGRlbakUhAkwvRPmJVuPQc5pFppJIVIYisXJvYmLZbA2TEKx7KdrADGB1xRUWoSQnzWz9okZm3OqkFiFlGCBGfmwDzn+L2yCmrjuvI+h4v2BDEsK/8ACdq/kjCFtGwVHy91nH90/wDfVW4/2ERviMnjdmRGDBV01wAQF+7m4OPuL/nGPq+io5mfT/2fhf5Pxf8AmfKcf7CUawhW8alnYt5n/EoTYwKbQADKdvQdDz+tKv7C6xsHHjJGYFSd2kFQ2CCMhZ16YGK+q6KOZj/s/Dfy/i/8z5ff9iVZ42jn8ZNIpwVb+zn8xcFjgMZz8vzEY/xpifsPxxybx4yw204/4lK4VySSw/e+446cfTH1HRS5mNYDDLaP4v8AzPl2b9iRZ7yO5fxZAzh5HfOlSfPu3c8XIwwDdRUU/wCw0lwu2Txo0gHyjzNJVjs2kbSfNyTk53Zzx9MfU9FPmYlgMMvs/i/8z5Yh/Yfa3kJj8bfuwSUSTSc7Qd3ynE4BX5vu47Y6cU5v2HY5PPLeMjukBKt/ZYYoxzz80xyOR8p9PXmvqWilcr6lh9uX8X/mfLD/ALDMaxqsPjFYvnLtnSRhuVIPyzAgjBwQeM9OuXw/sRyqoEnjgyn7p3aWzBlxg5DXBBY/3v8A61fUlFF2L6jh/wCX8X/mfLsP7D8UNy048ZyNJlNjtpi7lVduVz5nOQpGfcdectl/YjkZWWPxqsSsdxX+ymwv+5/pHy5719SUUD+o4f8Al/F/5nyyv7DqfZTBJ4z8xGzuU6UCp+Qr0Mx9evXipV/YlMMiPF4zVXBOWOjqGYbnO0lZl4+cf98j6V9Q0UXZP9n4b+X8X/mfKf8Awwu6zCRPHOwqgUf8Spjj92U73HTknHTmrq/sRwtOZJfF24khzs0pR8/GWGZD6Divp+ii7BZfhl9n8X/mfL0X7EogiVE8Y4xt3f8AErKgkFTuws4w3ydf8lP+GJWLIx8ZRvsChd+lMc7dnX/SOeEH0/AY+oqKLsf1DD/y/i/8z5ej/YjRYRGfGIJQgxn+yEO04XPWQkg4PU96RP2IzDGqR+NfLVQMbNJC7SOuMTDGe+c19RUUXYLA4dfZ/F/5nzDJ+xW8mw/8JqVIYsdumsByQTtxccHjrzRF+xZLGxJ8aghlwwGmOOcYyv8ApHyngdK+nqKLsf1HD/y/iz5fuP2JRc7nfxluuGYlpW0hTuB3cH97/tdev9CvqCijmYfUcP8Ay/i/8wooopHcFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//2Q==) | ASR 2321 x220 080701 Fibula af kobberlegering
Dele af hovedplade og stor, høj bøjle fra fibel. Under hovedpladen rester af nålefæste med rust fra jernnål. Bevaret længde: Ca. 5,4 cm. |
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) | ASR 2321 x221 080701 Fibula af kobberlegering
Dele af hovedplade og bøjle, samt jerndele fra nålen fra korsformet fibel. Bevaret længde: 3,9 cm. |
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) | ASR 2321 x236 080701 Fibula af kobberlegering
Fragment af korsformet fibel, bestående af del af hovedpladen med rustspor efter nål i enkel nålefæste. |
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) | ASR 2321 x238 080701 Fibula af kobberlegering
Mindre kantfragment af fibel - f.eks. stor ligearmet, eller nok nærmere en større cirkulær fibel, med fire rundeller placeret i vinkel. På de få rester af billedflades ses elementer af formodede gribedyr. Rester af forgyldning. Største mål: 3 x 2 cm. |
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) | ASR 2321 x239 080701 Fibula af kobberlegering
Kraftigt stiliseret Urnesfibel. På bagsiden rester af nålefæste og -skede. Afgnavede kanter. Største mål: 21x16 mm. |
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) | ASR 2321 x251 080701 Fibula af kobberlegering
Næsten komplet, spinkel fibel med ret medtaget overflade. Foden ender i dyrehovede og enkelte steder på bøjlen ses tværgående furer. På undersiden enkelt nålefæste samt nåleskede. L: 5,4 cm. |
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) | ASR 2321 x254 080701 Fibula af kobberlegering
Næbfibel. I princippel komplet, men med afgnavede kanter og meget korroderet overflade. På undersiden dele af enkelt (?) nålefæste med smådele af jernnål, samt nåleskede. L: 4,2 cm. |
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) | ASR 2321 x255 080701 Fibula af kobberlegering
Dele af hovedplade og bøjle fra fibel. På undersiden spor efter enkelt nålefæste og jernnål. L: 3,4 cm. |
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) | ASR 2321 x256 080701 Fibula af kobberlegering
Hjørnefragment af rektangulær pladefibel, med dyrefremstilling. Evt. ses hovedet og halsen. L: 23 mm. |
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) | ASR 2321 x264 080701 Fibula af kobberlegering
Fragment af fibel. Tungeformet, flad, med ornamentik. Rest af nålefæste bagpå. Længde: 16 mm. |
![](data:image/jpeg;base64,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) | ASR 2321 x265 080701 Fibula af kobberlegering
Fragment af urnesfibel. Mål:17 x 25 mm. |
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) | ASR 2321 x274 080701 Fibula af kobberlegering
Emaljefibel. Med rest af nålefæste bagpå. Cirkulær medialt 6 runde gennembrydninger langs kanten. I midten cirkulær, ophøjet hul knop måske med rester af emalje. Rester af støbt nåleanordning på bagsiden. Diameter: 18 mm. |
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) | ASR 2321 x279 080701 Fibula af kobberlegering
To sammenhørende dele af en ældre gemanertids fibel med trefliget hoveddplade (x279-x280), bøjle med et rundt felt på midten (rygknap), og fod med to halvrunde flige på hver side. Fligene på foden er hver ornanemtneret med en cirkel med en indre grube. Hovedpladens flige og spidsen er dårligt bevaret. Rester af støbt nåleanordning ses på bagsiden. Sammenhørende med x280. Største længde: 33 mm.
Særtype med femfliget fod. |
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) | ASR 2321 x280 080701 Fibula af kobberlegering
To sammenhørende dele af en ældre gemanertids fibel med trefliget hoveddplade (x279-x280), bøjle med et rundt felt på midten, og fod med to halvrunde flige på hver side. Fligene på foden er hver ornanemtneret med en cirkel med en indre grube. Hovedpladens flige og spidsen er dårligt bevaret. Rester af støbt nåleanordning ses på bagsiden. Sammenhørende med x280. |
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4mhsNNHzGCDOfmPd2PJPtgcAVkNamG0s7dELO2A5bqMDv6gdK8PEWc7o1sramD4htxNeLqcMjK8YAVyMn8B+NeqfsaftLS/s8/FFrm8WSXwxrCrb63HyWXaSUuEHdk3Nx3VmHXBHP2FjMJrrdDFMnlBF3oNy56jNed+INHv9FuFldUaydt2FXJUE471nCbTunqONvhP360vU7TWtNtdQsLmO8sbqJZoLiFgySIwyrKR1BBBq1X5F/sn/twax+zxfWfhrxM1zr3w6nOVYfPPpm48vF/ej7tH+K4OQ36y6Dr2n+KNFstX0m8h1DTL2FZ7a6t2DJLGwyrA+hFe3TqKorozlHlL9fgf8cNQ+x/HD4hXD5Yr4j1D8T9pev3v6da/AP8AaAcS/Grx8Uw6HxDqByvf/SJKisr2uOJDa+MmvnsxHK1tcebjYyARgHvnuc+tdvoOiXPijxHY6WpE1/qFzHaQsv3fMchFXA9Sw7V49pqNLfwuw/iGCx7CvuT9guTT7r9ozRE1G3gllbTbhrQyANtnVQdw9GCK/PpmvHnTj7RRWzNdUj7s039k34T2fhGx0CXwNo11DbQCH7VJar9pc4+ZzN9/cTk53fSvm/4kf8Et9K1y5ln8LeLZNNjyTHZ6lbecFB6DzVYHj/dNfdtFe1KjCW6MeZnwF8H/APgmne+F/F1lqev65Barp8yTx3OkuzTyOpBUozKPLwR1IJ9u9ffaLtRVLFsDG5upp1FFOlGnfl6g5OQUUUVsSFFFFABRRRQAUUUUAFFFFABX5S/t723jjxN+0FdReKLdrbw7aIsOhxxtmL7OcFpR6uzfe7jAX+EV+rVZ+reHtK14251PTbPUTbv5kP2qBZfLbGNy7gcH3FY1YOpGydhp2Px8+FvwL8R/FPxBH4Z8JWFvcyJG09xe3EhjhhQEDdIxBJOSBgAn0HFfS2qf8Ex9Xk8PxvbfEC3l1lYyWt5bF47cv6CQOWA7ZKn1wOlfetrp9rY5+zW0Nvnr5SBc/lViueGEgl7+rK5mtj8bfiB4F1/4K6gPD/iyxfStWx+5uJCGhukz9+Jxw3XnuO4BrzTVZFmjSG8Xdb7uW3ZyMnP86/b7xl4B8N/ETSv7N8T6Fp+vWG7esGoW6zKrYxuXcPlb3HNfnJ+2h+z74c+Gvji1i8Oae2naPe2AuFtlld0Rw7JJt3kkcbDjPGeK5a2G9l70dhx95nxjq2lW908MFpIZFZ9gCnbxkgfXIpZvit8VfhTp0en6B438UeHdIjY/Z7Kx1WeK3XOWOxUfaOSSfc10lr4e+z3jNIXcBw0Mnp+HtWb4k0+41bTfsUwE5jLEFcbt3UN+VYQqOLRd76HHat8cPib47g8jX/iL4p1Wzb/WW15q1xJGw91L4/SoIPuLk5jHAHSsiPTZFmaGNGDLwVx3rXttFunzHghW5w3Brtk1vcSRejVpGQRIAkfPTI+hNe+fso+KJNB+PHw1ktPnuJNYhtHZRj5ZW8tlJ/3XavDLPbp8IhmDfO4GOnHvXffD+8l8IeOPD2u2v79dL1O2vzsOSBHMj5X2wOa4pNcyZrp1P3YoqO3uI7qCOaF1kikUOjqchlIyCKkr3zkCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAK8M/ao+B+ofF7w/p11orxnV9J87ZbSYAuI5Au5Ax4DAoCM8deR1r3OionFTjysadndH4tfFT4f+Kvhjrkttreg6harJJmIywMsZG0D5Wxg8+h7VxWpafqtrZwX91o99a6fMSI7qaFkjkfHRXIAJ74r92WUN1GfrVPV9F0/xBp8tjqdjbajZSjD211EssbfVWBBrieE7MvmXVH4I/2PJql1LPb28kxYYZo1JI44J969i+Fv7GHxU+LDQtZ6DPpOmSYzqWrZtogvqARub/gKmv2A0rwZ4f0K1S203Q9N0+3Rt6xWtpHGqt6gKAM1sURwrv70i/aaWSPzvb/glLevDDu8e2rSgAyLJpzsue4B8wHFdjo3/BNsabZJbDxTa2+WBlmhsmZiOjBQz8cV9wUVr9VpPdfiZubZj+D/AA3F4O8K6RoUFzPeQabaR2kc9yQZHVFCgsQAM4A7VsUUV1baEBRRRTAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP//Z) | ASR 2321 x282 080701 Fibula af kobberlegering
Lille stump af urnesspænde? Største mål: 17 mm. |
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) | ASR 2321 x296 080701 Fibula af kobberlegering
Korsformet fibula af bronze, det er en særfom med gruber i hjørnerne af hovedpladsen, og eventuelle knopper på hovedpladen er ikke bevaret. Ældre Germansk Jernalder. Længde: 7,5 cm., Største bredde: 2,2 cm. |
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Næbfibel, bevaret længde 40mm. Noget korroderet og slidt. Tydelig nåleskede og holder. Ingen ornamentering synlig, bortset fra en hævet 1mm bred vulst der løber centralt ned over ryggen, langs hele fiblens længde. |
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) | ASR 2321 x318 080701 Fibula af kobberlegering
Foden af fibel, formodentlig germansk jernalder. 3 slagcirkler øverst på fodpladen. Rester efter jernnål. Længste led 38mm. |
![](data:image/jpeg;base64,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) | ASR 2321 x328 080701 Fibula af kobberlegering
Fragment af bøjlefibel. Fragmentet er fra selve spiralen til nålen og de støbte spiralknapper. Formentlig fra ældre jernalder. Længde: 2,8 cm. |
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) | ASR 2321 x329 080701 Fibula af kobberlegering
Fragment af hovedpladen til en formodet relieffibula af bronze. Stykket er ornamenteret med et støbt, geometrisk mønster i relief, og heri ses rester af forgyldning. på bagsiden rester af nåleanordningen. Ældre germansk jernalder. Største mål: 2,5x2 cm.
Se også x489. Holder identifikationen som dele af en relieffibel, når man sammenligner begge fragmenter? |
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| ASR 2321 x340 080701 Fibula af kobberlegering
Fibelfod. Længde: 4,5 cm. |
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| ASR 2321 x342 080701 Fibula af kobberlegering
Fragment af bøjlefibel. Foden er trekantet med rester af nåleholder under den bagerste del af foden. Bøjlen er kort med et halvcirkulært tværsnit. Længde: 4,8 cm. største bredde: ca 1 cm. |
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) | ASR 2321 x356 080701 Fibula af kobberlegering
Fuglefibel, fragmenteret. Halen let vredet, kløer og øsken mangler. Største mål: 2,7 cm. |
![](data:image/jpeg;base64,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) | ASR 2321 x360 080701 Fibula af kobberlegering
Næsten komplet, korsformet fibel |
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) | ASR 2321 x383 080701 Fibula af kobberlegering
Hel fibel, dog med helt nedbrudt overflade, hvor der kun ses stegornamentik på ganske små partier. På bagsiden spor efter enkeltfliget nålefæste samt -skede. |
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98d+KJ9T1OX7TdXM/nTdhySdo9B/TFdPZ/2sv2adbkQ2DncFIPMYOT16ZH6GuUvIYvLtwsXlyugO4cduh/Ku98H6q2oaHLbXEKh4Sph84AqUxhuvBHXnrXykpu92duvodFZtbXkEsJuH86VNvmOuUj7Y5HHA/Wui0DS5dM8OshK6tCOQkSbZOe2ScE8HH0xXN6CgtbuWGRnaNkAG769Pr2/Cuw8P6glpr1xa3BZLOeMNvMZKcnnJ6Dn3/CpUmmTzdDzT4n+A0t4Yr22gYWrRgtHkKy89CPX/PavD76wMcrAjHGTlceWCOD+NfUV9Nb3smqWi3KXJjJB3ZHyg4UgHjkEdK+f/FF1YrdXCRTQwyCbEitkFI09R90qSF4PUgd+K6fMZxN9YvBJiWfdJkRbVYEkDtweRT4LdprqGC1kyZmBELlQWJHOWPQDJHWuh0ex07Uvs43QzCUEJEzshPBG0tkc5HGPUj3ru9J+FslvarcXqrJMIVRUjmwkatyE5yX5B6n0pN9zSNkUfgn4ZXxt450rTZolOnR3EclzkjBO4BV54OWIH0Jr9YNN0+30mwt7K0iWC1t41iijUYCqBgCvjj9lj4JxSasl3JHJ/Zenzi42zM4PmfNtXB4PU59q+z69LCxdnLuc1R3Y6lFIKlRa7GzLcdGtT01Vp1Ym8UFFFFIs/mGiyrD619C3w+I//CPXXn+GvAyWZtm3yQ6doolVNpyysg3hsdCOc9Oa810y6+Gn2G2W+07xQ16I1Ez29/biMvj5ioMJIGc4BJ+tW7y4+GbWM/2Sw8WLc7GETT31sUDYO3IEIJGcZxXRHTqYyu+hxVqfLmDZwa/cr9hefzP2V/h+3Q/ZJf8A0fJX4XRdsd6/cP8AYQlP/DKngAE9LWb/ANKJa1p7k1fhPojfSFqhElY3jTxZaeBvCeqa/f7vsmn27Tuq9WwOFHuTgfjXRotTnR4X+1P8eJfCckXhHQ7o299Mnm6leRtg20JHEYPUMw7jkAj1yPkjR9U/ta4ceQYQJd3mMD65DAfX+VY/jjxJdeOtcu9a1IbLjU7lrholk3DLN8qjvjHQewrW8I+VpshdIpJm2eVuOSsbEjJIPJ64FfL4qs6k7rY74R5Uez6H8dPGuieDTb6dqKtCMqN6q7xkHkIzZwDwcds8Yr588aeINU17Urm51e5mvryaRHlkuGMjsBwM+oFenaZp4iuLGHyilneIf3e07twPDn0yBzTfE3ge0t9Ld5oVMsh3E7Qdx9j/ACpKpKaXMxuy2R5vpco1y8hihlhV42TeoYb2HfaPoCa6LR4dO1Vr+KXdMzgr9njB3RjIXIHfPyn8a8t1KabwXrHm29oRPHMJIZ5MYPOdp46dfz6V1Hg/V4tS1p5wv9nv5fmCGSVUG48FRkgn9a55xcdUFrnQ6lpviC51WaOLVViihC7Fkyu5RwG4BwcAdevPFd78Pb+TVNBbT9Sml+3xE/vmQpHP8vLLlVxz7dfWvOtY1fV45z9mukubiEBRZP8APIO2Y35OT0xXs/w7+FfjbxpommCWzvIFkbBkmjEEEOCFZyDyxwMjAP8AhpTozmtETdROO1rxBaacJ7SJVMvILnlvrXlF9odvqraidTv1snuR5a3C48xMEYwoHJJz7jivtfQf2G9FW4a61nxFf3twxBBtY1i2+vJ3ZPvgV6/4P/Z38BeErWKOHw9a6hNG2/7VqaLcSluxywwCPYCvQjg59XYj2yWx+fuifCq38PwQ6ktvqDaWzIiX0tgzFupzjbhR/td8V694T0m98cQWum+FTHcyvN5SvNB/CGw7tjgBQRyQO3UmvvBYFEflhAI8bdoHGPTFQ6boOnaS0rWNha2bSndI1vCsZc+pwOT9ap4ON7uQvau2pT8J+GbTwlolvp9oigIoMkgGDI/dj9T+XStmnhKeq+1dui0RnuJGlTquOKRFxUi1m3c0ihaKKKk0QUUUUFH8wijp6175eal8QpNBuEn8beE5bT7OyvBHqWnGRk24KgD5skccc14EpPSvQptY8Etpskcfg3WY7gxkLN/bgKK+OGK/ZuQDzjP41rEzlqcPGxMntX7e/sHszfsq+A89fs03f/p4kr8QIvvD0zX7h/sGxn/hlXwEf+nab/0olrWl8RNX4T6BSvDP22k1Bv2ddf8A7PBLebAJsY/1RkCkfmRXvCx47VT17w/Y+KNFvdJ1O2S70+8iaGeF+jqRyPb69q6Je8mjmWmp+R/hHUpNWe7njRhJbeWy4JOxskBtvX5eT+FdFJcnyIJLa6iku2jIMkeV3/PnB646cfSum/aJ+Besfs+6+bux+0XOhXjFLbUEHRCc+VIQOHGfoeo7geaaVqmI3mlZZbctvNuS24N3x0z0PPvzXy9WnKnJpnfzKSuj2DwxdR6ulkry3RvEJba2FTf1I4GRn098VotHezQraWxluIfM2TRTEM0ZznqBzx6+vNcDoOoqrl4jcwR58wckBM9ySfoPwr0Lwb4c1Pxvqa2WmK7fasxBUY5ZlP3s8AAE8k46HvXNDn5rRCy3bKtl8ENU8faxHpb27PKzBAxGVRSeSSB0AOT9a9p0n9gPwrZ6T5Ums3q6iVINxbxoEz/utnIH1Fe3fCf4dXHg/S0m1WRLjWHjETunIVRjjOOWJAJPTpj1PoKx19JQoKMffWpyzqXeh578Ofgn4c+Hem2kVrZx3uoQxqj6ldRhppGA+9k/d+g/WvQ4rf1FTLD7Vahhrq0grIx3IY4aspHipFjp6rWDlcpDVWpFWjFSL0rNs0SEVaeFoWlqGaJWFxSgYpKdSLQUUUUDCiiigdz+avwh4Ns/E1rNNc+KdF0B43CrFqbThpOM7l8uJxj6kV6hqereLotGuIG+OlleW3kOhs01a/bzE2kGMAwgcjjBwOa8IU8ivZrixm/seVj8D2t1+zk/bgNU+T5f9bzLt468jH4VtH0Mpev5HkUK/vBX7mfsFx5/ZR8An/p2m/8ASiWvw1h+9+Nfuh+wPhv2Tvh+f+naf/0plq6e4qnwnv6x+1PWP2p6rUirWrkcxma94b07xVot3pWq2kd7p93GYpoJRlXU/wCevavlz4hf8E8PD+tX0V74T1+58POp+a2uY/tER57HII9Oc19dKtSVjNKWkkVG61R8m+C/2CbDR7y3n8QeLLrWYoUx9ntrVbYE5zy2WyM+wP0r6D8H/Djw94Bsja6BpUGnxt95ly0j/wC87Es34muvIphWppxhD4UOTb3ZT8n2p6w+1WNntShfwrbmIGpGPSplUelIoFPWsmykLTsU2nA1BaFWnUynKaRQ7NOplLmkXcdSrTd1G6psMfkUtMpc0DuOopN1FAz+YVRhh2r2KZNK/seTb8Y7uV/s5/0I2d6Ax2/6vPTHbniue0z4F+K9V0+1v7ZNHaC4jWWPzNesI32sARlGmDKcHoQCO9elX2g+LLXQboS+Avh0sUds++4iv7JplUKcuuLsksOowDz2NbRXczlJdGeAQ/6wc8Zr90f2Byrfsn+ACg+X7POOf+vmWvwqWQb6/Yj9h/8AaN+GnhL9mXwVo2u+OdC0nVrSK4WezvL5IpYybmVhlSe6kH8aqLVwqJ8uh9prUi15LH+1T8IG6fErwv8A+DSH/wCKqwv7UPwjfp8SvCv46vAP/Zqu67nPZ9j1VaXNeXL+018JW4HxJ8K/+DiD/wCKqYftJfCtiAPiN4Wyc4/4m8Hbr/HU6Ds+x6XRXmh/aT+FIxn4keFc/wDYZt//AIunf8NHfCsjP/Cx/CuP+wxb/wDxdLTuFn2PSaK84T9ov4WSfd+I3hVv+4zb/wDxdSL+0J8MD0+InhbH/YZt/wD4ujTuKz7HomaXdXn6fH34aP8Ad+IXhdvprNv/APF1Ivx2+G7dPH3hg/8AcYt//i6Vh2Z326lzXCr8cPh3J93x54ab6avb/wDxdO/4XZ8Pl6+OvDf/AINrf/4upHqdzmjdXDL8bvh6xwPHXhsn21e3/wDi6d/wu74er97x14bHbnVrf/4ugep3NKDXCj44fDs/8z34a/8ABvb/APxdLH8bvh5Jwvjvw0T7avb/APxdSVqd1uozXFr8ZvATdPG/h0/9xWD/AOLp6/GDwKwJXxn4fI9tUg/+LoHqdlmjca5Ffiz4JZtg8YaCW/ujU4M/+hUD4t+CM4HjHQM+n9pwf/FUh3Z1+6iuO/4XB4G5/wCK08P8df8AiaQf/F0UrDufzb+Y3rTvMPc1HxTmHyimbjlap452XoTVQda+gvCfhbRZvGX7O0U2mWslvqwh/tGOSJSt3nV7mM+YP4vkVV57KBVJXM5S5Tw9biT+8eKd9sk/vMDXoek6Pp03wp+Id61rA15Z6rpsdtOVG+JHN0HVT2B2pn/dFdxoPhLQ7j4sfDKxl0y0eyvvDUVxcwtGNk0pgnJdh3bKg59hV2J57a2PCIrx87ixwOetPTUpUbcHbI6c13Vvo9hJ8AdS1X7JD/aMfie2tlusDeImtZ2KA/3dyg/hXcHwjoTfGK804abamwTwIb9YPLGz7R/wjon83H97zf3mf73NFgc99Dwz7dJjhmFH26X+8TXcX2j2CfATQtUFrEuoy+Jb62e6Cje0S21qyoT6AsxA/wBo+tdz4g8H6HH8UfipZRaXbx2en6BNc2cKoAsEirAQyjsfmb8zQHPY8O+2SL/Gfzpft0ufvn869D1LQdNj+GfwzvUtIlvNQ1LUIrqbb80yI9uEDeoAdsfU11Hibwfotn4m/aJhh063ih0OSUaaipxa41i3hGz0/dsyfQmgOdHiq38g/jOaeuoSj+I/TNevab4S0aTVvgIradC8etLGdRXH/H1/xNp4jv8AX92qr9BVSTwvpA8E/F+8+xQ/adL1iyhspAuDAjzXCsq+gIVR+Ao0Dn/r52PLl1CXd98/nS/2lKesjfnXvHhvwX4fvPjP8EtMm0u2l0/VtLsJb+3KfLcO8kodnHckKPyrg7Pw9psvwB17WjaRnVIPE9nZx3WPmWF7a6Zkz6FkQ/8AARTFzo4NdRm/56EfjUsmqScbZHHHOT3r3m18B+Hj+0BoGjPpdv8A2XceFLe8mtSp2NM2iCZnP+0Zfnz6156ug6b/AMM/trX2WM6oPFIs/tX8fk/ZS+z6bhmgFO5w66lKeQ7A/Wnrqky/xmvc9W8C+Ho/jl460ePTIE0yx8MXd3bW6g7Y5k0wSK456h/m+tcLdeH9MX4K+ENWFpGuoXXiLULSe45zJEkNmyIfYGRz/wACNA+dM4n+1ptvMjHt1pU1i4XpKw/GvafEngvQLX4rfHbToNMgjsdFs76TToADttmS9gRSn0VmH0NY+m+E9Fl0n4KyvYxmTWtSnh1Buf8ASEW8RADz/dJHHrQHMjzJdWn7St+dH9sXCsCJWX3z0r1hvCukW9p8dpI7NEfRJkTTmUkfZ1OopEQvPeMlee1aXhXwNoF546/Z8s5tNhlttehhfU48Ei6J1S5iO/n+4irx2FAufQ8XOsTsSfMYHvzRXdaL4e0q4+D/AMRtVe0je/0/VtMgtZ2zuiSQ3W9R7NsTP+6KKTdik0zxAdac3WiisjUAfm5r0n4k6tbXHgb4XRW1zFLcWuiTxzrFIGaJjqN24VgOVO1lbB7MD3ooprqQ90ediZtpUMQDyRng05bqVWDCRgyjAOeQKKKRZ2dv40sofg9e+FmjmOo3GtwakkgA8sRpBNGwJzncTIvbGAea41byYOXErhyuzcGOduMY+mOKKKZKVg+0OYwm9tgO4KTxk98V6P8AB/VIoB45e8ukR5/DN5EjTuAXcmPCjPUnHSiihbilseefaJNqAyNsQkoueAfanSahOzTsZpCZv9b8x+fnPzevIB57iiikUb/w+8UR+HfHnhfVtQkmksdK1C3uXVPmZY0mDsEBPXqcccmqvirXxq/iPXLm0klSyvryS4EbHG5S7Mu4A4yA36miin0FZXuZ66rdxzQTLczLLAAsUgkIaMDoFPb8KSO9nWEwedIIGcSNGGO0sMgMR6gE8+5oopAeo/H/AFjb440a4sLzDr4Z0aMy28nIP9nQKy5B+oI+ory43k62/wBm85/s+/zPK3HbuxjdjpnHeiiqe5MPhRIdWvXuJLhruYzyIUeQyHcykbSpPcY4x6V1+peMrG6+DugeGoxMNTsdavtQkYr+78uaG1RMHP3swvkY9PWiikO1zkjq1201xKbqYyXIIncyHdJkgkMc85IB59KVdRu9tsFuJQtu26H5yBEc5yvoc88UUUFHp3w2vy/wr+LyzT77m40+yI8x8vIf7QhLEZ5J6n8682XWL+KS0lW7mSSzGLd1lbMOGLYQ5+X5iTx3JNFFBKWrIY9SuUt5rdbiQQTMryRhztdlzgkdyMnGfU0UUUij/9k=) | ASR 2321 x384 080701 Fibula af kobberlegering
Hovedpladen af formodet korsformet fibel med markant endeknop. |
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k/8szt+aXHfaCPxK1+YmkKdG8STape6VLercrIPMml+bcQ2JBnOOcHnuOteva/qXiX4n61P4k8aXiuzZNtZMcJEu44AXoqgY+Xqc5JzzXODXdOlt7yIW0yx2y4W505yWjIIz8uRuU56Dj2ryq9SUnodUI2REt9/wl1lc21/YNHdQoGMcaiTehxhhgc9OntUPgiHWptWSyt45LG+Q7JbqKLcJxwAHXBXvkc5GO3SrfhOz1Txp4k06x8PSG41LC2waKM/vlBz8uQvB3DIbGNvpX358G/2b9L8AxW2oaqE1DWgocr1iik7nnO5s55PTt0zWVOk6j1KlPlRH+z78FLHwrpKazqVlHLqlyfMi8yMAxr2bbjhj/nrXuFJjFOUbq9FJRVkc+7FUVIv6UqrT6ls0SCnDpSKuKdUGyVgooopDCiiigAooooA/mu8A3bWvii1mGqabo2A/wDpmsWZu7ZPlP3ohFLuz0HyHBIPHUb3xO1FtU1KydvEOgeICsRHm6DpZsI4+fuuptodx75wfrUfgDx5fW7Weim48LaXYqH/ANP1rw7bXmzq2Hk+zSytk8Dg4yBwBwfFC+W61KyZNa8O6zthIMnh3SvsEaHPR1+zQbj74PHftXWtjm+0fo9/wSDx/wAID4+x/wBBC25/7ZvX6DV+ef8AwR/f/ihPiAP+ohbf+i3r9Cd1Mzl8THZpjN1pC1MZqaRNwZqjaq+palaaPY3F9fXMdpZ26GSa4mYKkagZJJPQV8sfFv8AamutcW50vwOZLfT8NHJrLKQZeBnyx1AAOc9enSlOagrsEnLY7r40/tUaV8M9YTw/otj/AMJP4l3YmtYZNsVsO+9wD83+z+ZHAPyp4k8Q6j448TXnifxZcfbtRlDC2txjybNMjEcadhgDnqTknNZukXFikMa4RL9XMjEtxPluWU9/cdR/PF8Ra3dxr5EYElwybI1jfJHX5zu6DGPyFcE6rkrs3itbI1tSh1jWI1bTLKTUUZivlQhmGO4Y42gduTitb4Y/Cm9+Ims2ltp2lfYbm5iKsY4wsUI4+eQHoAOoHPYZJxVn4I+C9V1O+twstw9reSqmxgFLSlcbweeVyQO3Xivv7wH4A0j4d6OlhpcBBPM1xIxeSZu7Mx988dBmuelCVWTcthyfLsc/8HfgV4f+DuleVYxre6pJ/rtSmhVZWznhcD5V56fnnjHpApozUqLXqaRVkZbjkXNSqlKq8U6smzWMQoopRUmqHUUUVJQUUUUAFFFFABRRRQB/NP8AD64a28UWkgvdJ08gOPtGuWgurRfkP34zFJnPQfIcEg8dRv8AxLvGutQsnbU/DOrEREb/AA3pos4156Oogh3N74P1qXw54RsNG1CC/i8beD7iRAT5N/b3U0fIIwyNalTjP5jNVPiNdCa/s9t94dvgIzlvD1m1tGvPRwYo8n3weK6lsc+8j9HP+CQu2PwR4/UHJ+3WpP8A37kr9BfMNfnb/wAEhZT/AMIj8Q8/8/tp/wCgSV+hgat4q6MJ/EyXcaRmCqSThRySe1NXNePftReOJfC/gFdIsLxrPVteZrSJ0++IwpMhX0OCq5/26mclBczJirux88ftJfFi7+KHjIaLZ3bHwVp0wSWG1fa12wbDS5PDAdFHTgnqeOI1DUobqGMQxxW0aKFUjomOm0fU8+uTWNfaTKtmZtPLLcWqBLmzGcSIBgOo9QPpWC2tMYVkgk5V8ZYYK4A657gn/PWvJ53J3Z1cqSOgvNLj1a3eeMOlxGVLwRnDo3aSI54HXI+n1PV6T4Vks1tbpLVL3eTHcFyMtkFS+CeCcjPcYHGK8/8AC2rNfaxZxQQMAqMftEjMd5BG4fLk5wGOCMcdK+j/AIY6BF8UNSNlZL5fljfc3CxHbEm47Sc9GI6DqefQ455XlLliV0uzc/Z28AareeLv7QVG0rRNNcO67OZ5MfKgOduADkkDjCjvX1aKzPD2g2nhnSLbTrGPy7aFcDJyzHuxPck1pivWp0+SNupg3ceo5q3GvFQxJVlaUmVFC0UUVBsgpRSUUih1LSUtSUFFFFABRRRQAUUUUAfzR+BGePxLaMkulxH5/n1qMSWo+Q/fUqwPtx1xW58SpJDfWfmT+HZ38sjPh2BYkAz/ABgIvP8ASsLwPvXxJaFG0tWw2G1lVa1+6fvhgR9OOuK2viR5n2yy8yTw7IfLOP8AhHURU6/x7QOa6FsYfaP0N/4JDFv+EV+IY7fbLT/0CSv0PjUmvz0/4JAx58J/EP8A6/LT/wBAkr9Eo466YO0Tnn8THRr0r5i/ba0DUpIfCeuqqnSLCaSGWRT88ckgGCR3B2Dp3HuK+o40qDWtBsPEuk3Wl6pax3thdJ5c0EoyrD/HvkcggGsKq54uLCOjufmjpOuR6tpcOpm4SC/xJtdc7ZWXrz0yQM49CaxfF+ipe2c+r6fDHHc7MXNoT8gbruXkdccV9XeJP2MLmxuL0eGtThvNDuCx/sfUco0e772yUA8/gOvJ9a3gn9jW6h1BZtV8nTbeGUNHuumvZtoAwFDAKvTvn8a8r2VRO1jo9oux5f8ABL9m3V/iHZ6bcXNtPoGjKqu99uG6Q45MQPzbjwORheevQ/bvgzwXpfgPQ4NL0mExwxj55ZDulmbHLu38TH1/LArX03SING063sbVCkECBEBOTgVY8s16VOEYLzMJSbBRUsa5pESp0WqbEkPjHy1LTBThWJ0IWiiigoKKKKChaXNNopDHUtN3UtSULRRRQAUUUUAfzg+APFESta6O+jeF2zvJ1DXIXA7t87q34Dj0pPiUqC+sii+GlBRs/wDCNsxj6/x7j19PasPwFG0niqzUR6VIfm+XW3CWh+Q/fJIx7c9cVv8AxNjeG9sQ8HhmHKNx4anWRDz/AMtMO2D6dK6Vsc+ikfoj/wAEfVB8I/ET/r8s/wD0CWv0TVa/O3/gj1t/4RP4i8/N9rs8j0+SWv0VWrWxlL4mOValWmLT91QyUPDUp5qPNLuqbFXEK0m2nZo3UydBVFPFM3U4NUlJjw2adUW6nbqmxpdEm6jNM3UuaRVx9FMpc0DuOopN1LQO4UUUUiri5NG40lFA7jqKbRSsO5/Oj4b8F6Vo+pW1+3jbwZfbASbXUEvniOVIwyi3GcZ7HqKo/FC4tHvLH7JP4YuB5bbj4ZhnjQHP/LQSopJ9MV5+Cc0u6t+boZcut7n3n/wTg/ak+H/7P2j+NbXxtqs2mvqU9rJa+VaSThgiyhs7AcfeXr619qx/8FJfgI3H/CW3A+ul3P8A8br8UNP8N6lqGjvqltBvsUvIbBpd6jE0qu0a4JzyI356DHPUVo6j4K1rR4dWkurURLpeoLpV2fMU+XcnzMJwef8AUycjI+XryKpN2IlGLep+0q/8FIPgG2P+KymH10q6/wDjdTp/wUY+AbLkeNXH10y7/wDjVfixqvgXXtD/ALZ+22nlf2PqS6Te/vUbyrpvNwnB+b/UScjI+XryMu1fwXruhNri3tp5X9h366Xf/vEbyrljKAnB+bJgl5XI+XryMmpPLHuftQ3/AAUW+AcbYPjZs/8AYLu//jVH/Dxb4Bbc/wDCcHH/AGC7v/41X4r6t4K17RRrv2608k6JfLpl/wDvUbybhjKAnB+bmGTkZHy9eRlureDdc0P+2PttmYRpN1HZXv7xT5Uzhyi8HnPlvyMjj3FFh8se5+1y/wDBRH4Atj/iu1H/AHDLz/41Ui/8FDfgC3/M/IP+4Zef/Ga/FDU/BWu6O2srd2TQnR5Y4b794p8l3JCDg852npmjUPBeu6O2sC7smiOjyRxX37xT5LOSEHB5yQemaVg5Y9z9tF/4KD/ALn/i4EP/AILrz/4zUqf8FAPgG/T4g2/42F2P/aVfiVqHgnX9JGrG6sjENKEBvP3iHyvOAMfQ85yOmcd8U6+8E6/prawtxYtGdJhhnvR5iHyklKCM8HnJkTpnrzRYOWPc/bT/AIeBfANf+ag2/wD4AXf/AMZp/wDw398BO/xBtv8AwAu//jVfiRfeCfEGnHVlubB4zpMENzefvFPlRylBG3B5yZU6Z+9z3p914L8QWP8AaSTWDIdNsbfVLr50zHbT+T5UnXkN9oh4GSN/IGDg5QtHuftkP+CgXwE7fEG3/wDAC7/+NVKn7fnwFkH/ACUG3H1sLsf+0q/Ee58G69ZtfrPYsjWGn2+qXPzqfLtpvJ8qQ887vtEPA5G/kDBw+Xwbr9uLwyWLqLPTodWn/eL8lrKYhHJ15B8+Lgc/PyODhco7R7n7cr+3p8B2OB8QrT8bK6H/ALSqZf27vgUzBf8AhYVln3tbkf8AtOvxBk8Ia9HJcK1i4a30+PVZAHU7bWQIUk69CJU46/N061MvgvXlknR7Jk8nTU1eQlwdtq4UrJwehDpx1+bnHNHKGnc/bn/hu74FHOPiFZHH/Trc/wDxqo2/b0+A6jJ+IVp/4B3X/wAar8SB4P18bm+wyfLpw1b76/8AHqSAJevTJHHXnpTv+EM8Qu0aiwkLSacdWUB15tQCTJ16YU8deOlHKPTuftsv7enwHK5/4WFaf+Ad1/8AGqd/w3j8Cckf8LCs+P8Ap0uf/jVfiIvg3xA0kKCxctLpzasg3rzaqGZpOvQBG468dKfH4R1+b7OUsJCLnT5dWiwy/NaxmQPL14AMUnB5+XpyKXIPTuftz/w3l8Cf+ig2f/gHdf8Axqn/APDdvwKLMB8QbMlev+iXOP8A0VX4i2fhHX7prMRWUh+26fPqkHzqPMtoRKZZBz0UQS8dfk4ByMyweC/ENx9gEdmT/aGnT6tbjzUG+1hExlk68Bfs83B5OzgHIycoXR+2f/DeXwIHB+INr/4B3X/xqivxKtvBviC//s4w2TSf2hYXGpW2HX95bwed5z9eAv2ebg8nZwDkZKOULnmi9aN24+lFFSaHpPhu8Nj8FNanUAtD4m0uUA9yLe9P9Kzdd+KF5r1r4ihltYIxrWtJrcpQn93IonGxc/w/6Q3Xn5RRRV9jNJNu5Z174q3nip/EyT2cEP8AwkOvR67MYy37qRftA2Lk/d/0luvPyitv4xeOw3jj4m6VZG3vNO1XxS+ordxPuB8qW5CbCDgqwuCc+wxRRSu7Byq6MTxN8VrvxM3jEy2UEP8Awkusx6zNsYnyXQ3BCL6g/aG6/wB0V0WoeLZfGXgP4j65PClvNfa5plw0UZJVSVvOBmiihNilFJIwdf8AixeeIG8XPNZQxf8ACRXMFxLsY/ujESQFz1B3d6XXvixc+IW8XGSxhi/4SKe3ml2uT5PlEkBfXOe9FFK7Hyo6X4tePhZ+JPGmlWqw3dtrMemlrmOTds8mKNuMcHkkH6Vgax8XbnWH8WF7CKP/AISC0tLSTa5/dCBoiCPXPkjr60UU7sIxVkdXZ+MpPHXhn4savLbravJo2mxmNGLAeVdWkQ5PqEz+NczqvxhuNTk8SM2nxp/bWhWGhtiQ/ultTaYkHHJb7GvHbefSiim2xRirtCal8XrjU5vEEh0+OP8AtjQLHQXAkP7tbYWgEg45LfY1yO28+lb/AI+8eDRr25tbVYb1NZ8GaPpcsiyZ8krDZyseP4g1vtIPTJ9KKKVx8quYE3xcuJ5NQf7DGPtnh638Pn94flSJYFEnTqfIHH+1XWeEfG0ni+PxhPLbrbGz8DLpqqrFtwgNtGHP125x2zRRRdicVY5lvjBOY5FGnp8/htfD2fMP3QVPm9Ovy9P1qSP4yTLJE506M+X4afw4B5p+6ysvm9OvzdPbrRRSuy+SJveLPHyeGW8Mz2ixXv2nwV/ZcqiXPlGUTRsTjuN2cGsCx+ME9qmmBtOidLHw7deHv9YRvSZrhjJ04I+0Hj/Z96KKd2Soo6b4Y+NJPE/iHT7WS3jtk0bwVrmnoyHPmD7FqE24+hzMR/wGuYsfi9cWLaGRYRv/AGX4fvvD65kP7xLkXYMh44K/bDgd9g9aKKL6CsrtC6V8YLnSx4fC2Eb/ANj6FqOiJ+8I8xbsXe6Q+hX7Y2B32D1ooopXZfKj/9k=) | ASR 2321 x385 080701 Fibula af kobberlegering
DIME 85782 fundet i samme spor, kunne være et pas. Samme type. |
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) | ASR 2321 x386 080701 Fibula af kobberlegering
Kraftig fibel med stor bøjle og kort fod og hovedplade. Bøjlen er med |
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p8jFBdWumTsmQeeRN2rwLzOCO1d14S0vwZdaOsmteLdW0fUCzBrW00dbmML2Ifz0zn0210xZhJdTI8cW99Z+LNRh1DRovD94rgSabDG0awHaOArEkZHPJ7192f8EjW/4rTx3/14W/b/AKaNXwNr1vp8Gr3UemX82oWCn9zdXFuIJJOBnKbm285/iPSvvT/gkarL428dE8D7BB3/AOmhrSPxIUvgP1EXoK4D4+eCbj4hfCXxFo1kiyag8AntFbvLGwdQD2J27f8AgVd6p4p9dTSkrM5dtT8pdNaO6gdlJEhAEiNxtPofSs/7etrfSWM0EE0UzKFZeGBJ6j09a9M/ac+G1z8MPitqF6TG2h6pO1/biMFCPMYl1/ukq27j+7tNeYNpseoXUN1FerD82Y2+Unv1B74r5iVN05uLPRUlKN0X9UuHa4jhXGzG3dknBI64+hqG6zZPHH/rJGXa3BzitdbF5LFZmDMpk25YfMxx1Ptn+X4VFebLOBJZI1kkfBVlT7nv9P8A61QR5HKXTDULhy0TIuAOEG7v09qyZ9Ndt/yuFUAYJ5C9a6KS4LSMGPlxhhk7eR+tDRpMwEJy5+Uhz1+v16Ur6mux5rrnhuPVg/mfLMPuzD+R9q881jw3LYyNFcK0eTwwPyt7g19BHR3QLvgKr0MeO35Vkar4bjv4fKeFSC21lc+/GPy61rGXQR8+w+G5biQtCBlORvbANdR8Mfhn/wAJp4kktrqb7LaW675HVgVOSBtBz1PP5V0WtfD7UtNkLW0TzQZ+6vUfh3FW/h7fajoOpNHZRiOS4+SaNm2OcemenXqK0c3bQZ+gXwB0Kw8P6P4Us9OOITPG+Y12BizBlzxk9ua+2t1fCf7POoapDJpGpavI0sNkUIhCAbiD97OOelfb2kaxaa5YRXllMs0Eg4Ydj6H0Nb4ZqzV9TnqXLwNOpnepF7V2MyRIoqTbSKKdWRskFOpBTqlmqCiiikM/mDVcV7P8MdL8aXfhWKTRPhbZeKtP81gNSn0V7lmbPK7wcHHp2rivCGm+BrzT5G8S67rmmX3mEJFpukxXUZTAwSz3MZBznjaeg57DpItF+FSqFj8ZeLs9dq+HLcf+3tdMTCWuhyHjm31CHxVfpquix+Hr8MPN02O3MCwfKCAEPK5GD+Nfcn/BJiYt468apxxp0PP/AG0NfB3iCHTYdZuU0i8ur/TlI8m4vLdYJXGBnciu4XnPRj/Svur/AIJK7v8AhPvG3p/ZsP8A6Nq4/EhP4D9Ro26VLmoI+lTCuw5DiPjJ8MbD4reBNQ0e8iBuRG0tlOOGinCnac+h6EdwTX5cxLFDqqRxrJHDJCAXI6OowTnJ71+v/avy4+N3gBPA/wAZvEFheLPCk9/JdWgGFi8qRt0eMjn5cr9R7V5mNh7qmb0X71jM0lrmP/SkZ5iE2hckgEdCBVdtZe1upBOGkDOW+cYGT/hVqxc6PILhWBjxxEzcE56fX/61UtQvpr6+aWKJdjEu0bKTjtxzXiXudvK0RzWkF1gmLyfmJJOWPqD9epx7URiOO+JiAKhef1IGcVC2oXlurQxW8X7zLEsMDvx+R/zimQSmaONDEFlx5Z5PPcHP41XQLG7HdCaFWL7jyF3D3B5OP84ptzYJOirsVCcblYdPcZ/GqdnG/wBiVgQHI7MTgDo307Yq5vupI382dD8vA2EEDt/n2qFvoBcs/KiUEul0oXoCD8p6Gn6fp9lqF2p+zxZU7lYL8yc8Y7muUtYZNJ1e7urifaX+VNxOwHA/wNaFrqGoQXFtLBLG90u4740Cq3oOTycH8aqz6CPZtD8TXHhSeOIO5WReIiAoXA+hxXs3w9+LFxo8yT6fIBEATPZTZG/nkAHv1wff8K+WtG8UXXiCGC3u4o4Ej+YXcS/Mv4dvf6V2Gl6gdNa0upbmG4sxOGnkUbnHo24c9unofeqi3F3QPY/RHwr4os/F+iwalYl/Jk4KyLtZGHUEVtL1FeM/AP4iWWu282irIrTRDzo2z98ZwwA9iP1r2Ra9enL2kFI5Hoy0hp1QxtU1I2iKOtOplOqWaIWiiikM/mFXOa9x+E2lePrzwjG/h74caN4m04zPt1C+0eG6kLcZXe3OB6V4cp/H0r0DwbaeAptJWTxDrviKw1IuQYdN0mC5i29iGe4Q5/4Dx610R3MJ7GX8RLfVLPxhqEOs6RBoOpqymfT7a2W3jiO0EARrwuRg/jX23/wSRQt4/wDHHGR/ZsPOOn708f59K+E/EUelx63crot1eXumAjyZ7+3WCZhgZ3IruBznox4A+lfe3/BImLd468c+2mw/+jTWkfiRMvgP02VSKkUVOYfam7CO1dVzlGivNvjd8BvD3xv0JbbU0+yarbgmy1SFR5sJwflP95CTyv5EHmvS9tGKUkpKzGflR4w8Pav8MfFOp+G/EcZt9RtDlXhyYp425V0POVwe/Tvgg4wrhWeG4EHzylvLI3FSuD0J55/D+tfpJ8avgPo3xhs4J5Sth4hsgPsWphS2zDbtjrkbkJzx1GSR3z+dnjG41bRPFlzo+v6YunavZytBI0cHlhsFgWAIwUPUMABgjHrXz9fDulLmjsd9OrzJRZRMb3EISaN5Cygbpj1PbgDr1pI4nt/MQQLGgAVevPXrk+9aDSW5Z/s06RzqBvw2SMg4Jz04pNsV5uU3MkdwpAaUkAHvzk4Pbt3zzzXMjRhaSRxyTC7jK4jIXy3JAPByOef/AK9S3G2O1Msx8uHIwx9wcdOnQ+xxjrWfGJbV54p1SMglGyOA3HsfXr0rLtxMbpYQZHi6CLOdoz/+qqURGrqEYiG+fMkSjPmMDgr7H+VUjcJeLi2LEEn5trAe/wCOB+taK6xf2Cuk/wBnmTAZWVS24Y5Q8H8x+PrXf2ngJN6vbLHFZMDcTpGxMnmMM7CeMKPTr+fKuoq7JfkcTYeF9Rt5prgz+SsJQpCHweCMnpyD7da2rfxDea5M0Ulk1sqhEKqgCDAI+Yg/KQAOPQ/StbRdB1b7VJdExrZC8+aKRCA0TJhgOeuQv028d60ZPBd/qOoSPDALZY0Ij3Nk7scHrzkcZx04rP2ib1Fqej/ss+E77xF8UNN1WznksrPTw73DREkSqP4CehGSo696+8hXln7PfwjtfhN4Hgt/KA1W8AnvJP8AaPIQegA4+ua9RWvaowcI6nNKV2TIeasL0qsmasr0qpFwFpy02ioNx9FN3UVJR/M/4R8I6t421ZNL0Wza+vnRnESsqnaBknLECvdfB/w3+K3hLRxZQfDjQ9TiV2fztU0yyupee3mOScccDPFfOcbleQcGvQPB/wDwr6bR1PibUPE0Gp+YcppdpBLDs7cvKpz+FdEWjnmmZvxEt9Vt/Geox63pVromqKy+dYWVukEUR2LjaifKMjB49c192/8ABISMnxv4644/s6Dv/wBNTXwF4iXSE1y4GhS3s+k5HkSajGkc5G0Z3KjMo5z0J4xX3/8A8EgSP+E68dj+L+zYf/RtVfUT+E/UAxVG0dXdvFRslaKRg0UvLpCtWmjpnl+1acxJVK1zXjT4c+GviHp7WXiPRLPV4CMD7RH86c/wuMMp91IrrGjNMMZp3QjwfW/2NfhZq0QEOhTaVOAFFxY3sofA7fOzLz3OM1xer/sIeFv7Mmi0bXdWs7xzxNemO4j75+VVQ59w3bvX1T5dHk5qHTpy3iiuaS2Z+dHxL/Zh8b+BdJjdtLTxFa27n/iY6UjSSFGHPmxYLDHqNwA6kV4imntY6z56u0U3mHawbLpgY5567vWv2GW3HpXLeMPg34O8fQTJrfh6xu5Zet0IQlwD2IlXDA/jXHUwsfsuxtGs1ufl3DcTC+jluW8va5j8ydcFcrtw34E89uorq9T8Raja6oFTfb29uBbSYy2CVUByAOQRjke3SvpfxF+wCNQvHGmeOJ4dPlbmK/sBPIq5BxuV0DdP7oxWY37EvjD+2Bb/APCQaa2k2z/6PcFWVmj4AVo9rHcAByXOfX04ZUJrpcuU1I80h1xbzR7PTppof7RZOYZFIfH8LbCckHA7elfU/wAFfg0F03T/ABF4l8m5v5EEsFlFGVhiB5VmDcs2MegGelavgX9lzwb4Rkivb60PiDWVwWvb7kA4/hTOAPrk+9evCPaAAOK0oYVQfNPciU21ZCrT1WhUqZVrvbIWo6Nampi8Yp9Ym8QooooNAooooA/mGFe6fCG1+IcnhFX8NaD4V1HTPOkxNq9lpUs+/jcM3I8zHTHb0rw5Y3ZflUkewrv/AAavw+XSAPEqeJ/7S3nP9lG38nb2++M565rWO5lPVWM/4jR6xF401FdetLGx1YMnn2+mxQR26fIuNqwfuxxjO3vnPOa+7P8AgkCAPHfjgluTpkWF9vN61+f/AInbR11y5/sH7cNKyvkf2ls8/G0Z3bPl+9np2xX3n/wSBuAPiR43Un/mExn/AMjCr6ifwH6s5yKSolkHrTvMFFjnuKVpCtHmD1o3A96YXGMlRslTbh603I9aq5JF5dASpOKXincBFWpVWkGKerCobGPVadTQw6Uu4VmULik20u4etLuFA9BVHNSA4qPcKduqSk7ElKDio91L5gqbGl0S5oqPeKXd70irj6KbuooHdH82/hD4v+MfAOnyWPh3xFfaRZyyGZ4bWXarOQAWI9cAD8K6CP8Aac+KCD5fGuqDnP8ArR/hXllOX7pq7sfLF62NbxH4n1TxdrVxq2sXsuoalcEGW4mOXcgBRn8AB+FXvCfjzxB4HupLrw9reoaHcSr5ck2nXTwMy5zglCMjPaua3V2fg7wTB4k8G+NtZkupIZdAsre6iiVQRKZLqKEgntgSE/hT3B2ijpI/2kviiMY+IXif/wAHFx/8XUy/tNfFRQMfEXxQP+4xcf8AxdMtPhHZza18KLH7dOE8YxQyXD7Bm3L30tsQnrhYw3Pcms62+G9vcaL8Q71ryUP4YMQiTYMTb7pYTu9MA5471XKRzo2P+Goviz/0UjxV/wCDm4/+LqeP9qj4tQ4P/Cx/FBPXB1ec/wDs9V7H4O2d14w+FGjNqUyR+Mre1mnmEYJtjLeS25CjvgRg89yaxbP4eQ3Xhnx5qrXkiv4clt444woxN5k5iOT2wBmlyhzo6T/hqz4tFFUfEjxSNoxxq8//AMXSf8NWfFtenxI8Un66vP8A/F1Dp3wZtbrx58K/D76lMkXjKCymmmEQ3W3n3MkJCjPzYCZ59a53S/h/FqHg7xrrTXjrJ4fntYo4ggxMJZXQkntjbn8aOUfPE6n/AIat+Lpbd/wsrxT/AODef/4qrA/a2+MC/wDNSfFH/g1m/wDiqz9J+DNvqHxE+Gvhs6nJHF4ugsZpLjyQTbefK0ZAGfmxtz2rn9N8Ax6h4D8YeIDeMkmhXdnbLCEyJROZgSTnjHlD86fKLmR2f/DXnxizkfErxPn/ALCs3/xVWF/bE+MigD/hZXib1/5CUv8AjWVpvwTg1D4kfD7wv/askUfiixs7yS68kEwGcHKhc/NjHqM1zWj+A4tU+GninxQbx0m0e/srNbZUBEgnE5LE54x5I7HO6jlDmR34/bI+MvH/ABcrxJn/ALCMn+NSp+2d8ZlUf8XI8RHHrfP/AI1k6d8C7e8+KHgXwo2ryJF4j0uy1F7kQjMBng80oFz82DxnIzXK6X4Cj1D4XeI/FhvWSTSdUstPW12AiQTpcMW3Z4K+QOMc7j6U+VC5keg/8NmfGcqD/wALJ8RDt/x/v/jTof2zPjMzBf8AhZPiAA92vn4rKsfgPFd/FLwj4Q/thxHrukWuqG78gZiM1p9o2bd3IB+XORnrx0rk9O8ApffCnXfF/wBrZZdN1az00WuzIcTxXDl92eCDABjHO4+lHKHMj0E/tl/GXdg/EnxEB/s38n+NO/4bL+M3OfiR4i5/6iEn+NZWn/AeG9+JHg/wudYkRNe0O31hrjyBmEyWrTmMDd8wG3bnI65x2rj7XwMLj4War4v+1srWOr2uli18vhxNFPJv3Z4x5IGMc7uvFHKh8yPSov20PjJGox8RvERPX5r9z/Wp1/bV+M6rx8Rte/G8Y1zmm/AuO8+I3hjwwdYdU1nQodZN19n5iL2TXPl7d3IBG3dkeuO1crB4HSb4X3/i37WwktdZg0oWvl8MJIZpC+7PUeUBjH8VHKhcyZ6lF+298aFA/wCLh62frck1LH+298aEyf8AhYWtc8c3Ga5ey+BaXXxO0fwn/bDBdQ8Px639qFvkoW003vl7d3PI2bs++O1c3D4FT/hUNx4xN1mRdZTSBabDxuhaXzN2f9nGMd85p2DmR6ZH+298Zlbn4g60wxgg3JormYvgaknxQtfCR1khZvDo137X5HIJ0o33lbd3TPybs9OcdqKOUn2kUeA07dtXjrRRWJ0DR616x8KGx8Lfi8MgZ0azP5ala0UVUdzOfwnNx/FDWYdQ8IXitD5vhVEj0/8Ad8AJcPcLv/vfPI34YFQQ/EXVYbHxPZqYfJ8RFDfZTn5ZhMNvp84H4UUUrsdkdr8JfHd74i+Mnwkj1J4I7bQ7+xsLdwAgWEXhly5z1zK/PpiuY1rxte6VN4z0a0aJ7DWbv/SGK7ifLmLoVIPHP6UUU76E2XMSWvxe1yz8SeDNbjFqL3wnFbw6fmMlSsMzSpvGfm+ZznpxWXZ+O9RtNC1/SIxCbXW5YZbrcnzZidnXac8csaKKRXKux6X4+8YXvgXxF8IfEmmiM6hpfh3T7yATLuTzI55mXcMjIyOma83sfHWo2PhfX9DQQmy1qeC4uSyHfuhLlNpzwMyNnj0ooqpbkRSaNix+NOuWPjLwp4ljjtDqHhq2t7WyVo28spDnZvG7JPJzgiug8IXQb9nX4kbnVXbWNHYLkZPy3mf50UUkwklYx7b43a7b+NvDHihIrM6h4esrawtEMbeW0cEflpvG7JJHXBHPpWFY+PdQ0/wTq/haOOE6fqd7bX0zsp8wSQLKqBTnABEz547Dp3KKV2XyrsevfAfx9qHj39obwLcX8cMb2NjHpcXkIQPKgs3iQnJOW2qMn19K8ot/Hl9Y+BtV8JxxwHTtQ1C31GWRlPmiSFJkUKc42kTtnjsKKKvoRZc1jdtPjprlp4w8PeI0trI32h6XFpNsjRsY2ijgaFS43ZLbWPIIGe3auet/HN7b+B7/AMKiOE6de6jBqUkjKfNEkUcsagHONuJmyMdQOaKKi7K5Ueq/Evx5e+APiB4F13TBBNd2/g3TIgs2WT95YCJs4IOQHPfrXlsPjq9h8D3fhQJCdPuNRi1N3IPmCWOOSMAHONpErZGOoHNFFO7JilY6G1+OWuWvjjTvFKQWTahY6QujRRsjeWYVsjZhiN2d3lnOc43dscVuw3J/4ZTvP+xxgP8A5JS0UUBJLQxF+Omtp45h8VC1svt8WjDRFj2N5fkiw+w7sbs7vL+bOcbu2OKKKKLsrlXY/9k=) | ASR 2321 x387 080701 Fibula af kobberlegering
Hovedpladen og mindre del af bøjle fra spinkel fible med rektangulær hovedplade. På bagsiden rester af enkelt flig til nålefæste. |
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kkk1xZrKdiGFoq46ZyW64z6D1Bz2rsW0uxjkiY2u3kKT5uPmwSSQDz0P59+ldD4f+Cvi3W5I71xDoUUrAubofvWTb12L35PDYI9q61/2aYbm38u58S3bPvD74oFUZAI4DMwHB5/yK5Vh8RV961h86R5zD4dkjM1xGCYYlaUKc8n0Bzxjn1zXS/DHxpdw+IEso55rS+QMy7QVwMcZJzu7DPQ54yK7zSf2fdP01SY/EetvcEcvI8LKT2+Xy/5GuU8bfDHxD4HE+r24/t7SIwZJZrIeVd2wP3m8s5Dr3O056nbWn1evR1aug5kz6J+H/xOtfFVnbw3TLb6n5aF0PCuWXPH+Fd2rcV8R+G/EyQxtqFpcecsgjEciZACgAAH8MDNex/8L2vtH02ECGG+ddrM07FWaMrnII6nIrWNWMlcrW573RXylq37XmrW9kkkdhZ27F8F3R8EZxkZODXdfCP9pA+O7lrTUtPFpNG4jeRAVAJ6HBJ498j8arnj3LPc6KKKsYUUUUAFFFFABRRRQB8Vf8FZP7E/4Z18N/2/9v8Asf8Awldtt/s7Z5m/7HeYzv4xjd+lfml8TG1xfANn9pk8fPpPmQ+QviJybEDYdmwZxu2/d9s1+jP/AAWFAP7NPhjPQeL7Un/wCva/MTxdY2MfhOznh0vwvays0eZtL1ea4uiNp4aJpmA9/lGDxxXRT2MJ/Ej78/4I7/Np3xNk/vPpyn6gXP8AQiv0buPvD6V+b/8AwRzH+g/FD/f03+VzX6O3P31+lP7RD6jd3y81+d/xR+MmrfEDx/rMrTN/Z9rcSW2nwEnYI1YjOOmWwORzyOtfoTeWzXllPAkrQPLGyLKoyUJGNw9xX5G6tda54N8daroZFq99pN5IsyuH+Z1YqXCg554I9MiuXFc3KlEqmrvQ9cs/FOo2Gl6elw13ArSLvEJ4DYz2OcdOwHPXsK3iTUtRawurnfcxPNIQFuAct8hO4c8g7SAR1rhrn40atqU0VlNolikjtiHfFMjckEAM2BuJxxxXo3wl0v4j/GvXnj0yxsNMsrLc9zPfhwI8n5FRgSW3YzyOxyOK4I+1eljbbVnK+GfBF3qmoWiLZtea3qcikR/88+gAGBwR1PHGDnpX2p8L/gnp/gG2iu51W61tkHmTfwRnHIUevbceT7ZxXQ/Df4M6b8P5pb8u1/rNxGI5bqQfKo6lYx/CCevJJwK7o226vUw+H5Hz1NzmlNy0RhvbmmC2Oelb32H2pVsQO1ejzIzuY8VuQRxV2GPbVz7Ht7ULDt9qlsD5Q+O3gG/+FOpN4n8P2SXHhq6n8y8s44cm0kb7zDHRGOD7HI6EAebp8TNM1Qrbm/Syt9glK3CFwcdgw6DOO+QRX35GvrX58ftXeDbPw78e9VmmjEkGqwwXo4GEyNjD8WQnPvXkYjDxi/aR0udFOXRlW4uvDd5e3cs2spc20h+aCJt4U7ew69QOR716Z8O/GHhjQbgWlnc2oEjfvNwERBCjjB69Me2D618/WsWmWqjy7VV7BkjBPT0zXv8A+zZ8D7b4j6l/bN6Gj0K0TYY8AtNLnscYA45/LiuCMHJ2TNn3PtnQ7g3mj2M5OTJAjn8VBq9UNpbx2dtFBCuyKJQiKOygYAqavTBBRRRQMKKKKACiiigD4l/4K122l3X7OvhiPV7+fTbT/hLbY+fb2ouG3fYr3A2F04981+X3jjUra48IW8Fvf/ao45IwoPhG104lQpAJuIyXY47EnPU9K/S//gsUN37M3hj/ALG+1/8ASK9r84PHUuor8ONP89dd+zFodv8AaHiu3v7f7hxttVjDp7En5RxXRT2MKm6Pt7/gjmwNn8UMf3tN/wDbmv0gnXLL9K/N7/gjpgWXxQPHL6dx6cXNfpIV3YOaHuQyNV/OvJfiV+zH4Y+IniT/AISFS2k61KixXVxBGrrcov3d6n+If3gQccHPGPYFUD3p9ZytLRjWh8/a1+xH8OdajsXA1SxvrZ1Zr21uRvm2j5QyurJgHkYUflxXqHgH4b6N8NNBGk6NCyxmRpZp5dplnkPV3KgAnGBwBgACuyxSGMNSjaLukU7speTSrDVvyxS7BWnORyFXyfanC39qs7aXFTzMrlKjQe1V5LetPZTWhDU1UB02Zix818x/txfBrUfGHh3TfF3h/TTf6rpIaG6SN8ObY5YMB3CNnPs5Pavq37MPWpFjC0pyU1YcYNO5+Sej6He69faXptvDJc3V5KsSQW+8yZJxt3Y2gnJ9cY5xX6V/Av4f3Hw3+Hen6ReRwx3ozJMsJ3BScAAt3IAH/wBfrXcxaTZQXkl3HZwR3cgAedY1DsB0BbGTVrbXLTpqDuatNgtLRRWpQUUUUAFFFFABRRRQB8Vf8FZNFtde/Zz8OwXes2Ohxp4qtpBcagszIxFpeDYBDHI2TknkY4PPTP5Y+N49Bt/C0EOnz+D7i7jdFMmipqgunABBLG4URYPGcc5Ix3r9OP8AgsU239mbwwf+pvtf/SK9r80vHaayvw909ryXxQ1iTCEGqeH0tLQfIcbJxIS3HTgZHNdFPYwn8SPuT/gjpJ/ovxRA/v6d/wC3NfpMrV+aX/BHib/R/ifk5bOnHP8A4E1+kyyVbRk37xaV/Wn76q+ZXxH+0H+0lqPirxVrPh3w3qiw6BpYaG5+znbJcSBTnJ7ru+UDocZ5yMc9SSpq7Ljdn2tL4k0m3k2S6pZRP/de4QH+dSWviDTL6NXt9StJ0blWinVgfoQa/MOK+nhs7C9u5vPu2ZfMkbOfvAH6jrx71yuta8VtTibHll8MSTgv3/nXP7XyNOU/WC+8YaHpYQ3msWFrvBK+ddIm7HXGTzWJ4i+MPg3wvZ/ab/xBZbCNyrbyCZ2HqFTJr8gl8UM0WWlW4EL4ijY8EZHJGe4Ar0rSdWXWrWzeWXy55SYyVbAbB9CfUdO+MVE6zjsgasfemoftdeELdVNpY6pfBshSkKLu+gLZOfpUnhP9qrQPFdsLiPR9Tt4vMaM7wmQR1z8316Z6GvjjQw8Pl+W8okidWDsWC55yQeeenHP8q7HT/EWmWsapc3KQB+WUspaQkgcAfX61yvEVCVLofZGnfG7wnf24mN+1tDx+8mjOwE9iy5AP1NdNp3i7RNXkVLLV7G7kYZEcNwjN+QOa+EJtLTUJ76O2ieFHZlaOJgcoDnc2e+emPXvWvoWg3Oi2cjO0f2i5ULIcDIU89QeTgcH3+tbwrSkrtGnzPutrmONSzyKq+rMAKerhlBByK+GbjR2ZnDRNKgQAur87cjk/pnHp061jeJFubX+x0Wdo45Cd6BmC42j0+g9K1dTyGmff6urZwwOODg06vzg+FOtalousW17a6hdWE11ZkhIJWG/a65J7buG/DNfU3hP41X9rfINXn8zTV+Vy6BpAOgYFevqc9qn2yvZi5lex7zRTY5FkjV1OVYZBp1dBYUUUUAFFFFABRRRQB8Q/8FctDuPEH7Ofhi0tpbSGX/hLrZt17dxW0eBZXv8AHKyrn2zmvys8ZaLb6X4ZgxpunW8yuiNcWfiaC/Zjg5/cxuxAJ79BX6h/8Fjv+TZPDH/Y4Wv/AKRXtflt4o1S0uvCVnbxapodxIpjLQ2Whi1nGF53TeUu7Hfnk881vT2MZ7o+8P8AgjzJ+7+J47f8S7/25r9JhJX5qf8ABHzK/wDCzgen/Eu/9ua/SZa64r3TmqfESTTP5LhPv7Ttz64r8idSkudJ8W+JEubcx3cN/OLlZAd24SsMH6D+dfrmBXzf+0p+yHb/ABYkm1zwxcQ6N4klBF0kpZYL0Y6tgHa/uBz39a5sRSc4rl3RVOai9T4f1Txwy2dggcCWWcp5Y+Y43nJNcvd6oLhb9I0Xyo5sfdO3AGSTwOuP1r0Xxz+yd8XfCP2R18I3WqKz7Wl0qZbojBHO1csgPXpjk5rLtf2Yfi5b/aTc+BdTggnkZ1CtHKQg9QrEgnP515/sp22Onmj3PKZJLiOJZprYxxu28JGeThSAM9sn+ddP4a8UvcTKbma90/ZuTzdgZQCPXnGeh9jUnjLw1rHhWQ6Tr2lXmmXmNwS5haJmXONwDDpk/wA6wtLvpCrQ+b5IiCqslwhUFRyATnA7jms+V7SRfQ9g0PxI1zDcrd3iRtEVi2yKN+euT0+uc1v6LrWkG4uP7R1PThsIASaJCyKvPysCMdc/gOa4bQ4ri8sDcCzikRiqkk+Yq9FwuBg9yOnB4qxqFw8LJI9spZRgfKyg8/dKkc4B5HoK55JX0Erntnh/W7BL8GG6heNiFguEIwM4PIz04Gceld3qniTTktYpZ4Hjh2xsWkbAD8AkMewJP9K8M8N+I4bqwgS9SC2Ckxl2G0LjBDD6Zbjjg/l1mqa5LdaC9umorcJCyIs0bYcfvAPlyR65yD0x1rRSurCa1PUJL23htxvZiGIWJnBCKCenvk4rn/Hn2Zv7NOxmMbPtkVQxiIUFcg8njIwMmvMm8bXtzLxMwgFxJHDcsu4sc42gngYUnHpmpPEXia6j0O60yYibzXkkSaPO5RxhygAIHTkdDSlJvYaVjnpvEV14ZvNMltyvmxnbGN2YmUJk84785H417l4D8UR+L7nSpZgtvLKIpZI0VtuDgnB6dVHHvznFfKF7rCyizVLr7XAZMCbymDQsRjGM5xn09TX2D+xp8L9f1Gxs9R12zlTRoHdojdwbDNhvl25wSvA7duvIpKLk1oDtuz7M0feulWYf73lLn8qu5qNelOFepYhMkpaRelLUGgUUUUDCiiigD4j/AOCt/hvU/FH7OHhu10mylv7lPFltK0cIyQos7wE/mR+dfmF8QY/EVr4HtLfVW8ZC2ieJPK1i78yyVgpACp2x/D6Cv0s/4LGZ/wCGZfDGDj/isLX/ANIr2vy58UWunx+DrOWCy8Lw3H7vMum313LeMdvO5JJGQZ74UYPTArop7GE90fc//BH35pPicOwXTsfnc1+lCrX5t/8ABHhS0nxPOONunf8AtzX6VrHXRGVonPP4iNVp22pRHTtvtRzEogaPPFMa3HpVrbS7aXMFjjvG/wAMfDfxI0s6d4k0e21W252ecnzx5GCUcYZDjupFfKPj/wD4J0NNdJd+CfFX2CQTOTDqcZIETDhN6dcc4yvQ/jX2/wCXTvLqJcs/iQ02tj81m/Yw+LXh2ScJpNjqhY4+06bfxox4HIWQp1I9BxVaP9mX4tyblfwrdTSn5is09uASP9rzMcj37dK/TPyR6Unk+1cksPSka+0kfBOk/si/Eu9sEkNtpOjXs2DIbu/MjJjGOERlz7gmvUvAH7Ht1Hal/GfiA3MzSA/ZdLYmNUX7qiSRQcZwSNo5Hua+pPJ9qesIqo0aUdkJzkzzXQf2ePh/oUNskHhq1m8jlWui02T3JDkjP4V11r8PPC9rIJIfDekRSYxuSxiBx6ZC10KR1Kq4q3ZbIaT6mZY+GtK06RntdLs7aRvvNDbohPfkgVqquKUCnVNzRITbS0tLipLSAUtFFSaBRRRQAUUUUAfDP/BYCwudS/Zr8LwWlvLdTHxfbERwoXbAsr3PAr8v/Gk0i+CbS3lmvvMQxAw3Hha3slUhcEfaUYu2PcfN1NfqD/wV+1O70n9m3wvcWV1NZzjxfbAS28hRsGyvcjINfmL44mu7jwNaz3H25zJ5LGS48XW9+rErnP2VRvU/X7vQ1vT2MJ7o+3/+COafL8Tz7ad/7c1+le2vzV/4I5N8/wATx/s6f/O4r9LK0MZbibaNtLS96VyRu2nbadQKVxAFpwWinUikIFp2z8KVadUlpDfLpwSnUtTcqyALS7aN1LSLCiiigY5aWmUVJSkPopBS0iwooooAKKKKAPhP/gsVDJN+zL4ZWNGkI8X2pIUE/wDLle1+Xfip9P8A+ELtBDP4ba6URBksdPvIrsfLzukkQRn3weT0r9Uv+CuniTVvC/7N3hu70fU7zSrl/FttE01lO8LlDZ3hKkqQcZAOPYV+QGtfEXxT4ksfsWreJNW1Oz3B/s95fSyx7h0O1mIyK2i7Iykm2j9E/wDgjldf6V8To8/8s9PP63FfpmJh61/Nx4Z1PxFp2+XQp9StxJLHbu+ntIu6R93loSvVjtbA74OK6KPxt8Qiq7NZ8REMZQNtzPyY13S45/gXlvQcmtE/IylC7vc/omEg9aXzB61/O3/wsT4iQxtK2v8AiRI44VuGY3c4CxMQquTn7pLKAehJFWv+FhfE77R9mGueKPPNwLTyvtVxu87tFjOd/wDs9aL+RPs/M/ob3j1p3mD1r+dyP4n/ABHaFZF8SeJDE8bTK4vbjaY1JDODu+6CCCegxVkfFL4mwKf+Kl8UIFEWf9NuBjzBuj/i/iHK+o6Uh8nmf0OeYKcHHrX89EfxX+KfmiNPE/isSNJJCEW+ucl0AMi43dVBBI7ZGakX4y/FNYTL/wAJb4rEawi5Mn9oXOBEXCCTO77u4hc9MnHWizFy+Z/QpvHrTvM96/nx/wCFwfFszeR/wlXi7zvOS3Ef2+53ea/KJjd95h0HU02H40fFWaJGXxd4sdZFkdGXUbkhljBMhHzchQCSewHNLlY+XzP6EN49ad5nvX89b/Gj4pQxu7+L/FSKkaSsW1G5ACPjYx+bo2Rg98irS/Gb4trMIR4r8XLL55thH9vuQ3nL1jxuzuGRlevNLlKt5n9BYkHenbx61/PpD8ePix5IkXxp4sMRiM4calc4MYYqXzu+6GBGemRip5Pjl8XY2VT4y8W7gY1x/aVycGQZjH3urAEgdx0o5AP6BPMFLuFfz7n44fFmRQR4w8WEM8iDGoXPLRgNIB83VQQSOwIzTV+OnxXjUu3jLxYsaxCcsdRucCMsFD/e+6SQM9MkClyFH9Be4UuRX8/A+OHxcE3kDxf4u87zhb+X/aFzu809Exu+8fTrTovjp8WZoUePxj4seNo2lDLqNyQyJnc2d3Recnt3o5GFz+gdaWvj7/gl74q8SeLvgFr954o1DUdS1BfEsyRy6pNJJKITZ2boAXJO07yw7fNnvX2DWT0ZstgooopDCiiigD4O/wCCyX/Jsfhj/scLX/0iva/HBj2oorSOxLPS/h/rR8O/DvWtTWMSvY+ItGuljY4DFEvWxn3xVez+Lk1otsv9nxv5L6q4/eEZ+2wCFh0/gAyPX2oorS7SMlFSbuaWn+O4Na8K+K0uvJs5Y/DllplvG0nNw0V7bH5Qep2qzYHQKaWP45Tr4mj1k6VGXTxIviLyvOONwx+6zjpx1/SiilzMXKrsl8C+KTrWmXGmvCIV0vw1qUKybs+ZvZ5c47Y34/Cs+4+LktytyG01V85NIj/1p4+wwLED0/j259s96KKd3YOVXOg8G/FKDWvF2npeQw6Zbrqesaq1xLOAoN3bKvlnIA4MIAPff09ebm+KzzaHPpo09VEnh+PQvM83sl6l15uMd9m3b75z2oopczDlVzt/APxWbxZ8VPD1q2nC2/tHxdpGob/O3eX5P7rZ90ZzvzntjFctafFZ9Dhs7H+zlmFhbaxZb/N27/tsLwlsbeNm7OO+McdaKKd3YXKuaxW1L4qnVbHULQ6eIxeaVp2l7/Ozs+yiIb+nO7yunbPU4rsPGnxhg0X4oarLZ28Op2dj4yvtbhuIbgbLhXcKFUgEYwgIYZzu6UUUrsfIrnJ2vxXaDQYNM/s4OIdBn0PzfN6iS8e583G3tv27fbOe1dj49+I58K+KpbQWP2oSf8I3qe/zNuPs2nr8nQ/e87r229DngoqruwuVXsYFj8bDZtaE6Vv+z3WsXX+vxn7fbpDj7vGzZuz/ABZxx1qz4u+IFvp+jwWNqIr4ap4TsdNlkjmBNs6XUc5yADz+5C7TjG/PbBKKm7K5FdEsfx8K+JotZbRVLp4lt/EQh+0nGYxjys7e/wDe/SpbvxkfDHgHwhOIPtBvtH1awZd+3Z5s7ru6HOM5x3oop3ZLik0fqD/wSv8AFR8Yfs+67fG3+zeTryWGwPuz9n0rToN2cD73l7sds45619lUUVg9zoWiCiiikM//2Q==) | ASR 2321 x388 080701 Fibula af kobberlegering
Kort ligearmet fibel, komplet, men usædvanlig lille, 3,1 cm. På undersiden store dele af nålefæste og -skede bevret. |
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) | ASR 2321 x389 080701 Fibula af kobberlegering
Næbfibel, komplet. På undersiden enkelfliget nålefæste samt -skede.
Oversiden ret "rå". Udsmykket med langsgående vulster, men uden hverken tværmarkeringer eller indstemplinger. L: 4,3 cm. |
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) | ASR 2321 x399 080701 Fibula af kobberlegering
Kraftigt korroderet og afgnavet fragment af en fibel med hovedplade med rest af bøjle. På bagsiden svage rester af enkeltfliget nålefæste. |
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Z8H4d3jTTUjmaOJrlXkPYKG3EE9zgYz71x/hPWEa2byowRDIzbANmS/GSc9QAAMeprqfg/btdfFjSbKScrDKd2I1BBJBIz+lQk7mj2PVPj9rl22tLo/2VINMVC/nbsyMokBYEZwMEfLz/Ee9eUzaa+reF7kIoMaThnkB5DAfLtOeTg+nrXrXxgs7nxHrOo6qkim0gLW6xMQoypO7aO+SCM9eDXmasf7NmtFIs0RWQySOAinABbgfe+Y5wOh6VMZaEHM2E1zZ6bG1vCsT/cFuW4wMgscjnJyfrXlvxQ02S11K3mKKsm4GVRkjLde31r1MatYWenzWVhIZJJkCTTytuYsS2/02pyCAOeO9eaeN2m1LVEtnPz3BynzZBA68jp7e/41qtNRxfNsdH4Jmg0+689o2Y+UrAZOVBxzx74r1XT9NkvNWjw0WYVFwp3qqqflLZLHlu5xk9eK8k0C3eCadZS2+ZYokiwAzlicHJ6cqOeOM4r07T57iFENn/rGkjheYfMZMsBwW9SCMdsD1rLc2P0t+Bt4J/AtjF3SNWx6ZGMfTj+vevQ6434W2sNn4bgjt38yAImxvbFdlXdSvyK558twooorUk5f4nf8k/8AEX/YOuP/AEU1fzm3wK3EgYc56V/Rl8TyV+HviQg4I065I/79NX8598oW4kwQxBPOeOvWumnsJnsfwt+xL4Pg+0/HefwFKZXJ0WODUHEfPD5gBT5uvr60VjfDXXfDtn4fWHUvg/8A8Jteeax/tIahew7h2TbCQvHr1oro/rqcct3/AMA/oOooorzjtCiiigBMUmKdRTAbtr5R/b/8MTal4O0PVLZ4Y3tWnhk3j5mDKpUgdwCp/wC+q+sK+T/2+dfgs9D8M6ey752e5u+h+4qLGVJ6YJlGfoKzqaxdwPlrWpdQl/ZMu7AW7tc+WyjbwzsbldpUY6HLEj0x618x/DrSWks1fILIfLkWTk8HBFfY99p8OlfDPQ9JmdpTIFjZto2lt6sSfdQyj1PPpXjEnhe30fUtcsUjMLWl20TSKBuQsMr9R8y+3FeaqnKmj0FFHM6DM0lteyeUT9nbnBA+bp3PPGTxXpHw3f7L418PX0Fu5tYLlZJHkZiVXCqu48AgEt27e1cVoOlz2941v82+aNy5ZSYx+7JY4x169fau60K9dvCrW7vNHJIoWNlwBgAsWGO4yW+p98Vq3Z3J8j234jRrZ+DdSvpVFxp6SHbCzBWmYqzHLkjAyecdeR1NeD2/2PXmvbq5sZpYniyG+0nYNvUgYyewABP3Qfp7F8UrryfgxYmRcCScCMYI2r8wb65+cD1yK8p8P28H2X7LDMHntYY5nihjw4UnLLnnnkgj8etZ6J2uZSh7SOpwuseH4F1x9PYParO4lFwsi/IrZ2ODzkHHTOfmyT6c58QlXT/Hrzxuph8tZQjNxyoU7fbcM+2a6jV2/tKXT2MCxXkxjk+zOpYqQx2nkcZx+Az0rz7xp9o1HxJp91tLtFcKmdowAGwfr7n1z6VtqZ06bjO9zrvh+sT649zLFNK6uMLEM/NnAGO+fwr1PR7FdUutFnZsMJY55V/hj2uOvoGC8Z5O71BFeafDOyaTxJKiTrb7VDrIxy2c4YAH/ZLfiRXsVvbwXXiLSdMgVLaCS8jcQkbsopBAxjPQHC9DuPrWb30Os/Rf4X+SvhyFImDFUXcc5OTk4PocEHHvXYVy/gG2WHTJZEDBJWVgGxgDYvAx2rqK7qfwq5wy3CiiitCTlvig234d+JD6abcn/wAhNX85d+2bh+4ycZr+jT4pf8k58TcZ/wCJbc/+imr+cy+4mcECumnsJnuvwYvvGNv4LhXR/jxpvw/sPNk26LdaxeW7q27l/LijZQGPOc5NFcT4D8T/AA20vQFg8T+AtW8R6p5jFry1177HGU7L5fkPyPXdz7UVvf8ArU5JR12/I/odooorzzsCiiigAooooAK+If2+fE1lJ4n0jTHcP9h09pLiMDDfvJFIHI+biMce/Wvt6vjr9u74aeZc6V41t+RND/ZN0mTwwLSQvgDJ/jB+i9c1E03GyJlLlXN2PLdLmt9Q8DeGLWV1muTGksbN8xcqSfN57kZHp+deea9pd1bXXiOeWMXE1xfTTKGUghAVKA9goDn9Ki0LxdH8PvElp4e1xBb6dHbf6DqW1jsbzC58wAE43HAwOmAa7L+1H8d6hq0mmCNoZrQhrhQdixbeSR2JfAzxjO3HevFmnGVmehGXNBSXU8RW4vNLPmxXCiFhlnOChc4EgUn0+6T/AJOh4f14WetojXMktoYSZFGDlN2Si57nB/SqGt2ySQDT5j5kduHRShOEZ3UlQOnT60zTLy28P6n9mt7WO5CPw0hAw2BksfTAP5+1du6uHqel/tLeI9R1Czt7ZJPLt1toZVt1JzEz7hyR9APbC+pqp8AYo/BdjDJrNtu1HUFO07xJjd91gOxClie/NcBr1rquuO7zXJvbJ5yoSEsHijwSqk9x82BgdBUXh/W9St9LaZpNkVkFWDJIIGMZ59uO3es3F290as1ZnsHiPwmt38QjqCR7zvikTd/dHXAHTnnn0NeQeMvCen+H7JZWuxeXjzEweWV2hQfQcD5v1FbGsa1rtnpttqV1qci3MkYmghB3P0BQnrnjnHbIzXO2+j6pqD/aNYvD5YRnlimU52tlf4R1OPrxUqMurK03KvgO9+y6vdyCFXk2KVJIDe4Hpx37V9NfDjwy2seJtFuQiy3UNuJdmBiXGB8xx8zb2XPPbOBivO/h/wDCtLTa09uTJMpnMMynzAu1evIOCHGFHXnOMHP2N8AfhvbXz22sz26Sp5eLR9oAgjDKcADuSCT06+9bpX1Ry1aqj7q3Pf8Awhby2vh2zWYgy7AX29M4xx7cVs0iqEUKowoGABS13JWVjAKKKKYHMfE0Z+HviQf9Q25/9FNX85d//wAfEn1Nf0cfEZfM8BeIl/vafcDn/rk1fzkaguyZ88cmumnsJnv/AMErv4oWXgOJ/C/xG8L+FNGa4l2Wmq6vZ202/I3nbKN2On6UVwXgnUPhQPDMFv4ytfGlzqkc0jf8SW6tY7YIcYwJI2bdwM89qK35vP8AM43HXb8Ef0MUUUV552hRRRQAUUUUAFcp8TPh3p/xP8J3Oh6iWjVz5kUyfeikAIDD8CR9DXV0UAfBHx2/ZM8Rwtpr6fYw3thHF9ke6gIbZltyuygAg5LDIGBnPGcV5J4Q8H/Ef4S2ky2mnz3MV20iET25MKNtygDHnkgkqDzgYxzX6pVW1DTrXVbV7W9torq3kGGimQMp/A1zOhFp2HzS0V9D8c5odZl1Blm0q4W9ju3aUzQmJSnOSQRgDPHt+eLml2MMl414XW5Vl3I7qBuYrhUxnrnIPb8K/UTUP2efh3qUjyTeF7VZGOS8MkkR/NWHHNfIP7QnwMX4O+MLPUrW3km8IXVyJreYxs/2eUAn7PKy84ODtYjJBxklc1lKnKEbnRGd3Zniuk6FejR7qSaMRTtb+ZukB3c4YjbnryvbjB+tcPY2t39oEbLGbZjvZZRuAUZ6+/19q9r/AOEj8O+ItNe5vC9lZjFvNEo2lCQWcj1PGQ2SPmA61m6Dpkeoaff+J47QeRcNJILPYSAxBKxgkfMTgHjrx0rD2ifQ21PLtWfVLi3haG2luy0SxCaNdx4xjjHH1rv/AIefDDUNUkSXVpLextlaOe8gZiZhCRnLZ4QZOOeu7jtXafC230fwroq6x40nkS7e7FtY2kqks8u7OFTsFLDtgZOeprr9N8eaVqfiK+FnHIku5rSb7bDueeRSSzopwuxQcFi2OOxPOTrcuttCKntLctJXZ6V8J/C+leIbi81eCyeS93PAHwoG9XBUgZAJGV5PHzADjNfS3hPQT4f0mK3fYHA+5GMLGP7o9frXI/BPw9bL4N07VpLQxXF4nnpuG0FDgq4QdNwAYZ557V6TXo0YuylI8+NNxd57hRRRXSaBRRRQBz3xCz/wgviDBwfsE/OM/wDLNq/nI1h/Mvp2zkFzgnr1r+jj4gf8iL4g/wCwfcf+i2r+cfUNpumDlgu/lgMkD2rop7Mlnv3wKX4uf8IKh8Gad4RudF+0SbZdYi0drjfxuGbr95jpjPHpRXnfgLT/AITXGgiTxjr3i2w1fzGBg0bTLeeDZxtId5lOeuRtorov5nJKOu34H9D1FFFeedoUUUUAFFFFABRRRQAUUUUAFVNW0my13T57HUbWK9s512SQToGVh7g1booA+b/i1+yXod5p7X3g/So4b1T+803evlzA91L/AHSDyRuAIz3rzDw98C/jF4T8RaTcxabp9xpVpArrDE0KlXH3lIbdjdk8KB04IwM/b9Fc08PCbu9DVVHazVz5A139mvxL8VtcttR1qzj0fVLdFY3mxPJWTAXcqZJfAG4KSAvTLZNdH8O/2O38P66s/iHWU1OzjgktitsGRrtHDA+buyQfnPQ9hz6/TlFT9Vp2sWq84/DoMhhS3hSKJAkaKFVVGAAOgp9FFdZzhRRRQAUUUUAc/wDEBgngbxAxGQLCc/8AkNq/nD1Rv9Ik/wB41/R18RW2+AvETZxjT7g/+Q2r+cPUmLTyd+TW9PZks+hfgXo/xLvvAkT+FfhH4Z8Z6V58m3VtU0WG5mL8Fk3uwOF4GMcUV518PfCvw71jQVuPE3xG1DwxqfmMDp9toL3i7Rja3mCZRk+mO1FdKfn+JyNa7fgf0PUV+Bz/ALVHxYfGPiL4mz7arP8A/FU0ftUfFmEk/wDCxfEzNjvqs5A/DdXN7J9zr5j986K/AVf2rfizG+5fiJ4nz/tatOf031H/AMNWfFr/AKKP4o/8G8//AMVR7J9x3P3+or8Al/at+LQxn4keKAMf9Baf/wCLpB+1h8XAv/JSPFB/7is3/wAVR7J9wufv9RX4BQ/tWfFsSZPxH8UNnt/a8/8A8VTh+1j8XFVh/wALH8TZ9Tqs/wD8VR7J9wufv3RX4D2n7WPxb+1RZ+I3iZhuxzqsxB7f3qg/4ar+LTE5+JHifGP+gtOP/ZqPZPuK5+/9FfgA37V3xZbJPxG8UZznjV58f+hVE/7VHxZYBT8R/FH/AIN5x/7NR7J9wuf0CUV/Pz/w1R8Wlx/xcfxQMf8AUXn/APiqlb9qj4sta+U3xE8TE5DBhqs+76Z3UvZPuFz+gGiv5+pv2pPisUwfiJ4mDFQP+QrOCMf8C61Ub9pn4qMvPxE8TnPUnV5//i6PZvuO5/QhRX89o/aZ+KEeSvxC8TA4xj+1rjv1/jqOP9o/4pTSbE8f+J3kduANWnySf+B0ezfcLn9C1Ffzyy/tG/EsSFV+IHiaRQf4tVnHT6P/AFqH/hor4l4/5H3xIec/8hWf/wCKpezfcLn9EFFfztN+0F8Rm+9478RH66rP/wDFVFN8efiDMoDeNvEBH/YTm/8AiqPZ+YXP6A/iZMsXw98SEnGNOuD1/wCmTV/ONfSKbhiFyM9DXTX3xc8aahA8Nz4s1u4icFWSTUJmBB7EFulcg0m48/yrSK5VYR9BfBGx8VXXgpRo/wABbD4g2TXDqdcn0y+nLHIyhaKVUO3jjH1orw6x8U61o9sLex1a+soMlvKt7l0XJ74B60Vpz/1c53Tbd9P6+Z6HqngGGx+G/hfxJHdvv1nUruweFo8BBCISGBzznzjxx92ty8+B8Fr8T/iD4UOryGLwtY396lyYBuuPs67gpXd8u71ycUUVr2+RHM9fn+hyl94CSD4T6T4xW9ZnvNXuNKNp5QAQRRRSB92eSfNIxjtXUT/AeCH4veIvBJ1iUjStLudQS7FuMymKyNztK7uMkbc5PXNFFJdBuT1+f6HIr4BQ/CE+NPtjeYNcGkfY/L4wYDL5m7PXjGMV1r/AeBfjTb+BBrMhim0tNR+3fZxnLaf9r27N3TPyZz059qKKS6BKT1+Zyun+Ao7j4R6x4yN8VmsdYttKFp5fDiWKaQvuzxjygMY79a62z+AcV58XvBPgv+2ZFi8SabY35vPs4JhNxbiUqF3fNtJxnIzRRQhyk1f5/kcj4f8Ah6mrfDnxh4pN+YpfD1zYwraiPImE7yKW3Z42+WOxzntXS3PwNhj+IHwx8OjVn2eMreyuHn8gZtftFw8WAu75toXPUZ9qKKOgnJ3/AK7GDYfDKO+0j4jXjagY38JrG6x+V/x87rtLfB5+XG/Pf096s3nwlhtU+F7nU3YeMovNk/c4+y/6ZJbYHPz8Ju7dcUUUD5n/AF6FiH4NRT+K/ihpDasyr4NtrqdJzDxcmG6jgAYZ+XIctxnGKzNR+Gqab4K8Ea8t+ZZPEs93AYNmBD5Mixghs853Z6DFFFAuZ/16HSX/AMBYLf4sfEPweNYkaLwrY6jepdmEA3H2aIuqlc/LuxzycVx03gGNPhFY+MvtjmSfXJtINrsG0KkEcu/dnqfMIxjtRRSY1J6fI7H/AIUDat8cr7wCNYmNvb6ZNfi98kbmZNON3t256FhtznpzXH2vw7huPg1qPjX7ZILi11yDSRabBtZJIJZS+71BjAx7miihpaijJ6fI7DT/AIA2d58avA/gh9WuEtvEOnaffSXYiXfCbm1WYqFzghS2B7VyHh/4dwax8LfGviprySOfQLywt47dUBWUXDTAknqCPKHTrmiikCk9PkdNH8EbCT4hfCbw62p3Hk+NLTTrq5uNg325uZ2jZUHfaFyM9c1j6T8KbTUPDHxO1Jr+ZZfCRg8iNUGJ992sB3emASeO9FFOy/MXNK2/b8zf0H4C6dq/ib4MaZJqlzFH47iWS6kCLm2JvJYP3fr8sYPPcmvHtWsxpuqXdorb1gmeMMRgnDEZ/SiiploXTk29f63K7MO/PGOvSiiisjc//9k=) | ASR 2321 x400 080701 Fibula af kobberlegering
Fragment af rektangulær pladefibel med ramme. På bagsiden rest af enkeltfliget nålefæste med lidt rustspor. |
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) | ASR 2321 x406 080701 Fibula af kobberlegering
Fragment af fibel, bestående af dele af hovedpladen med cirkel-punkt ornamentik. På bagsiden rester af dobbeltfliget nålefæste. |
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) | ASR 2321 x415 080701 Fibula af kobberlegering
Pladefibel, nok oval. Fragment. Fin dyreornamentik på forsiden, Rester af nålefæste med rustspor fra jernnål på bagsiden. |
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) | ASR 2321 x417 080701 Fibula af kobberlegering
Fibel med rektangulær hovedplade og rygknap i form af affladet top af bøjle. Fragment med hovedplade og del af bøjlen. Hovedpladen med dyb kvarvsnit mm. Bøjelt er med affaldet, cirkulær top, hvori der er indstemplet en prik-cirkel figur omgivet af dybe prikformede gruber. På bagsiden rester af dobbeltnålefæste og rust fra jernnål. |
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) | ASR 2321 x423 080701 Fibula af kobberlegering
Korsformet fibel. Fragment bestående af hovedpalde med faststøbte sideknopper samt dele af bøjlen. På bagsiden rester af dobbeltfliget nålefæste samt en del rust fra jernnål mm.
Passer formentlig sammen med x452. |
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) | ASR 2321 x426 080701 Fibula af kobberlegering
Bøjlefibel, foden, fragment. Rester af nåleskede på bagsiden. |
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) | ASR 2321 x430 080701 Fibula af kobberlegering
Den ene arm fra et ligearmet kors, en såkaldt Råhedefibel. På oversiden rester af fureornamentik, hvis nærmeer udseende ikke kan afgøres. På bagsiden dobbelt-flig fra nålefæste.
Formentlig samme fibel som x464, jf. koordinater. |
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) | ASR 2321 x431 080701 Fibula af kobberlegering
Fibel, spinkel og smal hovedplade og bøjle. På undersiden rester af enkelfliget nålefæste. Store dele af overfladen er væk, men der ses dog et lille furebundt nederst på bøjlen mod overgangen til hovedpladen. |
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) | ASR 2321 x432 080701 Fibula af kobberlegering
Fragment af fibel. Formentlig en oval pladefibel og dermed fra YGJ. På bagsiden nåleskede anbragt helt ude ved den afgnavede kant. På oversiden kun få rester af "ornamentik". |
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) | ASR 2321 x449 080701 Fibula af kobberlegering
Fibel, fragment bestående af del af bøjle med tværstillet kam, samt fod medrester af nåleskede på bagsiden. |
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) | ASR 2321 x450 080701 Fibula af kobberlegering
Hel fibel, trompetfibel. Nåleanordning mangler. |
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) | ASR 2321 x451 080701 Fibula af kobberlegering
Fragment af fibel, bestående af fod og del af bøjle. |
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) | ASR 2321 x452 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af foden og del af bøjle.
Passer formentlig sammen med x423. |
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) | ASR 2321 x453 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af hovedplade og bøjle. Spinkel, rest af bagudvendt knop. På undersiden enkeltfliget nålefæste. |
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) | ASR 2321 x454 080701 Fibula af kobberlegering
Fibelfragment, korsformet fibel? Del af hovedplade og bøjle. |
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) | ASR 2321 x455 080701 Fibula af kobberlegering
Fragment af fibel bestående af fod og bøjle. Foden er helt flad og nærmest dråbeformet. Rester af sølv eller fortinning på begge sider. Bøjlen er høj, tagrygformet og med hul bagsiden. I kanten mod den manglende hovedplade ses rest af nålefæste.
Fibeltype? |
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) | ASR 2321 x464 080701 Fibula af kobberlegering
Råhedefibel. Fragment bestående af den ene arm. På forsiden ses antydning af furer samt begyndende huller ind mod midten. Iøvrigt ellers usædvanligt tyndt i godset.
Formentlig samme fibel som x430, jf. koordinater. |
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) | ASR 2321 x466 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af hovedpladen og lille del af bøjlen. på bagsiden rester af enkeltfliget nålefæste |
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) | ASR 2321 x467 080701 Fibula af kobberlegering
Korsformet rfibel, fragment bestående af hovedpladen og del af bøjlen. På bagsiden rester af enkeltfliget nålefæste. |
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) | ASR 2321 x468 080701 Fibula af kobberlegering
Korsformet fibel, fragment, bestående af dele af hovedpladen og bøjlen. På bagsiden rester af enkeltfliget nålefæste. |
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ilb34nZRqX92R88aHJHpzPI0MgnEZSK6hbcFP8AtLngdOa9k+G8lh8RvBt7YteiDW7eVUgWTAlZTyZAOpAJAPbpXj0amHzIlYTFnUl8H5FJIYk9RnFZ9tf6h4b1yzvNMnlt5I5FnDxn5omC5OPbHX2ry2egj7C1LRLvxd4TGla3aRL4ssWZbW6DEG5QKNmfxyfcMDXT/CbU5vFXh/U/CuvL5+p25eS1umb95/DkZ/vDa5HqAfQ09prj4hfDPQfGOjyW664sUc1yYeUDoBkY7DcoJHcH0xXPeKLl9W8M2/iXSFXSvEunKs08K45PO/PqMlj7c/UvYz3R3PgvxNF4I1qfT9Vv2gidfs1tPIdjBj8oVc8mRtifU7fU5+i9KmuL7SbSS5DQybPnRRt59cdRnGcHsa+HNe8dWvxK1bQ7G8hXT9Usrv7TNKY96BonVgrjtu3YJOfu819V/Djx8dW0ufTppZJb6yYIGUF8gjOMnsMjryAa6KcroxlGzuj0y0JWPy2x8vQg5Bq2n3RXOWmsC48l9wKqrbtueGGRz7dePYV0FtIJoUdTwRXqUZuUbPocFWPK7kmOaY4qWmPXSYFZhWfrX/IPuP8AcP8AKtFutZuuj/iXTn/YP8qsZ/Pt4+UyeM9cONv+mzcf8DNaHw3vPAlhcXp8b6brepQlVFsujXUcBVsncW3o2RjGMYqt8Qgf+Ey1obQuLubKjGB856Vu/BrVPEunahqJ8N+CLHxpM8aiaG90X+0hAoJwwGDsz0z3xXlfbOjoVviFd/DnU7G1TwVpXiLTr5ZMzvrN7DPF5e3+EIikHPcnFFdB8adY8Y3ejWUXiH4dWPgqDzmxdWXh/wDs7z2wP3ZbaNwGM4oqam4R2P2bUYpy9QaCKQV6IEocc07dUY9TRuoEWUbb34qVZAoOapeb3pfMNAF5Z6etwOOazvM+alEvagDVSbk4OPSquuaPp/ijSLzStUtY76wuozHNbzDKup/r79QahEnTPNTRT460CsfnX+0P8Jbn4H+OI7qzgnvNAnPnW0rMCSAR+6YdDg8EnsQe+K8iuNQke1uJtQWFrmaXassOV8tcZIwOv3sZ46V+o/xS+H+nfFLwbqGgah8gnTMNwAC0MnZh/I+xNflt458I6p4F8QXmiaqnlzWNx5MgI4J6hvoRg+nNePiKXJK62Z6FGpzKz3PeP2Q/ijc6Povi/SZH+0RxRxXUTSA7SeIyCR7FT+Depz9AeMbO30bR9P1zSlS5srhxNOFx5pVvlwQBg/KwwTxk18GeAdT1DwbrU72r+UlxEYLgpkhomwcj16Aj6Cvr74R/GnSvFF1b6LdHPnTfZGt5ejRyZKyAdRhxg4HTsO3OtdzV3uVNV0c/DPx/beKdJhXVNH1KUQzQr1MRKnqDjcCCM19MWc2m6XZQa9o6GWwuWUyRwjBUcjdg4HAP44rzvw7psOkrdaLrcC/YL8yPaTPH8qPn5V9uFGPcdu7/AAT4ml8O3l74L1WMIGkaSC4lk2rtLDgFsdycdeABzQtyXqexaOtnBqF2yyqySSb1+c8EgE8emNn+TW9Y6x9hvbe0ZTJDcSGNJM8o20tznqOMV5hpcqeGfGFxZXd+jQ6iFlgjbnYx4IB7gkcfUCvSo7eF7VEYASK5dXXk7gRyP0rpjPl1iYyhzKzOoqOTmlVsqD1pjH5q9pa6nlkbdaydfb/iV3J/6Zt/KtORqxvEcmNIu/8Ark38qoZ/P/48WSTxhrbPgt9smyex+c103wXsdRvbzU00v4hWXgCQRp5lxfX81oLgZPyqY1OcdefWuX8byNceKNVdzy1zJ+HzGtDwB/whEdxeDxqmuPb+WPs/9iPCH355DeYCMY9K8z7Z0PY9V8SfDHUfFlrHb618fPCusQRvvSO+1q6mVWxjcA0RwecUV5n8SG+HH2G0HgqHxLFfCQ/aP7ce3ZCmONvlgHOfWinKUU9Vf5kq/c/cNl4xSFam20Fa7RldQaD7VMVxURjO6gYlNZttPZen1qOT7tIBvmUeYeOcU3b8uaY3egCwJS2aeJenNU1bbS+YTSGX/O3DrXzr+1v8A5viZop17Q4t2t20apNDGAGuI1bIYerLzx3HHYV735h5p3mkDrUzipx5WOLcXdH5Q28r2N9ay3ECyvDlGhkc7gBkfXGDj8q2pP7Ogazk06S6hlkdQuTgo24HYrgHBJ/n9a+sP2mP2ZT49mHiTwtBDDrS/wDH3aLhBdD+8vbf9cbvXPX4+utPvdF87SL+zZZ45ztRlKtvBAwcjrxyPpXj1Kbpuz2O+E1JXPuL4L+Nm+KHgF9E1uKSO+sLhA05cEzLltpPTaTjGR654PNdz4n8LyX2m2uq2kmby1UCWNyZAVDHcM5zxgHqcFQa+R/2efHy+FfiNb2byNNZaj/ol7aEh1XAIQxseTg88e4PWvuHzbO3tUupBsjZTEzhvl9AQe4x6c+1ZeQ33Rw3xO1iFdL0vxLJAss0UACSwkExtgEOVOAduc4I7V7P4K1Qat4ds7nzPtJmTLyR4xnHUc9On6V5XrlnZ6hpd7oM86L8heBShKMpBYgbfQIf8muq8H26/DvwfoemySGVJFGZ3XaAWxsGM5BwfzFVHQTtY9cgbbAueDjmms3WqmnyO2n2zSKqyGNSwQ5Gcc4Pepwflr36a9xHjy+JjJDWH4obbot4f+mTfyrcasDxd8ug3xP/ADyb+VaiPwE8XYPiLUyBgfaZMD/gRrqfg3c6/bajqB0LwHZ+OJTGvmQ3mlPfCAZOGAU/Lnpn2rjPE8jf25qHP/LeT/0I11fwh0vWNVvNRj0nxxp/gorGrSy6hqj2SzjJwAVB3EenvXlr4zoexs/GjUvFVxoWnxa78MtO8C26zsYrq00SSweZiOULMfmAHOKKp/GLw/ruj6fp8urfEfSvG8ckrBLfT9YkvWhO37zKwG0Hpn2oqanxCjsft4F4pSlSKuOopxX2r0iSq0fOKZs9qtMvpTGjJX5eDQO5XaPNRNHu4xV1YTt55NI0XJosFyiY8VE0eTV5o/ammIEUhme0fGScUjJtBOKvNb4zxmm+ST2pFXKHLRq20ruGcN1FJznFaH2XPam/ZTu6UrAZ+1jXh/7SnwPXx14buNc0pVt9dsYzK21eLhFHIbHVgM4PXHHpj6Gjst3arsOm9sZFTKCmrMalyu6Pyb8NaCz3i3ZiMzJcBUUTMgLgjqeijnqenFfcfgn4maXceF1trG+W88iAtc/acBjO52hSFJ/iH8I+g7VB4r/ZJvNJ1a61Hwh5N7a3EjTf2ZdS+U0TEghUbBUqMcZwQO5yaSH4EeMPDv8Apln4eW5M2TcW8V1DlcYxgEgN0B9Qa8l0Kiex0+1i1udVpHh/UfEN9Y2huEilYg79x8yNN3zhj39Np/U17da+FbLMEYzJBZr5SZ6H7vH5iuT+EfgS70fTobjUUlinkTMizE+Y+QuAw7Yx9Seua9QjjWNAqKFVRgAV10MO5e9NaHNUrdIkbU0Z5qVlpNteochA1c/4y/5F++/64t/KujZa53xoP+Kdvv8Ark38qBrc/n58TY/tzUB0/fv/AOhGtb4fp4Ie8uv+E0m1yK22L9n/ALEjhZi2ed3mMOMelY3iLnW7/P8Az3k/9CNdj8HdV13S7zUm0PwNYeNneNRLFfaQ2oCAAnDAD7uefrivK+0dD2Oh8r4BKylp/H7r3/dWY/8AZqKzvjJrXiHVtK09dY+HWn+C4VmYx3NlorWBmbHKlj94Ac4oqpSUXayJSv1P3D2jaO9BXipMdKXbmvQIIAtKq8mptv8AKk2daAuRbetIY+KmVadtoEVfL46U3yBVvy+KVY80DuVPJ/Oj7PnirvlfMKesXNAXKaW/JGKeLPc2cVdWHmpkj9qLC5itDaCr0Vt7U+OKrUa8VVhXGQw47VZC9qavWpB1oJDbTwu2m7qdQwEK01hTt1NY0wIWFc74148PX3/XJv5V0j9DXNeNj/xTt7/1yb+VMa3P59/E5H9uagQOPPk/9CNdr8FdN8UapfanH4Z8b2XglxGhnkvNa/s1Z1yQFByN+OeO2a4rxIB/bl+P+m8nb/aNbXw7XwMbq7/4TeTXkg2r9m/sNYS27J3b/MPTGMY968lfGdD2Or+Nmi+L9L0rTpPEnxG07xrA0zCG3s/EB1FoGxyxTJ2gjjNFYHxGi+G62dp/wg83iaS53n7R/bqQKgTHGzyyTnPrRSqay/4NxR2P3hUbvyp4XimpTsV6ZkJ/EaULS9qcopiE20rLThS4oEM29RSxrSsKkVflFACBacFw3SlXtT9vzCgBwWpI1yaMU6MYY0xE8a1JnbUa96CaYE8dPzUUbcUrNQA/NO3VFupd1ADqTNIrUjGgBrNXNeOD/wAU7e/9c2/lXRsa5jx2+3w3fH/pm38qY1ufz++I/wDkN3/H/Ld//QjXXfCHxBe6Dd6i1l4D03x0ZI1VodRsJboW/JwyhGGCenPXFcf4ictrN8W6md8/99Gu7+B8fima81VfDHj+z8ByCNDPJeaw2nC4GTtAI++Rzx2zXkr49Doex2OtfGi98Owxyap8DvBemxyHaj3ehXEYYjkgFpRk0Vz3xyt/GEOm6Z/wkvxN0/x3EZmEVvZa62oG3bAy5U/dyOM+1FVOcou36IlRTP2+zT1aqy3Cf3hTluEz94fnXomRZzShuarrcJ/eH504XCf3hQInzTlNV/tCf3hThOn94UATMaevQCq5mU9xThOu37wpgWe4p2fmqt9oXg7qk85Mg5FAi2pp4qoLhP7wpy3C/wB4UAW93FODVU+0Ln7360/7Qv8AeFMC2rUbqqfaF/vCnC4X+8KALW6hWqt9oX+8Pzo+0L/eFAFvd3pGaq63C/3hTWuF/vUCJi1cp8QpNvhm+P8A0zb+VdE1wv8AeFcj8SLpF8K35LDHlN39qoa3PwJ1pgdUu/TzW/ma6H4c2/ga4ubw+NrzXbSEKv2Y6HbxSsWyd2/zHXAxjGK53WI2bUrkjBHmN0IPeu3+DuqXml3Gpm0+Hlj4/Z0TdHe2c9x9mwTyoiZcZ989K8ZfFqdL2K3xHtvhzBa2reCr7xFdXDO32ga3bwxKF7FPLY5OeucUV1HxF07xV46tbOG1+DkfhZoHZjLoukXaPKCB8r72bIHt60U5LXQFtqc+Pj98RVJI8c+Ic/8AYTm/+Kp0f7QXxHjJx458QYPXOpzf/FVj3/w11PTda8LaZLNbmbxFa213bMpbaiTOVQPx1BHOM1ZsPhRqWoeLPFHh9bi2S78P297cXEhLbHFsGLhTjOTtOMge+KfNU7hoaa/tCfEZuD448QnnIA1Ob/4qkb9oD4j7jjx14gz/ANhKb/4quZXwVfr4BPi9ZYV09dS/svywx83zTF5mcYxtx79aval8NdT0vVPClhJPbvP4jtbe7tSpYhFmcoofjrlecZo5p9w0N1f2hPiN8v8AxXPiHj/qJTf/ABVSt+0R8SFyF8ceIc9v+JnNx/49Wbb/AAg1i58W+MPD6XFqLvwxbXlzdMzNskW3bDhOMkntkD8KyB4Gv5Ph8/jDzof7OTUl0sxknzDIYzJnGMbcKe+c9qrmqC0Oj/4aK+Jisx/4T3xDn/sJy/8AxVOj/aN+JSAk+PfETdsf2nN/8VWNffCvVLG/8G2rz25k8VW0VzZlWJEayTNEofjg7kJ4zwadZ/CPVr7xh4q8OR3FqLzw7Be3F1IzNsdbXPmbOMknacZA98Uuap3Ye6a8n7SXxNZVQePPESqvIxqc2T9TuoX9o74ms2E8e+IwpPAOqTH/ANmrkLfwXfXPgW88VI8I0+0v4tPkQsfMMkiO6kDHTEZ79xWnqfwv1TRdR8J2s09uZPElpDe2jIzEIkrsih+ODlTnGaOapvcNDduP2k/if5xZfH3iJOOi6nMB/wChUkX7SnxPV8nx94iIPrqc3/xVZFv8JtV1Hxz4i8Lw3Fqb7Q4r6S4lLkRMtqrNJtOMnIQ4yB74rIj8C6g/gO48WeZCNPg1GPTWjLHzTI8bSAgYxtwh5z1xRzVO7D3Tsf8AhpL4nqcHx/4jI9f7Tm/+Kpn/AA0p8UfMB/4T/wAR+mP7Tm/+KrnNe+HWpaB/wipnlgk/4SK0S8tNjH5FaV4gHyODlD0zwRWrH8Gdam+JWt+ChPaDVdJF208pZvJYW8byPtO3PIQgZA5I6Uc1Tuw900D+0l8TWY58f+IwSe2qTf8AxVPh/aS+JyMx/wCE98RE4wM6nN2Of71cfa+Bb+78B6h4sWSFdPsb+HT3jJPmNJKkjqQMYwBGc89xU2ufD3UfDen+Fb64lgkj8RWpu7VYWJZUEzxYbIGDuQ9M8EUc9TuGh1S/tLfE/aU/4T/xF6j/AImc3/xVKv7S3xOVWz498REkY51OY4/8erL/AOFNawvxI1rwYLmz/tLSYrqaabc3lMLeJpXC/LnJCEDI61i6f4GvtS8E634oikgXT9Lube2mRmPmM03mbSoxjA8s5yR1FPmqdw0Omb9pH4nZz/wn/iT/AMGk3/xVSf8ADSHxNWEE+P8AxGSx6f2pN0/76/ziuX1X4e6jpGi+FdUmlt2t/EkckloqsdyBJjEd/HHzL2zxWsnwV1uT4oat4EFzZjVtN+1ebNvbyT9nieR9p255CHHHUjpS5qncPdLMn7RnxNbH/Ff+JP8Awaz/APxVUr/48/ETUoGhuvHHiG4iYYZJNTmYEfTdWPpPgW+1jwXr3iaKWAWWjT20M8TkiRjMXC7RjBA8s55HUVcm+Feqx/8ACFnzbY/8JYu6y+Zv3f79oP3nHHzKTxnilzVO7HocmP3yzSNKqso3bWzlzkDAwOvOecdD9K0/DPjrxF4LkuJNA1zUdFe4AWZtPungMgHQNtIzjJ/OqvibQbnwr4i1PRrtka60+5ktZWiJKF0YqSCQOMisw+vas9YvzK3O8b48fEduvjzxGf8AuKz/APxVFcHRT9pPuKyPVPEHxJ0zU/FHw51GET+R4f06wtbsMgBLwyMz7RnkYIx0q1o/xS0ex+J3xC16UXH2HXbLVoLUKg37rkOI9wzwPmGeuKKKfO9xcqMFPG1h/wAKUfwqfN/tI6+NS+6PL8v7OY+ueue2Oldf8Q9Vj0TWvhBqVxuMFnoGnzybRk7VnlY4Hc4FFFUpOzZLWo2y+Lmiw/E74o66Rciy8R2GqW9liMbt9wSY94zwPXriuYh8daenwPuvCREv9pya9HqSnb+78oQPGec9csOMUUVPtGVyo6q38cWHizxt8Gbaz8wyaNBZafciVcDzBeO/y88ja681Z1Dx1p/gn46/Fq41DzTHqMet6dEYV3HzZi6pnnpnrRRWnM+Xm8/0ItrY4Wz8bWFt8F9W8LsJP7TutbttQTC/J5SQzI2T65kXj61s+KfiZpesap8Mri388r4f0y0tLzcmDvind2288jDD0oorPndrF8p13w88Q2fi747fEnWLDzPsOo6Tr9zD5i4bY9vMwLDtwa86tfGunQ/BPUPC7GT+1Zteg1BBs/d+SsEiNznruZeMUUVTk+VPvclLW3oanjP4iaV4htvhmIGmD+H9Mjs7zemAGW5kk+XnkbWXmt8/GDRY/j/4y8W77k6Jqi6qtuVj+c/aIJY4yVzxyy59KKKXtHuPlRnaLIF/Zj8VcjH/AAk2nkD/ALd7msrxv8QNM17QfhtZ2pmE2gacbW83oAN5upZfl55G1x6UUVUnZL0/USWp1V58YvD0nx+8YeL41uF0bVrXUobbEQEm6e2kjQsueMswJ54ya4zw544sNP8AhL4s8MzmX7Zqd/Y3UG1AV2wibfls8H51wPrRRU+0f5/iPlR1XxGvY7f4X/BWaQHy4bK8dsDnAvpM/wAqlj+MWgR/tHeJ/G3+knRtR/tLycRfvf39vLHHlc8fM6554ooq5ScWreX5CSujj/DfjvTtK+EPjXw3OJv7R1e8sJ7fauU2wmUvuOeD8644rp9L8c6f4k1j4KabaeabrQ5I7W6Dphd7X7yDac8ja60UVCm9F/W9ymupxHxobd8WvGZ9dZvP/Rz1xeaKKmp8bCOyEooorMo//9k=) | ASR 2321 x469 080701 Fibula af kobberlegering
Fibel, korsformet? Fragment bestående af bøjlen. Langegående riller. |
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) | ASR 2321 x470 080701 Fibula af kobberlegering
Guds Lam, Angus dei - eller dyr i cirkel, da denne type ikke har et kors. På bagsiden rester af nåleanordning. |
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) | ASR 2321 x471 080701 Fibula af kobberlegering
Emalejfibel. Plateauopbygget med forsænket ligearmet kors i grube-teknik. Ingen rester af emalje. På bagsiden velbevarede dele af nåleanordning. |
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) | ASR 2321 x479 080701 Fibula af kobberlegering
Fod og bøjle af fibel. Omløbende kam yderst på foden og øverst på bøjlen, begge med sølvtråd indlagt i en fordybet fure. På bagsiden rester af nåleskede. Almgren gruppe 4. |
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) | ASR 2321 x480 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af hovedplade og bøjle. Hovedpladens tre medstøbte knopper er lidt usædvanlige og forestiller foemntlig små dyrehoveder.
På bagsiden rester af enkeltfliget nålefæste. |
![](data:image/jpeg;base64,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) | ASR 2321 x481 080701 Fibula af kobberlegering
Fibel, hel. Ganske tæret overflade. Formentlig en Almgens gruppe 6, Nydamfibel. |
![](data:image/jpeg;base64,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) | ASR 2321 x482 080701 Fibula af kobberlegering
Fibel med formentlig trefliget hovedplade, bøjle samt fod der har rester af adskillige udfligede dele på hver side. På både hovedplade og fod er der dele af punkt-cirkel-ornamentik.
Særtype med femfliget fod. |
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) | ASR 2321 x483 080701 Fibula af kobberlegering
Korsformet fibel, spinkel. Faststøbte knopper på hovedpladen, foden ender næppe i et dyrrehoved. På bagsiden rester af dibbeltfliget nåleskede med rester af rust fra jernnål. |
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) | ASR 2321 x484 080701 Fibula af kobberlegering
Lille fibel med rektangulær hovedplade. Fragment bestående af hovedplade og bøjle. På bagsiden rester af
dobbeltfliget nålefæste og rester af jernnål. |
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) | ASR 2321 x486 080701 Fibula af kobberlegering
Oval skålfibel, ganske lille. Overfladen helt korroderet så der stort set ikke ses rester afornemntik. På bagsiden rester af enkeltfliget nåleanordning helt ude ved kanterne. L: 2,5 cm. |
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) | ASR 2321 x487 080701 Fibula af kobberlegering
Stump af uidentificeret fibel. Overfladen korroderet, på magsiden enkelt flig fra nåleanornding. Type og alder? |
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ZO53GvV/gldeKbfQ73+wvhHp3xCtzcfPe3mhz3xhbaP3YeNgAMYODzz71USJbFloP2eMYa9+I/4W9j/APF0VynxuutdudZsTr3w/svh7OtuRHZ2Wly2AnXcfnKyEljnjI9KKVxJeZ/RGzUxm9KVqYxqyxN3SkzRSVQwpskiwxs7nCqMk+gFOrifjR4gk8L/AAt8R6lEzLJFbbQyjJG5gh/Rjz2pSfKmxrV2PiD4j6g/iLUde1+Zh5t1cTbWQEkDJUD29fxHpXbfsz/sd/B/4kfDfw/431DTdQ1HW7gyC9Wa+eNEnSRlkTZGRhcjjPJUg968v0zUjJoMttc/MkxbBDABeTye/Ix9Ky/DfxE8TfCG51CPwtrtxpFreP5s1sgSSKRwAC+11YKxwBlcZwM5xXg0asacm5K9zvnFy0Ro/HHwFpHgnx/rOn6DJKun20vkxxyZJQbVyoJ6hWJXPcAda80njmFykUx2tGqgKxAGCPXv1qxq3jLUfEWsyXOoytd3d2/mEMdvmkkl8k988msrXNSeKa43NvVlUeYTtHHbn2wPxrnfvStYtaK7NTw7p8upajax3qCZVHnTx46qozyewzgflXr7WFm1rBNBEEnWIZUnL4BZgOp4POPZR7V5n4X1SSzeeZIxI720aLGPvHLg8c8DgH8MV6eum/aLyJEO+NXBDfdJVEUZz7849xXPLd3KLmrXlsssxurYS3lokKRCMkbiQCD6AYxxnsRWXodnbalcXkpm/wCJjtKS28Ywypnbnb3HzDn2PtXW32n22oWuoQzxeVNfQq6M/EjcLxx324xjuB71xngPwHd6Lq6TLJtkhAk3TZbe4ADgn0/z2zWcLXuaPYv/ANkQ6Lpen6RfeTcxJuntNUibyiFOSY8A/MxILY/TNdL4Wt28ReF0t5Im+xwytHFDcMXdN6q4yzEnhkIA7bh7CqPjz5tOOnKzfZLOXdFIUBMTjO5BnsecH2963/hDdJN4Te6YgDK7nXBEhVly36HPHGOK15nzKXZoyklyOPc81+Gt5/Y+m6veMs1rO8xinjc4d2AcRlSoyeijHOdx47Vz3jO+nvljhWcjTo7mNfMSQmSRVyEDouAxwDkEgcn610Wh6O3iptWMUSpb3aHEZO1AWJZHDZypDYGO4YjqRjjPEngG6hujp097+6hKytCiYXIbIO7kZAyOg6c5r2b+7Znmre6PMb68e/hEMN07RRys++SNPM+Ut1faCzYPUA4zya+lfgZoZ8G6FbyzXUb3tyBHNb5BMBLB1QE+pUNnjB47V4J4RsbXwl8SIpNWtWuIC5V9x+WMnBDsucEdiOgznHGD9HfC3VNL865tks9m1o1YR5b5mbBx7HAPoMVyubjNRR025otn6EowZFIO4EZB9a534kKz+APEiopZzptwAoGST5TcVvWuRaw5yTsHX6Vz3xMleH4e+JpI22OumXLK2cYIibmvaOM/nI1T/j5l9mPFelfB/QNb1bR7yTTPihpPgWFZ8NZ6hrE1m0zbR84WNSCO2T6V51q8huNSumPylpGbgYGck11/w5b4ZLp1wPG1v4qmv/N/cnQpbdIvLwPveYpO7OenGMU0TLYj+MOkalpOsWaan45sPHUjwblu9P1CW8WEbiNhaRQQe+B60Vn/ABH/AOELk1GBvA8GvRWHlfvxrzwvIZMn7vlgDbjHXnOaKljWx/Ru1ManNTD1rVDEoooqgErlfilZpffDfxLA67lbT5iR64Qn+ldTVbU7FdS066s5P9XcRPE30YEH+dKSurDW5+Vd1O8en3dzDN8oKkR71xkn5Scc4HPHFYniBI7WSCZ1PlSLxIoG3PTPA9Bj1rsr3wnqPh/xLrmjSOYruCR4hHJ84VVbAXHIx0rmPihNe6bb2FnbWrXl9cSJDDbwLlpHchdqhRjJJ7Zr5lazaPUfuxRg2WpWl5qcKq8byiIRIJjgIM85P4Dp/Wk8RWMMf26KR1clCIl6B268AewFdt46/Zf8ffC/S7a+8UxwLaXTbEn0+bzRHLgkLIeMHAJHUHB5zXAajo8ln5MbkvHHkoTkFRkcevQjvVSpuE7smMlKNkaOga3aWt5B5kiC0hiCNMDkNjpkdQOOprvh4tkOpWMS3clsBamOaNcFWxko6kdM8A8dunNeRWlhbWUMkMLPIshVW8rOcnIJBPTqOlRx30HmfZLoyq4O23uEPmcL8xGAM8H09/xwlFX5jSL6M+tdE1gXl1a3k9wL+zSHdDcQqvlJs4ztPzg8sBnPQ9M1Yg1mKTWobmwtILKKxhZpvKkYmVmwVyGPIIbJYAnJH+1j508J/EC7g1DTdOS4t/N85kEN3KIN0eBtIbGDyDkH6V6G3i7ybezgmexS5SRoJriOZJHTkAgdAGwEHTkDp3qHT0uiubWxreNNQOrSn+ygZ4Z+sSvzM+PLxjnnIPqK7zWNOm8E/D2HS4fLTUY7RZLiSVyVTeeRlRkuEEnfHIznOa57wyNB8JaPB4j1Sa31K6um32unxnDDDbOecE55LH5Rz6Vh+OPFV54mvH0stcJMsqm/uIWAhLKw8zAOeqlAuDnnGW60U/ekl0RhUl0R1Hwm8Or/AGaNWe4S9i1BAjtGgjjMSuQkbqDwwLep4zzzXCftEeLbTwvrcCGRGnkjYGMrnKnPXjGP8969x+HMdiuh2zWTxJaLNKi7ADgiQjBI6kHPP69K674efsr+E/H3iJ/HHjK2/tyeO5eOz0qfBtYwjY3SJ/y0JIzg/LjGQc16yTnLlRw+bPzn8Cat/wAJPqMk0mP3crYJPBGAMAHt1/Kvfvgrpz+LNW8NRRGKb7TqUdqrxkoTGoQE89PlYdOvI717l+2d8JPBnhvSdE1fQdFsdH12ac25h06FIUuYgpJ3RqMEhtoBxnnBzxVT9j3wK19qWkak+niKCwNxcMXJwjHCIoB77snP+zUOD9soGt7QbPtGuS+KzY+Gfiw9v7Juv/RLV1hrkPi2234X+LieQNIuzj/ti9eujmP50r0/6S575NevfA28+JNr4fvh4N+Hlr4vsGuSZbu48MR6mY5Nq/IJGjbbxg7c98968muoSz3DjIC9vqcV6B8LfCP9uaTdzf8ACzdG8ElJyhs9QubqN5cAfOBFGwI5xyc8HiiO5EtjtfGPxw+I/wAP7qKz8RfD3wx4fupk82OHUPBtrAzpkjcA0YyMgjNFeV/FTRP7F1a3j/4TWw8bmSHcbzT5Z5Fi5PyEzIpz34GOaKLsFGPY/owamGpWFRsKtFjaDRSVYCUUrU2gZ8b/ALV3w/vfDnj6HxfHtbSNRZUkZY+YZgirhj7hdwz/ALXpXkGj/EqH4d+LPC/jWSw/tiDRZXF3DAo3tGyMhePn7wV9wzgEgDPOa/QP4keC7f4heC9U0G42qLqLEcjD7kgO5G/BgPqMivzFuLe58K+KJ9I1WxW1vLOVoLqymCjnPQDOCeODnBzXh4il7Gr7WOz/ADO6nL2kOR9D6n+NX7UHw8+KXwXgXw5eLq+o6jcRNDYTI0U9myMGZpVP3cAFe4O7jIFfKXiC3tJrEOsqrLMZCIZI2LbVH3lwMH05I6GsCa300Xxls4PsErElgoyFA6sdvYYzkdq7C1+Hp8RWaEXEs9rdREO3QoOilfTIwevI/KsJ1fay55FqHIrI87a3Fm5MB8uIMGYMhUFeucEdO+RVcpp+p3BTYIn25zCwU/TIIx1AxWv8TbW28Jq9pczKEt1HlhwMjHvj/PSuH8J6pu8jUYbVLp1mBdcfIADnDA+wArNbXG7nS3XwpszeC5uXnuIwQVWSMujIeV6EMe3Q9/aoND8C6JpmqTGa8+wyx7pY2AVEyBnO4uSR6bSTx0xXp8dxHqh+02ySi22BtygHy8/wfoR26D8dC08AWHiyIXORGdvlIzRDDsFG5W6e4HfjHesI1JN2YSSSuZWma5pNnb6RLHdnfbyTwTRtP5iywtHxhSOPlZhwV5AxjIrCk8e2E15JazbXWU7vO85m2LntwCp3KG5Jxmu7t/2ffFXxu8Wnwr4Pu9P0aPS7RZL/AFG5LKFVmwoG1SxYkNjGOFOSK8t+I/7P/iP4H+NtQ8L6/fWGsS/Z47qO7sS5DRtngg4IORyD/LmuqKcYc9tDGybse2eFvi/FDoNoxIv9pLXKrlXONpVup+XJIx6L9K9I0r40+KtB1KNvCt5bRXN4waezvYjJbPnIRzkqQcDnaR2ya+UfCOizTSw20JhKzIEbcuF578Y/qK9F0LxZJ4R8RG71RZWn8nfL5chETR7htKxgDkcnqOhqlO7VtxctrnouuXms+JPFGn65401Q6hfX7SRQtBGRDbgj5BEmSQobaBjuSSTnJ+xfgb8O3+HfhA284KXFzIZfLYkmJOqoST15Yn3bHbNeRfsx/De98Sm08Y63btb6RA27R7KeIrJIcY86QE9Bj5R3I3fX6ir0KNLlftHuzCcr+6I1cb8YG2fCvxixGQNHuzj/ALYvXY1xXxobb8JfGh9NFvD/AOQHrt6GR/O5qUh+1zBDlckZweRmu3+H+u/D3S9Ou18X+FdW1+9actFPp+rLaIseB8pQxPk5yc57jiuDvv8AXOfevbPgSfi8vhe9/wCFf+FItb0s3Z864bQ7a+Ky7Fym+WNiPl2nbnHOe9EdyJbHmvxI1TwnrGqQS+ENBv8AQLJYgssF/fi7ZpMn5gwRMDGBjB6UV6x8QPgr8dfiZqUF9rPw/vFuYYhCn2HSYbNNuSeViVQTknk80UuV9gUlbc/eJhTCKmIpjCgsiIpu2pStN21dwI6TbUpWk29KdwGba8L+O/7KejfF7UX8QWl22k+Jlh2LIy77e4ZVwnmr144G4Hp2Ne8baXbWc4xqLlkroqMnF3R+QHinw34h+GPirVdF1uxm0+dEI8hic43f6yM4wVyVwehGee1ep/BvxBb6tYy6U8U0ctqN48xhkFieBjoM5wD+dfefxY+CXhL41aMmn+KNMW6MJ3W93Edk9u3qjj+RyD3Ffnp8V/2bfiB8AfEGo6xY2lxqvh6FwbfVbOLzAIegWZBkqeQOeMjg15FXCuGsNUdsaqnpLcteM7jwz4L+LvhXxP4t04614asb1WvbWKITFDg7ZCh+8qkhivcAiqPx28eeC/iZ8ULzxF4OtGtdKuoIoGm8g2/nNGp3SeWQCpOVUZGTszWBH8YbK+jij1q1aRiGH2ZoyJQxU8nOARnp7YrkbPWtK1Hz5baEwyiQYUkbcHOejHpjmuXmlycjWhooq/MjsfDdvKLEvC2BI2zzFGOvdvbn9fave/AOkWVx4bKxpslUtKyquNxYk9cD2GP6Yr5pm8UWtjeStbybLOFgC0i/ezjGF4yTxnB716Rp/wAULAlJbHUlhfa2WjUcooAJwTk5yR7EcdKxirNjmrpI1tH+LPif4B/EO81nw/BFqWl3pS3v7G5B2MACUIYfMhUEj055HNcN8WPjR4k+O3ih9Q1fTrPSo1hWG3TTzztJZsFzy7D5RuxyP4a6q38VaV44+1adakStHHI88knJweD8uePTj0HPSp9J+HV34yvLjSvDWg3epzW8gMd1Z25W2Uc/LI4+VTk/3vyqk5uPs46+ROi95nnPh62n0e4a7e4Fi2MKZGAEZ4wTkcjBOfrX01+zn8C3+ImoR6/rUdnc+H4XG2WBHX7WR/ANxwVBxkrwenXpq/C39iG7vr5L3x7N9nsIQoh0m1mWR37nzXwQBzj5TnHcV9gafpttpNjb2VnAltaW6COKGMYVVAwAK9HD4ZxfPU+45qlRNcsR1vbxWsEcMMaxQxqFSNBhVAGAAPSpKVhRtr0jmGVxHxs/5I/43/7Al7/6Ieu5rhfjh/yRvxz2/wCJHe/+iHqgP53L8fvnI6ZrvPhv4X8K61pM02ufEhPB1ysxVbM6dc3BkXA+fdHwOcjB54rhL/idsDvXdfDnxV4E0LSZ4fFHgC48V3rTFo7uHWZLMJHtACbVRgeQTnPf2oRMtjN+Ilvp3hzUobfw940k8WWbRB3u0tprUI+Wym2Tk8AHI45oqt8Rta8Na9qsc/hfwxJ4UsFhCvZyag94XkDHL72UEcEDHt70VI1sf0fsKaRUjCm4oGRkUmKfRVXAj20bafijbRcBm2nBadS7aLgN208LRTxUgct4k+Fng/xgso1rwzpWpNL9+Se0QyH/AIHjdn8a851H9if4MapvL+C4YXYEbre7uI9uRjIAkx+le4ilqHruO7Wx8hax/wAE2/B97dSfYfFGsWVk64NvLHHMR6EPhT7c5qvpP/BM/wAHaesaTeLNbuIg4Z1VIl3D+JQSCRmvseg1nyQ7Fc8u54l4J/Y3+FHgO/F/YeGzc6hgg3V9dSys2cZBBbaQcdxXslrZwWNtHb20MdvbxqFSKJQqqB0AA4AqwRRitFZbEDMU0ipKKYEZXg0hFSEUhp3AiauE+Ox2/Bfx2f8AqBX3/oh670iuA+Pb+X8EfHz/AN3Qb48/9cHpgfzx3+GunPbNe6/s/wD/AAuSPwndn4eSadHo5vG837U+nB/O2LnH2j58Y29OP1rwe9P75vrXoHw38K/D3W9FluPFfj+78L6gsxRLK30SS8Dx7Rh96yKASSRjHb3q47kS2Jfj/wD8J9J4ug/4WLLavrK2K+SbU2rKYd7YGbb5M53def0oro5fh78Fd5J+L2qNxxjwtJ6f9d6KLeYk9Nj9+DTadTazRoFJtpaKYDdtG2nUUAJS0UYNADsUtJTh0qQFpaSigB1LTc0bqmwDqRqTdRmgA7UlFFUAUjUtI1ADGrzz9oLj4G/EH/sAX3/pO9ehtXnH7RTbPgP8QyDj/iQX3/oh6oXU/np1DImbjvXpPwu8SeGtH0OeLV/hTH43uWnLLftfXcGxcAeXtiO04IJz1+avNNQyZmGSea93+BcPxkfwW7eBfHFv4d0P7S+61m8SW9ifNwu5vLkkVuRt5xg4q47ky2PL/ihqul6t4iSbSPBqeB7ZbcI2nJcTzbmy37zdMS3IIGBx8tFafx2/4TVfF8S+O/EEXiTWPsibLuHVI9QURbmwnmRswGDuO3Oec96KkpbH9ElFfmif+CxEnH/Ftoh6j+1j/wDGqG/4LFN/D8Noz/3Fj/8AGqBn6XUV+Z3/AA+ImI4+HEI5/wCgqf8A41SN/wAFiLjt8OIP/Bq3/wAaoA/TKivzKP8AwWIvByfhvbEdv+Js3/xqhP8AgsTeb13fDi22d9uqtn/0VQB+mtKDX5kSf8FiLvPyfDu2/wCBak3/AMboP/BYe/2cfDu0L/8AYTbH/ouiwH6cUoavzE/4fEal/wBE6swccn+03/8AjdA/4LC6pz/xbyyH/cRf/wCIqbAfp7mjNfmK/wDwWC1UW6uvw+sS24hgdQf0GP4PrUMn/BYbWM4X4faePdtQkP8A7JRysD9QKK/Lk/8ABYTxCSceANLA7ZvZD/SmS/8ABYPxIoXZ4B0nkd7yX/CizA/UnNGa/LR/+CwXiYHjwJpGPe6lqP8A4fBeKWHHgbRgc8f6TNRZgfqfmkzX5XN/wWA8XZwPBGiY/wCu8x/rSf8AD3/xfuGPBWh47/vZv/iqLAfqluppNfla/wDwV+8YeWpTwXoYYkghpJjj/wAe/wA4qCf/AIK/eNlUbPBugZI7vMR/6HRYD9Vi1eZ/tKSeX+z/APEYn/oX77/0Q9fnX/w+A8eMP+RO8Oj8Z/8A45XKfEr/AIKleO/iJ4H13wzP4e8P2drq1nLZTSwxzGREkUqSuZMZwe4qgPi2+bMz/XtXoHw70f4YX2htN4v8UeINH1USsBb6bpMdzF5eBht7TKc5zxjtXmkswZs969J+HnxmsvAmgnTpvh/4T8SSGVpft2tWcss/OPlysqjaMccdzTVr6kyvbQ5v4iWPhez1wJ4Q1TUtX0rylJuNUs1tpRJk5XaruMYxznueKK9Ff9pawZiy/CT4eKSef+JVKf5zUUe73J97seQtb3C2qXLRSC3diiylTtLAAkA9MgEce4p5029W7htfss/2mYKYofLbe+4ArhcZOQRj1zXqXiS5jb9lvwTFvUuvifVSVB5A8izr0Se/g/4a4+Ds4njMSWvhgM28YGLa3zk1VkHMz5mjsruRbh0t5WW2G6ZlQkRjIXLenJA57mkNrcraxXLQSLbysyRzFDtdhjIB6EjI49xXtng+9hXwp+0IDKg82xi2Ddjd/wATSDp61neKm/4xd+HLZ4TXtYP47LPFFkHMzy1tF1I6hDYiyuTeSBWjtxC3mOGG5SFxkgggj1BqvDZ3U8M88VvLLDbgNNIiErGCcAsR0yTjmvq+z1K1H7avw1m+0RCFNM0YNJuAUEaZEMZ6V5X8LbyGP4MfHGN5FV5bHTgikjLf8TCMnHrT5ULmZ5LLZXUVrDdPbypbTMyRTMhCSFcbgrdCRkZx0yKsNouprqg006fdDUTjFp5LeacjcPkxnpz06V6p44uoX/Zo+FUCyKZF1fWWdQcsMm16ivWNQvobL/goFazzypFGpt8vIQqj/iWoOT2osvyFzP8AM+TIbO6uLe4njhlkgtwDNIqErHk4BY9snjmlmsby2tra4lt5Yre53GGZ0ISXacHaehweDivUvhxfQQ/BX4zQtKiyTQab5aM2C2L1ScDvT/iZqEEvwP8AgtDHLG8kMOqGSNWBKZvSRkdsilZWKu72PNl0LVm1GXSf7NvP7SXk2fkN5wwu4/JjP3eenQZqpFY3k1nPex200lnbsqSzrGTHGzZ2hm6Ana2AeuD6V9YLqC6l+31qU9pIsqP9qCvG4YMBprjgjr0ryDwjfW9v+zX8SrZ50W6m1rSCsLOAzKouskDqcd/qKbiiVJnmM2m39vBZyy2dxFDeKWtZHiIWYBipKHHzDcCOO4IqxJ4c1pdYn0k6Ve/2rb7vNsfs7+cmxSz7kxkbVBJ44AJr1b4hataSfDn4FolzEz2unXZlVZATG39oTMAwB4yPX1r0dvEWmj9uDx3qDX9r9iki1hUufNXY+bCUABs4OTwPXpRyofM+x8rDT7+TTZdQS0nawhkWGW6WNjEkjAlULdAxCsQOp2n0pZtL1Gzjsnms7iBb5PNtWkiZROm4ruTI+YbgRkdwRXq2hyZ/ZR8Zn+94s0wdP+ne7q54+1rTn0/4FbLqGU2eixpcIsgIhb+0bhiHwflOCDg4pcqHzM8jbw3rX9qahp50y9+32CySXdr5D+ZbrH/rC64yoXBznpjmoF0rUH0ltVFncHTFnFs14I28kSlSwjL4xuIBOOuAa+irjxRpjftGfHi9bUbU2t3pniCO2uPPXZMzBggRs4Yt2x1rz+21qzX9lHUNN+1wi/bxjBOLXzB5pjFnIN+3rtzxnpmlZBzM87Xw1rX2zTbM6VeC61REksYTA2+6V2Ko0Yx84YggEdSKLfw3rF7JqUMGm3UsumRvNexpExa3RCFdpBj5QCQCT0Jr6G8Rahb2PxW/ZruryaO0tItF0WSWaZwiIovJCzMx4AAySTWD4L8TaZa+MPj3JLqFskWoaHqkdpJJKoE7NdRlVQ5+YkZIA6inyq/3i5nY8ObQdTj0RNYaynGlSXDWq3mw+UZgoYpu6bgpBx6Grj+B/EEetQ6QdHvf7UmgW6jsxbsZXiaPzQ4XGSpj+bPpzXf32t2LfsqaTpq3ludRXxfc3D2gkHmiM2cKhyuc7SQRnpkGvYdJ1iw179rDwzcadeQ39vD4QjjaS3kWRQ6aIwZcg4yCCCOxBo5V+QOT/M+QG4PvRuGOtJN/rG+tMz0rM1FL9aKbgniikBO0nGM8elN8w5zk5HfNFFMBPMPIyeeteia/480/UPgh4R8KxeZ/aOm6rqF5cbkwmyZbcJtbPP8Aq2yMelFFNMTVzzzzDu3bufWkEpGRk80UUhksMv7xckkA169+1vcB/j94kKN/BaDIP/TpDRRVdCftI8daQr3600yn16UUVJR6B8C/iBYfDf4naX4h1NZ5LS2hukYW6hn3SW0ka4BI/icd+ma4a+m8y4kccK7bgPrzRRRd2sK2tyJZcLSeYeDnmiikM9h0S9SD9lfxRCJYvOm8U6eyxlvn2i2uvmA+vFeO7jRRVMmPUQuSSaTcRjmiipKO++LHxDs/Hlv4Ljs4ZoDofh620ibzsfPJG0hLLg/dO8dea4FZOetFFO92JaaBur1j9mHV7XR/i/ZXN7cw2sC6dqSeZO4RQzWM6qMnuSQB7kUUU1oKWqseUScyH60naiipKDf2FFFFIR//2Q==) | ASR 2321 x501 080701 Fibula af kobberlegering
Emaljefibel. Cirkulær med central forhøjning med rester af emalje, omgivet af otte små huller. På bagsiden nåleanordning med rustspor fra jernnål. |
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| ASR 2327 x0195 080701 Fibula af kobberlegering
Der er tale om en næbfibula af bronze. Mål: Længde 3,6 cm. Bredde 1,6 cm. Fragmenteret næbfibula af bronze. Liste midt på bøjlen og langs de bevarede yderkanter |
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) | ASR 2327 x0198 080701 Fibula af kobberlegering
Emaljefibula af bronze. Mål: Længde 1,8 cm. Bredde 1,6 cm. Rektangulær emaljefibula med en central knop og fire halvcirkulære fordybninger langs sidekanterne. Rester af nålefæste og -holder på bagsiden. |
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Fragment af Råhedefibel. Største mål: 1,2 cm. |
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Fibelfragment, skiveformet fibel? Rest af nålefæste bagpoå. Ingen bevaret ornamentik. Største mål: 1,5 cm. |
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) | ASR 2327 x0330 080701 Fibula af kobberlegering
Urnesfibula, næsten komplet bevaret, bortset fra "næsen". Nålefæste og holder også bevaret. Største mål: 2,4 cm. |
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Halvdelen af korsfibel. Foden med kraftig nåleanordning med jernrest.Bevaret længde 28mm |
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Halv fibel med rektangulær hovedplade. Nåleholder med rester af jern. |
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) | ASR 2327 x0464 080701 Fibula af kobberlegering
Det ene flig af trefliget fibula. Hybrid mellem Klæsøe type 1 og 2 ? år 750-830. Største mål: 3,6 cm. |
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) | ASR 2327 x0465 080701 Fibula af kobberlegering
Lille cirkulær skivefibula. Antagelig emaljefibel Diameter 13-14mm |
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) | ASR 2327 x0486 080701 Fibula af kobberlegering
Bronzegenstand med hvidmetal. Længste mål 30mm. Indridsede furer på tværs og på langs som tilsammen udgør små tern. I stykkets formodede ene ende, er stykket udvidet med 2 "lapper", en i hver side, der begge er ornamenteret med en slagcirkel. Bagsiden har i den afbrækkede ende en tynd "tap" på 5x5mm, måske til fastgørelse, nok ikke nåleholder ? |
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) | ASR 2327 x0518 080701 Fibula af kobberlegering
Rektangulær fibula(firkantspænde) i gennembrudt arbejde. Borrestil. Største mål 32x22mm. Fra kant til stykkets ophøjede midterparti 24 mm. Har oprindeligt målt ca. 48x22mm. For enden er kanten ornamenteret med et bånd af kvadrater, herunder 3 dyreansigter.
Støbeforme til denne type kendes fra Ribe, Sct. Nikolajgade. |
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) | ASR 2327 x0674 080701 Fibula af kobberlegering
Hovedenden af en korsformet fibel Mål: 2,8x0,9 cm. |
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| ASR 2327 x0690 080701 Fibula af kobberlegering
Rektangulær emaljefibel, 20x18mm. Korrosionsdækket på forsiden. |
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| ASR 2327 x0720 080701 Fibula af kobberlegering
Cirkulær emalje fibel, Frauenhofen type. Diameter: 2 cm. |
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| ASR 2327 x0778 080701 Fibula af kobberlegering
1/3 korsfibel. Et fragment af en korsformet fibula fra ældre germansk jernalder. Største mål: 2,5 cm.
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) | ASR 2327 x0998 080701 Fibula af kobberlegering
Fragment af genstand af kobberlegering. Måske oprindelig cirkulær eller omtrent cirkulær facon. Flad, glat bagside. Forsiden ornamenteret. Største nuværende mål: 2,1 cm.
NM:
En del af en pladefibula af bronze med fortinning. Det vurderes, at der kan være tale om en fugleformet fibula i
Ringerikestil. Dateret til tidlig middelalder |
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) | ASR 2327 x1033 080701 Fibula af kobberlegering
Fragment af bøjlefibel. Længde: 4 cm. |
![](data:image/jpeg;base64,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) | ASR 2327 x1053 080701 Fibula af kobberlegering
Fibel, ligearmet, formentlig frisisk eller karolingisk |
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NtxzjVZx/4+awfhZqniHSfGlpceF9Jj1vWVRxFZyWAvQwKncfKIOSB3xxXSftKRlPjf42YqQDqk+D2PzkVzHwv0zU9W8ZWtvpHiO18K3xVymqXl8bOOMbTkGUcgkZGO+ah7lr4D3XWvil8btB0u41C/+HtjYWNuu6W6m8JRoka+pJTAHuaKwvHXgnxtZeEdUuNS+M+h6/YxwlpNNtvE0lw9yOPkWM8MfairbaM4QjJbI/YKVfmNQPV2ePDVWZaZgVmrzb49TPH4HVVDFZLpEfYMnGG5x9QK9LavOfjmqv4H2McbrhcfgrH+QNZ1NYMuHxI+Q/Emm+X4iszB5glhG5XfnaQDkE8ei89eKWxa/bz4o41IaPLSNHncDuBUcdSO/brWvf2Sz3lxd5j+0qrRpGR8nPv+HHsTWMsb38zxXD3UOnzPmdLViGZDyQOPYcDtntXz7W6Pq8JU5YXiryMm88T6zqnii3iZFudMaNvLgy8Yj2Sj5WcYILJ6c8D611+oeKnj8ORrLF/pkY8jzFJTyFxwV569B369quRyafmU6fpSSeQizFLtyocYxhh1bp3rz61+NmjePdUuvDmt6L/YWrwg/Z5PO3wyEc4+YfKduTzxUKSlH4diJ+7UVnZdjW/4TiKz0+7H2OaR4TuDxvzk4AGRyedvPXn0rnbbxrq2qaTAL/TLh43Yq8kkIYui5x8vbn0yafeaVF/Z2nf64xXEy3P2qMkgwKhdenA3MY+v90+vGlc2H2qO3O5rZIX3xhSAxbjdj2IGOnbFXeysjqjTjKfMzldGtWlku1FteQ2qh0WKJQWlk6jPOSoyPzNdlotxcXd9GFh/c2tkVjCkqN2SACcehJ4Hfnpiqc+ljSbowSOyxBvOBdju6Bi5HO7kn+Vei+FdQ0r7LBJdBLHzka4WMkZRdoVdwJzg8jH+FZSbWljdyjFOXXY4mDw6dP0zzFu5YLuUM5meZ2eaMEgseeM4Y+wGO1O0OD+zZYppXa7hY/MckhcE44NU2upU8T3Vu0Eg+zkhi2VCgsdqY6DggEZrcsxFHcMWRWVclsnLcE/dGf8A9WKrXZlOMalPm8i3rkkjrBexBzHtKFU3ZkbJ+UkA44A6+tZtr4l+2TQ28EMn2VCPNfGQr4zgkkcD2Faq30luubWWNGdiyh0yCc85A9B6evOaqteS3ksjzKtuSd5ZAQWPpxStLYwUq11qWLzTw19ZzByBHOzsyncXGAcZ6ZOcV6f4a8rSbFJIirMZ3dSFw0jZ+UAdgMfjXDaPZJdapb2xjLxNiQKykMCOjY+orutJtpb3xFpVjapKkVxOoZcEYG7GeDkjA796qz2PJxHxu7PueFi0aMR94ZpT1NLjoB2pDX0p4wxqpah/x6y/7pq61VNQ/wCPWT/dNMGfg5+01sHxy8aqp/5ik2SR33c1xHgay8O6h4jgi8VaheaXopDebcWNuJ5QcfKApI6mu0/aWUf8L28cen9qz/8AoVcd4F1jR9B8SQXeu6B/wk2nKrCTT/tLW+8lSAd6jIwefwrOW5cfgO58WeHfg7Z+H7x9D8YeIr3WFjJt4bjSkjikb+6zeZ8o9+aKm8VfET4bat4fvbPSfhD/AGPqU0RS31Aa3cSmFuzbCMNj0NFN2CF7an7cXMHXis+aMqa6CaDrWfcW+7tVnM0Y7R1xXxY0e41jwXdxW0bSTxukqqoycBgGx9FJP4V6DJARziq72+cgjg1MlzKwk7O58La19pjKtcxCQogYkfxbRkk46dCcVZ8MrLbRT3VpAomkPlEXB+67L90jtnjntzXVfEbw0+i+KNc0zcvlH97AGONobODnPGB/SuVutdttNsFluYxOjw/vywyxI43A9R3Jx7V8/VXvNM97D1Pdsec/FrxX9h0XWJ0kuILiSNY0ktAyc4xgFT7DrzxXzH8KdH1jxZ46iuI7iR/LnSWW4mPJIYBUHqx6Y9Aa+0bDx9eTaerJYWBYriFpISWALfLhhycjBJHH6Vl2tk1tFJfxWUMF5I0szyQ5aR2PUKWJK4GBkevtURqOEWrbnVKnzy50U9FtFs/D9vZjDkbhtV2CiMOQMe3v9aNTuEW0ChY3ufmCOqjAXB747H0rN0y+sr6S+srVi13p+EuYih/dyOuRk/xAY7E84qRb6RFW2ZN7r8r3KLkq3OOCOOcn86UYtHpxlCMUlujROlx3F9Y3Nwz2949t5Z+fKsMkL1PGQD+f0rs08L20nguU2yQ3N4G+zyrIg3RIHJZuxOAchfeuJuLO/tIftM4MrZEMc7sFyOoIx0yG6/1rqdO15Y5rYzI8l4ifvt0JChiBjJHIwB6Hr+c1L2VjKd2r+py9no0Wm6xPHNAI2Eu0yBjggqdpP1U8+xFa08Qt54XUFlVlPljj5OAeffBzj147VW8bXEsmo2rWiTeTl3l8vJjkO0KoAP8ACPmPboPStOxt4NS0+2voS8V1FFtndiJEfDEqRjoeTx0461XvcvMx068UlGRgQ28us6vIPLa0ijkcW2H3DlQGP0+XoeeferWn3TLfSW09vcJ5fSRkyhG75SCPUkfnWvDZrJD50QJYKVGMD5iTk5zx0J5qTSZEuJfLLZnb5FEg2lQTgZ+p9fTNS5dTXmUb32Nnw7ZzLqmoXxQ7rdhENuRuBbqvr0P44r3P4N+EZtc+IXms6/ZtMAlkKYxncCijHfIx9N1edaKbCHw2PPZYZ7NGKsMctgAdxuJJJ6V9Lfs6+EW8N+BzczHzLnUJfPaTuygYH65rbCp1JWex81XndtnqCrQR+dSYpCte9c88iIqrfr/o0n+6avFaq3q/6PJ/umqTA/Bb9pxh/wAL38bgDpqk+f8Avqud+Ed54u0zx5ZS+B7WS88ShZBBDFbLcMRsO/5GBB+XPaui/ac/d/Hrx16/2tP/AOhGuL+H+iz+IvFdrZW+v2Xhqdw7LqWoXTW0MeFJwZACQT0/GpfxFr4D6N1z4hftO+GdEutW1PSLyw060TzJ7iXQrZVjUdSf3fAorg/F/wAK9Y0nwxqF7P8AGLwxrSQws7afa69LNLOB/AqFcMT6UVbk0ZwhCW6R+400PWqMkHWtuSKqskNK4WMSS34xiqr2tbkkFQNb57UyOU+e/wBpPwfK+jw+ILK2WWW3/cXRYHAhJ+8cehxXzX4guXvLFbOBXmDkRtJFh3CMQSACORwM/Wv0M1LR4NSs57S5iWa3nQxyRt0ZSMEV8i+NfA//AAq/xDd6fexbtNvX8y0vWBAZePlzjG5SAce+cYFeZi6dl7RK51UZ291nl2n2lt4ftdPjdomkaby/JbcULKThQo7DBJGRnpTJvCMmn63N9nYSFtwZID8sQJBwCe557+tdHrGlqN90xjSBm8yTPAbB5ZecA+o7/nWXqmvJq+joiXFxHFOwE3lAxZjJPRuuCO45ryeZ7nuU5KSSRgPo9tZazczs8LNKVEhjjCrnBzk46/8A1vWmXVujag7eUk8Nujfu2OBnkj8TwM+4/G7a6bEphgt4o4oMBWXbj8M+xz7nrTbiMXNzL5cR8qMHIVj8zDgn8OR+NaRZ6Hs1GK7kiadcaxcaZHdXPlRIJGliztVScEEjoxAAUA/3qs6j4hFv5sNjFGqxg+ZNdszBsDnCgHLHryO9afhmxE1qYwjGZs/K2Opz+RyQa5vW9HvdHtd6WqSpIf3kwkyU54B/w+nSpS552bMajhFy5umwaL4oS5VLDU3tRBuxGNu0889+pPb61oXpj0u+lt5o1SymA8tmbG3Bzt598cn+tZPhVoG1qCWVBJMNwG5CuBtJycj73HX3p66w2p2ckc0ck5tZ3SKUqAxwxBIOegAGOPTmtKkFF6HLRqNSuhul+dfNcyhPIsowyxM3WYjPYfdBPH64rqfAVjeXmpQSXMis+zKxM2MdBk/3icd/5VR8G6LceIdTvFmZ7SBEHnDGWc5HIPTJH4Zr23wb4Fk8bXY0/wAPwbXWPE1zcNgRJjA3Hkg5xgDrisn7z5Ersyr1/s3Lfw48AL8RvECWs1m0VtasJLmbAGzDZC8Hlj/UntX1ta2cVjaxW8CCOGJQiIvQADAFZfg3wbZ+CtEi0+0XLD5ppj96V8csf6DtW6wr26FFUo+Z405OTI9tG2pdnTikK10kWIStVrxf9Hk+hq6VqteL+4f6GhbiPwO/agX/AIv1477f8Taf/wBCNcL4Kj8NyeJLceLJNSh0LDee+kojXGcHbtDkL1xnPau8/amz/wAL88eA9f7Wn/8AQjXCeB/EFn4Z8TWuoX+g2niW1jDB9NvS4ilypAJKEHgnP4U5fEXH4DvvFUHwOTw/fHw/d+N5NZ8s/ZVv4rUQeZ237TnH0oqx4q+Lnh3xD4fvtOs/g94f0e6uIykeoWjXJlgPZly+Mj3opsIX6n72NHULR+1XSlRtHUE2M9oc1G0ArQMdMaKncRm+TmsfxX4K0rxro8umavaJdWrncAeGRh0ZT2YetdR5NJ5NG+jA+N/iZ+zL4m0mEjR7iXxFoi/8u5O25Refl4+8Oe3XnIrz/StF064hVJC+k/Z2WHy2QBtoAyrE8H6V+hXkj0rhfF/wQ8KeNDNJeaf9mupfvXNk5icn1IHyk+5Brzq2EUtYaHRCtKJ8Ha9ZSeGdRhivA0kciM0dxCu4MQScFTzntisjUNaWDTykSbrmRwENx8mDuJPfPbv6V9UeLP2UdakhuLfTtXi1S2nQxBroeVPCvop5B7dfTpXJp+zPqmh2p8/w1cajc7Chk81ZNxHG4bScZ69Bya4ZUasNHE744x7yZ4L4Rvo4GeSUhI4iSV8wMSQcZY4PsP8AgNW5LDVoZLi8gSb7LcygSsyB8uecgkY9jz1Pvx7Y3wl1mZjA3ge9lTywjyfZSrDjqCTzz7+tdXbfA7xVqmj2cNtpS2UyIAXvJFRAeM5XOSeTzjrUKNS/wjni+azSPnzw94Pv9YuFvZ544YniZBIyhWIAAxgccitn/hX8Ol3lpAIEMEvyy7fv/MOfmPUgjrwefavozw1+yzfR+UNX1S1itwxkNvbIZSGPPDMAP0New+GPhZ4b8KqrWunpNcD/AJeboCST8CeB+AFbRw1Wb97RHNOs5M+ffhr8BbrxD/pUlo2kWMilGuJBh3X/AGVzznHU/ma+kfCfg3S/BOlR2GlW4hiUDdI3Mkh/vM3c1vbRRivRo0Y0Vpuc7be4zbzTWXcakxRtrpuSMK0jLUm2kIouMiZeKq3i/uH+lXWWq14v7l/pVIho/Az9qv5f2gPHg/6i0/8A6FXMfBtfGMnxC08eA1LeJ8SfZgPKJxsO7/WfL93PWuu/axXb+0J48GOf7Wm4/GvPvAXh6z8T+KLXT73xBZ+GLeTcTqV9v8qPCkjOwE84x+NVL4hL4D6b8TeIv2qvCGg32s6rNLaadZRmaeUJYNsQdThQSfwFFeVeL/g74e0Xw5qOoW3xj8O63cW8TOmn2/2jzLgj+Bdy4yffiim2yIRi1svuP3ypNtLRWJuM8v2ppjqWincVkQ+TR5XNTUUXFyoi8qn+WKfRRcdkM207bTgKO9IBKKdRQMKKKKQBRRRSAKKKKQBSNS0jVSAa3Sqt5/qX+lWjVW8/1TfSriTLY/Bf9rgr/wANBePcAxt/asvHrz1rzTwS3htfElr/AMJaupNoPzef/ZJQXH3Tt27/AJfvYzntmvSP2uP+TiPH3/YUl/nXn3w91qXw74stL6HQLPxM8YbGmahbNcQy5UjlFIJxnP4VcviJj8B3vipvgO3h2/GgR+ORrXlH7I181qYPMxxvCjO31xzRWx4o+I2teJvD99pkfwT8OaWbqIxi8sNBmSaLP8SNu4YUUOwovu/xP3gWjd6jFGaT0rM1HUUnelzSAKKKKAClpKKAHd6KbS5oAdRTc0A0gHUUm6jNFgFooopWAKKKTNMApDRnikpgNkLBTtALehOKrXRzC/0qyxqpdH9y/wBKpESPwb/a2VF/aG+IBcsH/tOXZgcE7u/4Vxnwcg8YXXxC0+PwHcSWnibEhtpYrhISBsO75nIX7uetdn+1qyyftAePCQxf+1phuzxjPpXmngfStI1rxPaWet69/wAI1psm7zNT+zPP5WFJHyKcnJwOPWrl8RMfgPpzxLL+1V4X8P3uraj4hvorOzQzTSR6rbO4Ueiq5J+gGaK8p8V/Df4baZ4e1C70v4wrrOoxRF4NP/sW4i89x0TeThc+popttdfxJhGL3X4H7476Fb1qv5y+tKJl9RUF3ZYDZpc8VX85fUUvnD1/WgOYn3daUNVbzl9R+dL5y460h8xY3Ubqr+cP7360ecvr+tAcxZ3UbqreeP71L54/vUWDmLG6lzVb7QP7wpftC+oosPmRYzRmq4uF9RR9oX1FFg5kWM0VX+0r6ij7QvqKLBzIsZozVf7SvqKT7Qv94UWDmRY3Uhaq7XC/3h+dMa5XuwosLmJ3aqt0f3L/AEpTdJ/eFV7q5j8l/mHSqRJ+EP7WEit8fvHyqMH+1ZieTz81eb+Cbzw9ZeJbWbxRp93qmiLu8+1sZxDK3Bxtcg4wcGu+/aouBJ+0J48YEFf7VmHH+9XIfC7UNW0rxxYz6N4etvFOoAP5Wl3VibyOb5TnMQ5OBk+2KcviHH4DtfFXiT4K3Xh29i0LwV4kstWeIi2ubnVkkjjk7MyhPmHtRXf+ItV+KPirw9f6W3wP0rTPtMLRm4s/CkkM0YPeNwOG60UMiEkt/wAzlP8Ahsz4xcEfEDWc/wDXYf4U7/hsz4xADHxA1g5GOZun6VwLfB/xOnxMi8AtaR/8JJJKkS2/nLt3MgcfPnH3SDWbpPw/1vXLLxHd2lsrweH4fP1BjIB5aeYI8j+98xHSjmkVaB6a/wC2V8Yjx/wsDWf+/wD/APWqWH9sj4w7GH/Cf60WxwftHT9K8obwXq0PgyDxW0KjRZr5tPSbeCTMqByNvXGCOa1NS+GuvaHN4Ztrq2WObxJBFdWI8xT5kcjlEJ54yR0NHNITUD0Zf2yvi/5eB491gn1M9EP7ZXxgMsZbx7rBCsDgz8H9K8/s/hJ4mvvH2peDILON9fsTOs8HnKFXyVZpPmzg4Cn61l6J4G1nxB4d1/XbK3WTTdCWJ76QuAUEj7EwD1y3pRzSC0D1Sb9sX4wtOyjx9rAO4gfv8d6a37Yvxfxt/wCFga0CvH/Hx1NeY614F1jSfC2k+J7mBU0jV5porWTeCXaPbvyvUfeHWp9U+Gev6L4m0XQrq1VdS1aG2ns4lkUh1nAMWSDgE5HXpRzSC0T0X/hsL4vdT4+1rAH/AD8Hmpf+GuPi/HDFP/wn+ssJCRj7SeMdv1Fed2Hws8R6r4i1/QILVW1LQ4bm4vozKoEaQf60g55x2x1qtp/g3WNR8Eaj4jhhVtG026jtriUuMpJKDsAXqc7DzRzSFaB6Qv7YHxf5H/Cf61/4EGprj9rz4tNHE48ea0ONrbbkjOO9eY33gzWtG8K6Prtxbqula00y2sgIYsYmCvkdVwW/Gts/CPxPb+OrLwXJaoviC6aHyYfNUqfNVWTLZwOG/CjmYvdOyuv2ufiyyEjx7rIZzxi6OQOO3aqjftafFtV/5H7XS3vdtXA6T8Odd8RahrtnZW6vcaHaz3V8rSAbI4TiQj1IyOB1qpb+D9VvvBN94mhhVtJsbuKzmk3jcJJFZlG3qR8p5o5mO0T0df2sPi0uP+K/1z15vG/xqN/2svizv/5H/XOuf+Ptq898QeB9Y8OaT4d1G+hRLXXbdrmyZZAxdFkMZJHb5geta0nwX8TQ/FCHwDJBCniOaVIVi84GPc6B1+ccfdIo5mO0DqJ/2sPiu0hA8f68OegvXHH502H9rH4rQzpI3jvXJArbtjXr4OOcHnpXC6T8Pta19fEktrDGw8P2xu77fIFKRq6xnb/eOWHSq/8Awg+rHwEfFwjjOijUP7NMm8b/ADinmY29cbR1o5pDtA7/AP4ar+KbOok8fa8E6NtvXzj86rL+1L8U1l3t47191HVTqEnp9a43XPh1rWg2vhm4u4o1j8RW4ubArIDuQyGMbv7p3Ka0IPgv4muPihceAVhg/wCEihklieMzDy9yIXbD9OgNHNILQOgk/ac+KMkfPjzX8jqVv5On51Wl/aW+JskZH/Cda+cgqc6hIeD+PWuW8O+Bda8RaB4l1SwVDaaHbpPfbpNrBGkCDA/i+Yjj2qK68A6tZeCNM8VypF/ZGo3ctlA6vl/MjClsr2GGHNHNIdoGPqmrXGr3lxd31xJd3lw5kknlcszMeSST1Jqfw74k1LwrqcWraRfzadqNsf3U9u5VxkEHBHsTVrx54D1b4c+IH0XWY4475IopyIpA67ZEDqcj/ZYVz27AKmpNFZrTY71/jt8RJI2Y+O9e3ZA2f2jNk9efvf5zRXn5+VQTx3op80u4uSPY+rLzx94fb9uLT/Ey6xa/2Cl3bM+o+YPJAFqisS3swIrifh74u0jTvDfxqhuL+CB9U03y7FZGwbhvtaNhfU7cmiir/wCCc6irfJDLyQt+yHp3ovjGYf8Akolavj7xno1/q3wOnttTt5xpej2MN8UfItnS4Ysr+hA5NFFH/ABK/wB7Ok0D4heH7b9rzxb4gl1a1TRLmTVBHfl/3Th4JQmD7kgD1zXA/C/xRpml/B/4uabd30Nve6laWItIJGw07LchmCjuQOaKKP8Aggoq33G58RZM/sr/AAqft/aGpj/x6P8Awqb4heOND1L42fDHVbbUoJtPsNO0VLq4RvlhaMJ5gY9iuOaKKH/kTFX/ABLXhXx5oVr8cvi7qkup26abqmna3FZ3Dv8AJO0m4xhT3Ldq5Pwj4o0uz/Zx8faNNewxand6rp81vaM2HlVfM3lR3AyM/UUUUv8Aglcq/I1fiVP5H7O3wf8ALbAaTVFY/SdDXWat8SNAH7X3hrxHDqtvPosR03zb1X/dLthjVyT22nIPuKKKf/AM1G6+85r4a+M9G0rxr8X7i71GC2g1LRNVgspJGwJ5HcFEX1Ldq57w/wCJtLg/Zv8AFuiSXkSatca7Y3ENqzYeSNY5QzAegJH50UUjTlX5Gp8aLgR/DH4LOT/zBptx9hdyGuv1L4leG5f22NN8UprFs/h5bu0kbUAx8pQtsisc+zAg0UU/+ATGKlHXzOM8C+NtG02H4yLdahDA2raPJBYhiR9of7TGQq++AT+dYsXi3TP+GZLjw817H/bB8Upei0yd5h+zMpf6buKKKRpyr8jqvi7dRWvhP4DzzMscUeihnb0Au3JNatj8SvDVv+2jqfimTV4P+Eeku7pk1DJ8sq1u6qc47kgUUU+v3GcYqUfv/M4X4V+MNI0X4e/Fuwvr2OC61bTIYrGJs5mcXKsVXjrjn8KZrPi3Srv9nPwhoEd7G+rWmvXlxNagnekbpGFY+xIP5UUVN9DXlV/mXf2wZfM+MczZH/IL08/+SsdeIBvU9qKKUtyqP8NCFvxFFFFSbH//2Q==) | ASR 2327 x1388 080701 Fibula af kobberlegering
Emaljefibel med korsmotiv og nærmest fuldt bevaret, rød emalje. På bagsiden ligeledes sjældent komplet bevaret nåleanordning, dog uden nål, eller (rust)spor fra denne. Diameter kun 18 mm. |
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CP8ivVH84+GxB8rSXbKRu42uxyfyBNP8Tx6ZouiNHcRtLuVTFDJjczYCqfryB16URkSpNOxxXhO4kurVjaK0F2B5dzadc/7QPQnIPuCpNb1zHD4isLYzuzSQv8AvYVyG9SuO/I6/hXNx+H9WtFt76SaGbUpnNx5Mce1IFBJKDn5+vp6/StFZINWy3lizuGAMsPzZfJILKQfQ89uMYpy97VGmnQ7/wCE/wAXb/4e60lxpMwubWU7ZYZGOxgAAQwzzg5wfyFfX3gD4+aP401CLT5IJNPu5QojZ2DRu5H3QfX0/wAeK+FdFudOhvLiBNPjkijUKGQbWGcKAT26Vt+H/E994W8SRX+lS+Zd2587JGQNp4LfXNa06kqdrbBa5+ka0oavJ/hZ+0FovxBa10+dWsNakUEwkZidueEb6DocV6wK9WM4zV4syJlNLUatUlJgcR8bCB8I/GZbp/ZF1n/v01fz0Xp/fuSByePzr+hv4yRiT4V+LlIJB0q5Bx/1yav56763aTUDGg3uWwMd+etar4SPtHu2sfCbWdU8JvDpfwQutOv7mNRHfrqU8hTod+xm2nPPBorh/Eml+DovCs9xZaB4ztdQWFRFcX1xEbYNxliohB29f4hyaKbsRHm6f1+J+9dxD14rOmj+Y1v3EWc8VlXEPWmhmDq2lw6vptzY3K74J0KMPY9/rXxn8WvhrfeGdfaMRbZAu+GWMDZMvTcPfHb1Nfbcy7R0zXG/E3wanjHwvPCsRa+hVpLYhsHfj7uffp+VYV6ftI3W6HF8ruj4AuIrm5vn+xxSXUyL88f3iQPvY+nX17VveFfFRsbWOCWN2tWYgq2fkbn1+vQ+lXNe0GebVvtFnKun3ylhLbsu3zNvGGP8Lc49Ome9c1rSXV1cSXuGiLDa8O37zD1z3H5cfn4zXRnUmqhoeIL6ye4jsdNRIIsqZ3iyQcEHJJOMZPHritO2WzhhV7G4VWbAEjNncR2Ht7e9czp+qRvcJ5QRpFIEsWwfMcfr/wDW962YfBcHiSJbiwvlsZFPzxOvzIP4j+mM+lQ77BZR3I/sa3kF1eRzrDqiggRqAEnQYUjb1ycn9PrTPtlnLcWS36PbSSIEbcpkZRzgAdR97OevGKis9E0vw1tuReefOM+ZdXChQhx1HPTrWPHeT+KPEtp9hmJsIZPlu5WIRn5JA7sTjHA7Vavaxm4rc6yxji8L3+1445LKZ/MNyI/mZeMAnPrXSKr3jskaQCwx8u1sMWOSCMfeHIz9TVO/0G01ieSKO7hmeIBJlXLsm0dFGeSQay7HT77Q9R/0V/MgQ5MEzEsTsG/G7vnd37Co8zP4vUsahf2UWvQwTyFJY0ZgqZbcwUZz24wR26isOfUlvtUtP7Qu7dTOH8uOcZLrnBwO4+Zsn/bFdxajSrrRZGv4reLZFIJJZIwkkI4JyWxgAqD7kV5B4T8rV/Feoa7BPcXWlXyw21hczJtBiXO4IO4LHd/wIfSnaNtC4XkdPD4quE8TEIoMOnsbQy5GUbq3l46gZUcnPB/HnfFWpXn/AAlumWGnIxeXzvm4ztyoGSO5LD9a3fEXhux0+6N01y9laqNzQNhuOOp7H5emM1qeG7aW2d9fksAJLgEWMcr7XlUZOeAcBix/AU00lzI00Sui5p+l/YNG2JYmadn+aVzyX6MfYZA//XU+n2kGnzJGLhneRsSgrlpGY849sn36CtHXPEUekafcPcbRdSbZPLwABgg4B6Z4HQevPSsC30rWr7TTqbstlI+ZEgYlpFXIw4xjH488D1qf1CO2ps6PdXml6pa3MebMQyKwbG1l2nP4d6/QvwvrA1/w9p2ojb/pUCSHb0yRz+ua/PiJvtlnBPCZJrvGyWEjkkcZ+nODX298Dbh7j4Z6RvQoyh1wfTeT/Wu3DP335omR31SjpTFWn16DIOO+MKlvhb4tUdTpVyP/ACE1fz9W0SwXsksh52SgdyMI3OP89a/oK+LC7vhn4pBOAdMuP/RbV/PNqU7fbGKMVUEhe3H/ANetF8JHU9W8YeOrPUPBN5aJ8Y/HGsySW4QaPfWLpay9P3bMbtgFH+6eg4orotSu9e8ReF30q9+Lvw/TT7iBY5IBZGOQLgfKWSy3AjHUHPvRTauTCSX9f8A/caRM5rOuofyrWZetVp4t1QmW0YE0PJ4qs0fy4rZmgqnJDgnitLmZ80/tGeDY9Pv4fEUFurRzKUuEC8GQDhvqVH47TXztr1sL2WPULSOR75htEaHKyqucBvQ++eM4r748e+E08X+GbzTWAEjqHhZs4WRTlScds8H2Jr4Y1rTbzwnqV2r22GjZkmt9uWRl64/I15eIhyz5lsy1vpucwzabqjyNf2Vzp2pqnl+dtYqGI4LqTnI9sVgte3Gm6p9imuT5u7YLiEYYgr+XI9c16JrFjB4ysRPZXLQOEATbkNHnHGSPX09T71yMlj/ZflWmt2pnhLq7Op2bzzyrY4P/ANbNccd7HTGV0X7j4c6fqTCc3l3qYKBzuuT8vT5VUYxxnP8AnMklmZbWZbCB08ltkaxYURgA8j0bp0qxa6e2k2Laha38k8EeHMS5Lxgk4DYxnHfiuq0LUIdYtUedsyuWG1DgkgD0PRgevrTTOepffdGL4Z0eW3vLqecS25GSGt2JLknJOCMZrXu9T0/TdSNusUxGVM7qoL57q3B7cHH0qjr15rEo+zaXbfZpU/eSSyOFC8ZAznkgenf6c5Gnr/ZZjR5RPcTOHmkkIwVzyAD069fei71YoxT3Knimzj+KfjAaJCl3daFb2csd8tu5SMXDMoQOc/PsTcSDjJcdxx203ha0n06DSomGlpZxKsDMoGNuAMdAMgDPrXEeG9TvXfVNTsTJb6beXTXVtuQIsvTcwGckMSWycdeO2PQ9PurXXdNtHWUNLIAsgV8kNk5Htz7enbFSve0KleFrbHK2PwjN/qRvtZ1GTUo4WJSE/JH6jKjsP1rpbCOVr838sIktId0UManA2A4GOgHbJ74qvqzXttIdPtZFZ5iFi2nBGRg574Az+daUcFwkcGnIzEiMAMq5G3HJHucGs+perWrOTt9Ji17X11S7Cm1sWKRxldys+c4I9AcV1s8kl1fCIwmfMe2NEX7oYZ3Hn8s16l4W/Zp1zxDotrPczR6DBIoItJSXk6/eKgDBPXBOexxXqXhr9mzQdBNm0l7d3rwjEiuEVJPwAyB17nrWyw9SVmkVzI83/Z++Bo12GXWdbEi2CTlbeH7pmI4ck/3c5HvzzX1Hp+m22l2kdraQR21tGMJFEoVV+gFOs7SGyt47e3iWGGMbUjjXCqPQCrWK9SFONNabk6yGKozxS06g9KofLocp8Uhu+HPicdP+Jbcf+i2r+eDUh/pDAHPPT8a/oi+J3/JO/EuRkf2dccf9s2r+dy/JkvG+Xq3QfyraPwmPU9v8WaJq0Pw/vHm8E/Deyt1tVLX2n6zDLfIOPmRBeMS59Nh6niiqPi3wQ1j4Furtfgh4l0YLbBzrdxcXTQQ8D94QYgu09eTjnrRVMVPY/eimMtPorC5oVJId2arSW/tWltzTGjzWiZNjGlt/avG/jN8HR4oca1pMUY1mIbXQjiZOh/4EAePWvd5IN1ULi2olFTVmQ0fnjrWiXHh3UJ5La1kgvYGK3NlLnL846Hp/k1PZahY+IrWUl1kjix9os5VBKDHO4Yz29O1fZXjf4VaD40mjuL+1KXsX3LuA7ZMf3Sccj6ivJPFH7L9pbxy6hot1JLexxMBDPx5vUkZGBznuD+FeZUws91qUn0Z8x3EN/wCGXlubW53W8mSwjQnYpJODnOQBxmr9rptq2m/2lpc7Wkrkb7SMNgEk/dA5zgKeOnt0rTmt5bDVJ9NuVe3uS4SaFiVcHkYORg5O35fQmquraaLeRZ7BoUKPhkjkYkv1JB9cDp/snJriv0Zpe+hnnWITePFdebKYm2PhNkh6ZBBA64+v1plz4RPiSb+0hOzRrmOJGXcIl2szFhj7wK9T2IrbXV7PUrUrchUugjESRqFaYgAKc4+vPvXO6tfHT7qILbnziMRrn52ZuNo984Bp6tlJfIvapbQ6D4fstFs5ftVw3PzYBRcY59OB/Ku10G1j8K6AplAeGJcsF6kk5Bx+f6elY/hXwasKf2jeP5uoSL84270iPdcg9e1dCsv2xY7y8IS0tFxFHjcJHB6/h/P6U9Iq5D97QrR2K2Kvql9LKuoXK5SHdzGGOcY+nXt0Fe6fs0+EYbvVrvX7j988CKsDc4VnByfwAx+NfO2qayt7qiFtrTTMI1gRm3ey8c55P55r7e+CXh228P8Aw50hYIDDJcR+fKWHzMzEnJ/DFdGGhzTu+hUlZHdqvSngUoFPVa9Ykco6U+mrTqyLWwUjdKWigo5X4nf8k78S/wDYNuP/AEW1fzvago+0uAeNx+av6IfigM/DjxP/ANg24/8ARbV/O5qUhaYqOADzjv7/AK1tH4TDqepNqHw4l0pFvG+IkkQRRKont/K6DPUdM9M0Vc8SeOri78BXNi3xw8QaujWoj/sKa3uxDKMD90S0m3AxjkY4oqiIo/e3FGKDSmuc6LDaKdjiigXKMZc1BLDntVkimkZqkyTJntevFUZLX2roJIs1Xe2B7VomQ49jwz43fBeDx5p41G3jQanZI0gTy8mfaMhc9QwxwffFfMGxoJ0t7iy+xpI3MqcIWHLLyPlJOeev0r9DGtOgxmvDfjR8D4Li1v8AXdK80PIwe6sY0L+aWYAsmOQecnHpnjvwYmjze/FajXZnyf4l8N27JcX1sxWSCNn2woWOcZK4HOScD8Kv+FfDax+Rc6nGj6nF+96kpHnIXrjkD8ia3NL0v+z9QhjlM86hOTLglG54fpzgkVtalZfbbfyoFUtL/ErEbF7nr7Dj3rzBycrcqMuaU3jMkOEghh3TzKBkZJJG4fQfrWJNc3PibUms7dXt7C3Xny1Py9gAf7x//VWtq2j39tDYaRp5ULw08rH52yevH4/p6V6H4P8AhxqupW7Q6NpNxJAnyvMVKKXxz8xIBPSiPvO0UV/Djc4Xwr4XtdDCXjK5lZVPmThV25wSAMZGMfrX3doEZTQ9OVk8tltowUxjb8o4x2rzP4c/AdfDmoR6jrE8V5MgJS1C71DHuzN16njHp6V6/tr0sPTdO7e7D3pasaFpyrS0tdZXKFFFFIoKKKKAOU+KX/JNvFHb/iWXP/opq/nbv8C4fPTP9a/ol+KH/JOfFH/YNuP/AEW1fzr6pK815M7nczOSSe5JraPwmPU9p8Va5rkvw/uoZfHfw/vLU2iqdOsdMhS9ZcD5FcWakP77x060VZuLG+8PeFl1S5+Gfw3ns7e3WVpBrfnTuuB83lpflix6kBc+1FUzOPkvyP3fooornOkWikozQMWkxRS0AN203b7VJRQTyoj2e1Hl+1SUU7sOU5rWPhx4a8QTtPf6NazTMdzSBNjMfUlcE/jWPH8DPBUNwJl0c5ByFNzKVznOcbq72iocYvdDsihpug6bo6hbGwtrQAYzDEqn8wKv0UVQwooooAKKKKACiiigAooooA5j4mLu+HviYeunXA/8htX86moKY7pww53dK/or+JWG+HviXPT+zrj/ANFtX86WoEtcNnnmto/CY/aPXvEXg2O38C3N4nwV8V6UVtA/9uXF1cNbx8A+aVNuF2nr97HPWisbVbzwpceFZILG58dS6kbcKkVy0RtC+BwQDnZ+tFNkxP6DKKKKwLDNFFFAXF3UbqSigd2KDSim0oNA0x1FNDU6goKKKKBhRRRQAUUUUAFFFFABRRRQAUlLTWoEcz8Sv+SfeJO3/EuuP/RbV/OrqWVupB/tH+df0T/FBsfDvxN/2Dbj/wBFtX87WrNuumJbd7/5+lbL4THqe5T/ABU1jTfDK/2f+0Frz3UVugi04QXsaqQAPL35wAPUDtRVPxJq2vyfD24hm8b/AA9ubM2aq1hZ6dbresu0fIGW1DB/feDkHmiqbZEYp7/1+B+4n/Cw/DP/AEMOl/8AgZH/AI0H4h+Gl6+INMH/AG+R/wDxVfzqf2lcdTIw/GpotZuY42bezbhjkmlaJXvH9E0fxA8NyKSmv6awHUi7j/xp3/CfeGx11/TAfQ3cf+NfzrLqE7cbnUH3NStqV0qlJJZCnbLcqaLRDU/ol/4T7w3/ANB/S/8AwMj/APiqT/hP/DWcf8JBpefT7ZH/AI1/O3/aV43yiRyg77uMU3+1pkP7uaTOOoJotENT+if/AIT7w31/t/TMdf8Aj8j/AMaB4/8ADX/QwaX/AOBkf/xVfzqNq1ywOZnI9Mmmf2lPj/WN+dK0R6n9F/8Awnvhr/oYNL/8DI//AIqj/hP/AAz/ANDDpf8A4Gx//FV/Ol/aU64/eN+ZqSG/uPMDCRuOSc9KXLENT+ir/hPvDX/QwaX/AOBkf/xVJ/wn3hrn/ioNLx/1+R//ABVfzsf2pcKrL5jgdcZp0eqzmGRRI/Zup7cf1p8sQuz+iT/hYHhj/oYtK/8AA2P/AOKpP+FheF16+I9JH/b7F/8AFV/Oz/acx2gM2O+T+tSx6pJ5se9mdNwLLk8jPSjliK7P6If+FieF/wDoZNJ/8DYv/iqP+FieFwwB8SaSCeg+2xf/ABVfzvSahKJMCRjjpk1YXUpmjicyOPL4/D0/nRyxHzSP6Fj8S/CS9fE+jj/t/i/+Kpn/AAs7whux/wAJTo2fT7fF/wDFV/PMNUnkkYs7BsYHNRf2lIqg7mPPrRyxC8j+h3/haXg4DP8Awlei4/7CEX/xVJ/wtbwZnH/CW6Jn/sIw/wDxVfzvjUZvn+Zh+NMXUZ423LIysvIIPTmlyxHeR/RC/wAWvBUf3vF+hr9dRh/+KqFvjF4FUZPjLQcev9pQ/wDxVfzwvqU+0je3zDv+dJHfysVVpHCgY9cD2FPliHvH74/E/wCM3gSX4e+JY4/GOgyyNp1wAialCxJMZAAG71wK/Ai6k8yRsdc5pHvJXXBLEelVvOLSKW5A7e3pTurWQJa3PoqfwLreseFfssfgH4d6Y9xar5eoL4giS5UFQRJh74gOeDyuOelFfOTSk7wQDnvzxRRdEqMls/6+8+i/AOo6RrnjL4X21q1vcNaeFNQgvUVAdk22/bDccthkP4is/wCH/irw3Zr8G0u7q3jOl+I7ibUPNA/cwNJbFXk4+78r/kaKKsx5dWv66nOya9oS/DUWTXNuNQHio3PlxgbzbeUBuz/dz711fjPUNI1jQ/jfqOlrb3FnJ4ms5bS5iAIMby3ZBTjhSMdO1FFJA1bX+t0VvEnizw3eeJPiM1vd2f2W88LWdvZNGAFkuV+w71Xj7w2S9PRqbbeJfDa+JtMma7shAngKexkbaNovDYTIqdPv7yg+pFFFA+WyLnhO60jRY/gZqOrG3trANfm6nmUbCounGW9cZHWuR0XWtGh8A+DLeae2F7b+K7i5uUYDctsY7QBm/wBnKSfkaKKP6/IaV/69S/428RaBeeHfiTDZ3FrJPeeMYbqx8sDdJahb3LJx9z54/wDvpa6Dx5qWk6T4q+NFpcNa2k91p1qljEygFpBc2jsqDHB2Bzx2BoooDl1S/roQyeKfDLeJJpvtNn5DeAEsQ2Bt+2jTgmzp9/zBj61o/Ci+0fWPEvwfsITa3FzbadqUV9EFBKuZbp038cnaVIz2xRRT6kyjaLZx+ia7odv4M8AW809ul3Z+Kbq5vUdcsluy2W1n45UlJPyan+KPEOhXHgzxvb2s9s11c+L4ru0VANz2oS7BZePu5aP8xRRUlcup1fiPUtI1rVfjlqelm2u7E2NtJbSQqNmDfWgJX064496rr4u8N/8ACQXrfabNreTwClkjBRtF6NPVCvT7+8FfrRRTIS6f10K3hXxV4bt9b+DEt3d2iRadDMuqMwH7pjeTsvmcf3WU/Qis/Rrqx034c/Da+uxFFBD4wvWnlZekapp7En1AGePc0UUdCra/15lfxB4m0G48IfEu2gubd7m98UW13Yqo5kt1+27nTjph4/8AvoVe8W+MvDt54g+MEltd20kGq6dbx6ayLxLIt3aOwTjg7UkPbgGiikUor+vkaGratpWh6xpcl9LDbJcfDnyIy68PO9pIqDp94tjFZ3gnxt4csNc+DMt3fW8cOkx3C6mzoSId13O67+OflZT360UUxKKaJfg7rmlXVx8IdJEsMmow+OJJ54CuWEMn2FUJ9iUcfga8Q1whdYvVACr5z8D/AHjRRU9DSKtIoMwxgdKKKKk1P//Z) | ASR 2327 x1389 080701 Fibula af kobberlegering
Den ene arm fra et trefliget spænde. På forsiden kraftigt stiliseret bladornamentik, på bagsiden rester af dobbeltfliget nålefæste med rustspor fra jernnål. |
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) | ASR 2327 x1430 080701 Fibula af kobberlegering
Emaljefibel, rektangulær med horn i hjørnerne. Fladen med korsbuer og spr efter emalje. På bagsiden relativt velbevaret nåleanordning. |
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| ASR 2344 x006 080701 Fibula af kobberlegering
Fod af stor og kraftig korsformet fibula, med meget plastisk dyrehovede og diverse ornamentik. Adskillige mangler grundet fejlstøbning. Brækket i nederste del af bøjlen. På undersiden få rester af nåleskeden. Største længde: 5,6 cm. |
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F0T/Gu9opWC5wLeF9T/AOfX/wAiL/jTD4X1X/n1/wDIif416DRRyhc86PhTVj/y6/8AkRP8aYfCWrc/6J/5ET/GvSKKdgueaHwhq/OLT/yIn+NFel0UWC4UUUUxBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//2Q==) | ASR 2344 x007 080701 Fibula af kobberlegering
Fragmenteret hovedplade fra korsformet fibula. To af de tre faststøbte knopper er bevaret. På undersiden velbevarede rester af nålefæste. Bevaret længde 2,21 cm. Bevaret bredde 2,57 cm. Ældre Germansk Jernalder. |
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Mindre fragment af en nærmest tagrygformet bøjle fra en fibula. Største længde: 16 mm. |
![](data:image/jpeg;base64,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) | ASR 2344 x009 080701 Fibula af kobberlegering
Mindre fragment af hovedpladsen fra en fibula. Dele af endeknoppe og nålefæste bevaret, mant minimale dele af selve hovedpladen. Største mål: 2,4 cm. |
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Fragment af fibelfod med fremstilling af plastisk dyrehovede. Antagelig fra korsformet fibel. Største længde: 2,3 cm. |
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| ASR 2344 x011 080701 Fibula af kobberlegering
Del af bøjle og fod fra fibula. Største længde: 3,5 cm. |
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) | ASR 2344 x012 080701 Fibula af kobberlegering
Lille, komplet Urnesfibula - nærmest formet som et S. S-formet fibel i urnesstil. Største længde: 2,2 cm. På bagsiden velbevarede rester af nåleskede og - fæste. |
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) | ASR 2344 x029 080701 Fibula af kobberlegering
Fibel med ret medtaget overflade. Dele af både hovedplade, bøjle og fod. På undersiden rester af enkel nålefæste. Bevaret længde: 4,2 cm. |
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) | ASR 2344 x030 080701 Fibula af kobberlegering
Fragment af fibula. Bøjlen + lille del af hovedplade bevaret. På hovedpladen ses på undersiden rester af nålefæste, samt spor efter oprindelig gennembrydning ved den ene side. For enden af bøjlen, nær den manglende fod anes tværgående riller. Overfladen ellers kun dårligt bevaret. Bevaret længde: 3,2 cm. |
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Sx2MjyXEarsJYn7nXPP86+XtN1Kea8kEm4LtxhmJ4rUX4mj4XvO0lv9o07VI2tXjkkOYJMZWRc8AcHPHPFVhOI3iKvs6sbJ9SK+S+yhzU5XsfWFvFFZ3Wh2+q6e62iafJMskQDSTEjljn65qloumG38MeGRJDHLoN1fvKOglY5OM+/rmuVs/Hb2OuaQbe7t9YFzpGQHleRYwB6c4J/DpVDT/Esel6b4G1mC5tri6e6kQWKjpuYk5Ctu4+lfULmav/XX7jwnFRev9bHQa5a2kKaxfWcbW2iSajGs8LBRKccHGOp/+vWX4z8Q2V9deILzTw0VhHHHC63AALYIDYwT2/WuB1nxRc6tq1ze3jWl1cNrOI7JFzs4Ge+cj6VDeXR8X6tqVu15EV+2QF0RGZJHDfLECTwBzn1PHau+nSlo5f1sc0pJ6Iu6t5Gv6lcFrI6V4fs7EXKq0u15io4OSTwOSAeM10vgvxjZanqP2VE+zquksFWQbpH4B3bR7YPBIq5rUFxCviiLUpNpFqkMccUHHONv97A9uOlZmsaDfWetJOW2vDpwbFmqCTbgfK2P6+nWt01JWZlydT07S9ba6trePWJJFhGjt9nitxsyoGDn5s81DrmqW+mf8IvHGi3mdPkARpWdtxXgkDPHHSvOtH1JLdoLgWy6gWsTaKzbm2DbwCnO08H8utdBpqxKvhOPTXkkvZLGaKYbAscYwcD5l4PXrmuWVFRkn/WzNlUurJF3w7A7anpR0KISagulyyTeZGQsXXGC2ATk+prJtbiH7H4atYLZo764llmmvZ2EfQnOCCe9b/hLTxesEiaCxa30mRGnaU5fDYJ+Xociq95rV5qC+D7WVLe106CGRlmED7mIUg8knOfpRze/a39a/eP7N/66GHqd9cQ+GVj/ALPgnOoap5cuqMzEgBsAhsdePpxRWxatd32i+EVA83Rpr/Hlr5aliCdmM/N9aKarQp6NEShKeqZ20ugzaT/ZYnnD2ywSXZYKpdnIOCe4qSO4W1jjtprh9RggsWkZEO8xFz1xg8kE/lVLUri30W81u70ZZJkjtooJmnXkdiq9McelOkla8bUbqxhNtZxpHARIQWc8cZ5/pXNrKzl/l/ww9YvQu+Ibey0om30INfCGyjgkMiklSxHTp2q5daSfs7/2WTbq97BEbOQljLjGcgHpWO1xv8QXF0o+wXK3Vvbx2e8nzDgEk8DIrk/iR8crbTb1RZObnX7S7kLP5h8uMdFA9T178V5+KxEMJCM6ktPP/L9TsoUp15csFqeh3Whw3V1dXM8kVvqsmpxoltGuEAX68dMnFYPizTYNUjvIpb1hql1qUcYnbaqKAeOQccfSvj/4v/FbxTDqel6xDrE637TGbyVkYRNjB5TOD9azrv8AbQ8XweEI9MfS9NaCK4Nw8kccnmO3+0d3AB9OteZSzmjpK70PSllNba6Pq7xHaS6ZdeMPMnOsBpIYFupHYx26fLkbiDwOTXnf7Q3iOz8IfbpdD1K3ub59Pit1mkfPlFiA3lgnGcd68Auv2oPEOqaTc28kkdtBeP50kcQ2kn1z1xnH5V4f4+8c6r4kRri7vprlgcZlbca58TnUZQcKSe1r7dNzrw+VTjJSqPbWxpawFkuMxMHSM+vB5qtELpY1kQMUJyK5fS9XdoR5kpIro9N1d1ZY9+YWXaVJ4xmvkZSbPplobK3lwsPlujk5BG3irtj4k1CxQqpkjDYPP51qaFp4aH7Q8mfLOcgcYH+e1SSXEF9eG7jm2BcYjcdcZ4A/CuVy8jVMik+IN7bToX2YX5XAGM1z/jjxI2tIsrDy9vzbHyQT0yB/npW8sdvfS7btbMKuQrKFVi3UZ46fWsS70aC/dVhP2hYeNqyfIq5zgemfUetVDluQ9dz3n4UeOH1K60NtHnnnkXTTBIZIk+XA5UAqBxz3NdFB4iex0PQpdNlmubyO8cPKyAiIZJYAFdo4z618+eBZr7QdQ06M3C2NurN/pkMjAqGHKsRjjOOa9O0OQatY2tpZ3m2ya82T3m85mbOSuWH3cYHXnpX6rl2JjiKMWnqfB47DujUd0dnpFxP4imAsY1mW4vV+06nKxV13E52cAdMcjPUV6DDZ6PorapYQxNJcRXkKrPJI2IgSMY6cAZ5Fc5oc4sbMQSn7RYzasiC8IZjtHbAHY8datxzW323Vl023VLOTU08y4FqUd8dlzjvgdDXtp3Z5LSR38/iLTtPj8XJaLDfZMKMFDOecA7Tk9B61oafqwGua9JpEEi+XpASWSWEIeByeSMd/WuPvVuLrSvEVyj/ZI5blI/Km2KZDxwOCM/kavTMVbxHPeXs2jhreK3is7SZszjtn688YNYTjBLf+tDSDlc4/UIm1yDTNMtLa7gvzpjSC9V9pO79PXrVvQ/F00ek6HDHbSfboZWheeRzHkHggbT9RwO1dd4g0OKy1jRYb6RLS0h0p9jW/yO/A64J4rnta0iSLwb4cvLUrFZSyNC6NGrLIpHG7+LqAemc1tGpCW5DjJbHQ+G7iPVrjSor67gstPWwnjE0Sn94yk8ZIOT3zzVs3NtNH4PbUJrmXTI45bdAoRWdsNyMAHGAOuOoryK38QR2ereHrbUoZ7a2ZpYIVZgELAkEAjBwcZwWzXd6PqEWl6doV3cTw3FrZag4WzlmYjDE9F5HGaKlPXmX9bhGelmdFp+p6Vpvhfw3drn7NY6w5KzStufLEAc5HGfX8KKx9e1y2Ph7xBcWxiguF1FJ47ZY9zbcjkEY49sCisvq8ausl+Ie1cT0m6g+0Le3UcVrayPqsSfYJJN7OBgex569KfpWj3viLXTIqx29//aoVYUiKogUdfmB5xUd5NZWutXU+oT3U2sxapC4UMir83QjaQAcetbEPiTTLnWIbKUi11BNVfNw8nygFcjcc9+n4VyNySul/X6ota6HD/GDxRLo6tYwSzR+IIrtpJ7tTt2KBhQoU46E89a+XPFl9Bb60FaXL/fd93f0Hv/jXqHxU1R4dY1wCf5vMkVZByvB5we//ANevC4tNGprcXjlpRF84Zjjdx2r83zWdSdaUZvbZH2+XQjClFx+ZxPxQ1z7dqVmsdwEihQjdNz1xzx9K8/fUHvLdDETmQYdiD97PStTxjfw6hfSmM797EBenIHB/PNYHhVpr7UIUcssavgooHOK4Ie7GzPUer0LU0rQyzjGBGmB9axfEk7WukKmQxkHQ9q6zxJpq2s8rMGjimfA45+lcd4tYSRwQBcMnJ55+lLdj2QugyD7PHwDjrkZru49MgvreBvJELBRJLt4BUdcf57153oeV+XoBXfaDM0sbIxwAy5+bnaD0qZ35dBI6fT9Qk09o7Ykx27HHmMMc9h+FX7uM3UbiFMBQXzjjjv8A59ah0tbXVNWEckyuIyXVXO4MxB79e5rXuI1hiaDCgH7xAOAT171yuWqsKN7nmupyPG77n3Pu49a2fCtu0lvLIx5YAgEHkZx/SsnxDarBqUiq4YMeGAxXY+CbFWaGFU+VuWP3scfpXS/hubJ3Z1miadHPp80TPsULhnXA5IPfsB1/Cug8KpcaI0B8/wC1WtrKZ1tZlC7mHGcjn071Hb6fvtHSPbumfHy9gDjn8M1rNJHDyIxhfn+mKmjiKtCfPRlZkVaNOsuWorov2/iU2N5bC8ikEf2troDJ8rns2Mn/APXW9pN5LrE9m8dytvcS6mZDao7OgXH4ZH1Fef6leyahbsNw8vaGO0fMQfYn603Sbe7+2F3I2tgqynDcgHnFfT0eIq9KNq8eb8Dwq2TUqkr0nY9ta6+22YW4tGkvG1MD7UwHlqM9eDkfmavXGoeWniNrZ11ZDcRpLfZz5WOuflIGK8js9ZvLVRHcSzWi7iUWOU7AR0b68ZqL+3tWTT5Lb7UzWN1OskrDbvOGyckjJyPfPHevRhn9GtJRknE4JZRUpptO57br2uWcnixTan+0jbaU2Yx5h2nI9Qc546elZKwad/YHhNI55NQ1OaUyR2O11CrnJ5IKjH0rlV8SHxJq2qTWB+zW0Wn7Wka4/wBa2O24ZHJ9BTV1S41KHwiq27WsccTk3U10cnI5xgcc+9fQYer7WlGUWeTVp8lRqSNLXvD1prFpp3mgy6n/AGix+yxxsAuG7uBtGB79zVS5mXT4b1WhaxvobxSiqyCMuDwN+ABkY6kd+asaLfXEFno0YRHga+ZnvXmJ6Mec9ckj1q/dWF5daL4hmt7a3uLD7WHmu5WLFecjGc9OO9elGpy6NnG4X2Lk2pQajDrkk37++nSNlYyfKD6kg9j9TRXKw2jeGtR1tNHlMkV1bqzRDOyGQ4wc9cc9MgHNFdMXZaHPJdz0rUri11RdXkllj1PULzT47uLbudgVHIzzU66wLVmit7Yz27CHUd6gRv6MB04/PmoNH0/y5NFW1SY6lmaC68w4ODyFyOMdxjNPttHlkbTkQ/Z1VpbOaSRi4dcHgk8nn3A9q0UYbMiUpdi7qui2/iLRb+Oa3jbR7a/VxFMy+cRIvJVwMjlgfTivnzxp4D1vRbW/i03R7nVozKYLdLVC5LHhQ2OnY84HWvfrO4murSxhKm1hSJoF2JhJpIyCpA98dqlljvNdubvVr0PZ3F7ZK1qkLAAPH6gknt6ivExuWUcY1z6NdVv/AME9LC4+phn7u3Y/PHxt8O/Fngm4ez1zRrjTZVUFldCCpPOc9Km+HOlx2+oCa4JaO3gDBXUqVJPQ+vbn0r7r1+zTxgzy63FDdXet6dmFfNCqWUHJ5x27818reNvhhrXgP7PNZhNTt7yNnie2bzmTb95XQc5AH0r5PMMlqYePPS1X5H02DzSGI92pozA+JVnFfWdnLAViijk3MMgBvl6nJ+leG+J5I21siN9yYOGznv1rutf1jVG2f2grmObBHdTwAPw9q5CTTUm1SaQ8xrgfU9a+W5XH3Wj3V3Q7Q7N47hs4bzBgMO3aurjhNvGBGeO5qhY227y1+4ufvY6V6DpNnp99ZyQpGGHlkl/4sjnP86iUrFo5Vrj7DdJ5m6NoyOc89OtbP/CSGGHKFpSyjbv7Vh3FiyZUptJODVZZPlMRGAegB6YpcsXqVtuPSVtRvD5hAy+Se5r1TwPAlrp1xOGDSFcDnpnpXk+kxNJeF17r616Z4fuDDZi3Vfmd1w3v/kU5LTQSO+0OGSYGW53bA235R0Bwc4rXZlkbZ8p9SD1qzpsKQoiuwUeWSwPeqckMFvgg+WzYGee//wCqslpdjbuVP7H/ANOfAMM0iBB5hwCB0qLT2McaiTebgZC5HUHv0/ziuiurW2Oh5yh2qSGOQenQEVh2Miag7SlT+7I2lAefXOalwUttyeZr0IrEzX92Yp2VojwDjbz271HegW+kyxDcipLtZowCSR3x+HajU9XlTVFtLe1WU5DOzHAxjGQR2/wp91pkF4q2sTtbkg7ypIPHof8APWmkovXcjmutCpo2y6t5ZJH3kcHjbn3xnimapq15HqFrCbuU2sQDRiT/AFYPQpj061dja3ltY5IgsS7ceVxk4B6/U1yeoXzXurS3s0eLKI4MQb+MAr26f/WrWnUnS96EmmROMamk1dHoOi/EKz0vVvDtnqNpL5dvcmQpHcjY6npxwV5x1Nd9L4gTVtB8UBJpbCxW8DfZkuvvr0I25IPJPevmLU1vf7WgluXUwsOPMb5h8uR2r13S9cs5NO8QfamlkviIXjQQbwWHAz8px+dfeZTjKuK5lVd2rany+YYeGHs4aXPVtPt7XxFqGriC6/sdobNHDzSqDKRggAAnd9KKTSY9OutQv4tctpZon0pWRIxgggdCMn+VFfQSk07JnkximjsbeO+jt/JSJYo01XEl5GN4kyST0P4cn8Ksww7o4wTMdMt9V+ZlUZbOMHnvn6VkzsHtL6WW7m+wQauoDeYEeTpuHQd+3vS3zQzQ3s6qkltFq0Qh093bec4525PJ655r0tjgdjQs449LvrS+mfzNNfVXgSCecRk544555xTLP7Laa1pckRS5aS6nt4bWb98YkbPQdfwx3qm9zb2t1FdrZZvoNYCwWL25O3K8tyOBg+3SrsGoTSa0JYoZodb/ALV2s24eUqEcAZJ6+nPNJpvX+v68yGloOtLFdFfQJbWA3F689xatatCV2j5icD06d/wrnNRmFnpeizQ2ErX66lJD8uzZHlzuXJOOn1q3ePfQkRSMLe+tNZwLl5iigs3pjoc44xUV59oXQXtZIoXhi1jc+qBi+3Lfe3dAM571Vnu3cpW6aHI+LfCPhbUbaw0+48P2uoalJqUsDXEgVUQkbgucjj6Dr0r5C1/w7aRxJMjRRy75BJDCgXGGP3hngjgdOa+yfEdnd32oalaW0cb2KavE4u0hwx3dVDZOCDxx714z8Wvh2NF8WX1n5TBt7OGZQrbTzggcZGfTtXxnENBRpwrRXqfU5LWbnKnN+h4lDJ9qmh3DzguA8hyWwOnP4Yrq7G2MM8GHKW7MQRnCjOO9Ykfhm706Rw2ViwWD/Q9M/jRf3zDTWAdjsITGOoPWvgnrsfWP3dTQ1zTFuLe8kDhQpbbsxg45/lXnjL+9bc349q6TWfMbT45FkwoGCucnOKwms3kt1dVG0DJY8k1pFJIm7ZPo8gBlYcxoBk16T4Yt3vLe3uY2GxJclWOOAPSvFDqEsccqqXgiI3fMcB8HBxx6iu8+GutajJ5aQ2dxc28koi3KM5bGcDI9M1vGjUre7SjdkSqRpq83Y+hodSCxwRlcSN8rqP7uOcfjVDVLlLm53LFt8vn17ccVgf8ACUW8dim24Ec8ZKOsg2lTnke5pYvFkSgiO3klm6Y3ABz696wlRqxdnF3F7SDV7nXX2f7L+VDNOcBQq5A4POKqPILUxRLtQlOVUY49ev1rF8PeJdQ1jUY7Oys911OWRGf5FyOTy3pxUWlC4udYjhvgXmedrXa20BXHODzxXdHLcW4c6ps5pYugpcrlqbOm2/nxtKE8plAAPtVK911o45IUVQFZtjd2bOOv0rV1bWrDS08n7T9odP3TxQgFFOehboPzrmZra5vmu/JtmzZrtlkVNyxkn7xYfgM+9YrCV4rmcH9xXt6UnyqQWdvbi4a7xgk7AqjgDv8Aj71i3Sy297cW9qpdJvmG4ZbaRzx9c1qwyTLb/PG2BwGbgYxwR+VUryN/tkUkbqykkswJL9M/iMVz8reklqa3ttsVfEFnE2lpO6l1Vuqtn5cYwfxNTeBPEEUMGtiaCWe4eNNiqVYAep5ArD1hjbJFJBJLMkjYePBba3oB+Vdf8K/C1zb2GtS3VtDKJIVbdKjM0S5PH16f4V9XkMXGcuzseJmbTgr7nt+l6pe6JeR3FxbJczSaQpjjumLKox7ggde2aKhtdJlg1uddMdLp/wCyhvcRnCkAcZDjsSetFfdezhLVnyntHHSJ6TrEOmrJdeZbSLKdXQokUDAgggAgYOVOf1pLyaVL7VFCTC9fUIPuFAEHGD1xnr1ra1SN4I7i0+xxRavLqaOLjeF2IcEcgY9sgfjWVrdjO19rdtJNGW+3wPNdZMgRSB37Y9c96uE76f10MnFlLXriVri8tI7XfqS6tFJ9qabb5akew5I56fnU19qN60OpWoghmkbVYZHvpN58tSRntx0xzxTdYt7yG61qKC4U2gvYZJbgKMduPvYOKdqFq9rDrDRu0mmLqMLT/IoZmP3u2cdPSno0n/XQPIL43cOgaxaQXQjsLfVEmkulQAL0yPvYPNYeuzXTaL4gt1uJDplrfI0kyKqvzgt2z+XFWfEwjOieIpI5ng04X8RMTTbS6jGcDPOeOpqh4gtbSaz8VSuY7O3iNvMIXbmXaPqAQfxraMVu/wCtjN3uQ6tJNBa+Ibr7bINLhube5b5cOScZAIBx29K5/wAYabbeI7vxNdSTL5McMEyedJ+8DEdRyeT0/CtfUVttSXXZpktRbNb20kUDLjdgZz/TgVHrlpPBe+Ip7sNC8mmRvHbtGRv2gYxuycA45461lVw8K0HTn1/4BtSrSpyU49D5c8fSvZ2McMp8pNu1gO5NefTa+YrWaAgbXTar8Z6+/evqPxt4TsvFC2MGoWKxS3mniZlUBSrjAycHrjnJr5U8R+HZbKa7VopB5DMI0Un5iM5zX5Hj8HPA1nRn8mfoeExMcXSU4lFdUf7C6sWDs3B55p0epBbZRjkjGT/OqNratdRPJPOUnChUhZDknI49v/rVPpWl3euaxaqsTeTI5hUd2IzzxWVGjOvJQpq5vOpGlHmkzJh0d9Q8SW6AM8RmAK9gCe1fRHgPwncWkcdyItllDqiqLdnO5sjGfp+NU/h98KYodJs9XvyVvYb9Y1g2E4w3Qjqf0r2TTtHisrnUbm6nY3zanHthRSCgzhcg/Tue1fo2WYH6nT97dnx+PxaxErR2RhS+EobC+1FpGjimh1SN1s3jJzux24PIPpUq6FHpuoX9qoa3uotTjaOMIqIA5+nHArp/EumiLXvEcl2zT3reTMr+YAFAIwTjjI/Gm6tNbRXOtWyeTcSyrBLJJneYzkZGTz/LpXvcqdnbU8TnltcybHw9b6T4nlthJi/g1VWa4MhYBXGMcbR29BUh0c6bcagggGLHVEnNwYs/KT1yRn36mtnU7pLfW9YitRJcWqiC4lkiiKjIxnB+7/PpW/rW/VtV1cWNoyaebRJPOlbBcjBJOOfXoAORS6oZyuqeHbiRfEdvDDvtC0dyu3av1xnH5gU2/wDC9zqGpeIW01RaWw05G8uZz8+BktnJ6/Uda7m8t1vLm/jhENvbrpgyrZPmEDO44HIz681XtbWbV5oj5trZWjaOyFWUBWIAJxnAzx9aiSTTsOLaepwEfg8+ILvQWW3SysZLFgWLAkkDj05BPr2rGh8Hw3mg6NAFgjZNSZJL7a2WCngHnac/WvWrRdS1K28GNeSG1hdJIoWjhYpkA8YJ29PSsH+z3l0OG3luWGm2utALcQ8ZBbryOufQVhHD03LncVc2daajyqTscF/wrtLzTdREE8c8FnqSL9paJgVUkZA5wRye1ejQ+EZrOTxRa2sksdmEjMgwo7cgZAP1x7VPrGnCPT9cit7mcWEN7G7SqVz1G4dAc/hitKaRmh8VG2mZdPWFCzSOV3nA64ya3jRjFc1NW/pGMq0m7Tdyzp+jiTVHi0uWS2VtHbzJHlK/MVznKk9PbFFZ2nzWWoaza2tkI7WFdJ3O1zIVDg9OBuye3OOtFDTvqwuegf8ACSsdB121RowJhDPcSNF/qgcA85x+Peq+r29vJpesx2d7LJYO8EzSMV+bgbiMjPT0rnvEFneXQ1e2tllW2iso9scbkMw4yM8dQPX6Crq6lpGoaXdebKLeGKytnNvgnDAg4wOpzxVqCTuv62IuT+JriCeXVHimktrCKe2Lx+cUMp79z1B74p2sSJbPqV1JAkMf2yBltWcbnBGM4B6EfWr2oWdtfazqFwBuu3kthbwxxHYcdDgg8ZzzwKreOGls7rXpbmAQaqtxb7I41TaOfkztbGevfvQntH+un9XJtbUq+IliOi+IL6RXE32qLybVYieg+UAke/TIrK1m1lFr4rmvEuCxt4SttEAeq4GRu479/wAK19Xunj0fXIJIlm1CW6hYyNIEWJTt7AfrUuuxvDN4rVCl9cLZw/vHDusQx0GDnjr1FX70br+uhK5WzFuhHC97LcJJNLLo6uBkL04OTxn9elY2tXVw0lpd3dqZLm+0YQwpv+VWxyeAAa3bq2+x3axWV59vmm0PJeSNmCcdRtPAP1PSvPtHt9Tute0eyg1AYtbKQXdwYsSKrAkBeeO2c+vSrjrqDeti6uk3viC6t4jbfbrq30/buZiS7oPurjoATzxyRjtXnWtfCNZpdMdb6V2voJJ5IYYMtAyA5GST/F1yK+g9LsxoK6NFZmYXDaRMHkAUbmIyp5Hrnua861TXE8K2/h66kkkUtYXAnYMmdzHnYOmd3sK8vG0cPWXPiIpqPc7sLVrUpctFtNnhmg/DPS4brSUhQ6jd39rLLcLNnEbg9ccAYPHWt34b/D+3s5NEulEa3a3jxmPau1SM5Azjt9aqXXjaDSI4fssJa6thII7lnIY72y2cY4yelcCvijUJr5m85oxuZgynBGepHpXzMs2wuHlbDUtO+x9AsBiK0b1pn0vZrZWfh/ULa3uPtF/DqYA/eJtVic9BgdPY064W0ltPESmZJbkXkZa6afCrnGAM46H0FfL1vPd+YsonkgkJ3Bo2O4fjXT+H/GmqaGWt4bzNs0iyvGV+WVgcjcO/161pTzx39+GhnPKP5ZHuesLa2t54jidYb2Wa1jMk/L7fmOfX9KdqGIW1m3sYZTbf2fCxl8oR9hyNw54rzSD4rXV3Nqb3FombwIZEtztUhewzk/rXRaZ41svFF1qkkwfSCYY7eO1JLGVgwwOP6+tezhs0w9aSjzWb6Hl18DWpLmcbo7fXmf7RdRW22G2bTkdpZpMM5yMDAzjPNbutQyR3bBxBp1oumrhVyxcn1AAx071k68z/ANsC3vn3QxWkSoIUA2lmA+bJPHGa6TWLqysrzVhvbWgtqkTYf5YN3Xn6V66ezPOfUsJpcq6ppj6lIsMc2mt5SW5UtuC9SMnjH06VZjtZrhvDh1W6kjt49OlWAR7SzgjnOB9O9RXxs21QrYB9WvLPStvlFmIjBHXqeeDziq+k3Gn3mteHntla9nttOZRajL+XwT0PAz9KSTtdg5JuxX0/TbpbPwhPdXEz2/2l441WRQyDkjOOnGB1qe38DxatouveUwZINRFwsbXToSRglQucN+fOaqeG9R0+WTw/Its91qLXczeWsJAXk5BODgjn6Yq3/b/maXrKPFi6l1ddkIt2YqQV6t6flVy5un9akpq6uU/EWk2T2XihJxDbWqvE7wNNjzNvOcE8A/j0qskdhNPrEr+VZwvp6bYHG/zCVwGwSB69AetWvEl88Nv4qe8tZHkfyl2QqWQcYUEkn3q41rdrfXE19G8sr6UGiS3RTtAA4PPsO/ampWVmS1rcx7C3iXVdGuWaKC2/splMiW5XzPl+bGc/oKK27XTbhtU8O/2mVk3WDpFCrKrJxktnr046mik5RluG2x1XjK1g8vWl1CEy6kfJtrdYiPLjJ6Ektxg1yPjCH+xdUvIdSASSG0ikSa0TCohIB3EYzyAcc/Wu9uPBPjmTStVhj8MarHFfaovmzf2RceYYOMtsxn9KpeIvhb4xvL7xPJp/hfWGgnMMLTNpUyFo/wCIxrtVjj0Ga5aWJpRdpTX3+h0SozavGLMDRPEy6hcXRuZIZNR8uFvMLFQm0rkn5R654HfrW54ktnuP+EjWWWO7nmaB5LqQMzxg9SDk7cDHWq+ofBjxK2q3r2PhvXfKt7RFW4bSp1JfjhFMY3cdcZ6VuXfgXxpfabqFt/wjOuq1xFH5u/TpCrFSM4/d5yR6etXKvQbTjJfeifZVLWcX9xg32nyJ4Z8VJpj+fETELi4eHou0ZOc/j1pJIZ0XxRa287RK1jFNNNJGikcdFJGRkDsK6nWvhJ4juNM1w2/h/W7dJIoDHbpazlnZRkgADJzwOvasrWPhj4pn1DU54vCetWME2mRROtpp1wxkbuOgyRwO9T9YpSv7y1815B7CoteV/ccf4ovG0+XSrrSGmEUul+TKk0mTJydoBzwMk56VL4T8MW8aRrNdxx3R0ua6u7j7QQGd+SQCR3P04rpdH+AesaOYzc6Frl40enEqTp07rGSABGo2cvwAT35q5qfgHxTP9kYeFfEZt4tGkj8mLSpQTIR93pkHtiq+sUbcsZr1uL2VRNtxPPvFUlpY6XpN0zR2kEehXEvmNGSzjA2g5xkntyea+V9Y8TPeQwxRxJHHEuBgDP5/XNfQHxq8NfFfxfFo+mWfw48WmysbNYXMeg3B3NwSAVjxgED8q8Zm/Z8+KryEj4aeMgOvGgXf/wAbr4PN8csTUVOD0jf8z67LML7GDnNayPPbiQzMSSSP61D5YyOq4PWvSV/Z7+KzQGM/DLxfye+gXXH/AJDqJv2dfioq4Hwz8YHHP/IBu/8A43XhKzep7beh5+rFeN+RSM21uCVPrXfx/s7/ABW3f8ky8YD66Dd//G6D+zr8VmJY/DTxjn/sA3f/AMbrRWj1J1ZwMl00Xyqfm/vA1at7+WMecjRi4A4eXOMjp07+lde/7OvxWU5Hwy8Yn2/sC7/+N05f2dfirt5+GPjIemNAu/8A43Q2n1C2ljqPAXjJpr6eCa5S7uJJoS8jsV3xjGcZxg+v517/AKXeW97DeSWkaxG6vIo2tJHG6UDG7I+mPyr5t0P4D/FXT76K4Hw28ZI8XKsdAu8g/wDfuvcfhh8PfiTINKh1DwZ4otrz+0fMkebQ7iBI1wPm3NFjB9c19dl2YqcfZVZar8T5bHYHllzQWh2/i24hmm8VXBRNBuraCO3ihhDB5mI+7kAdc96ydMvr7TtUvBcxQ6I9npWI7iAGSRie5AAwfqa2774c+Nri81KO68KeJLqW41KMC4awmZSgx8+QvQY681v3nwz8R6XqPjCS+8K69rsstuiWs0NpcOuNvCr8ozg+ma9yNelGNuZP5+h5UqM2/hf3HJaDdXGlr4XttRs4rO3khkmF2gLTSuRktgc49aqNqF4vhkyCC3azu9VCG8ZCZWG4YYA8iuluvhD4z07XNKuF8OazfKulldotp9sLAAYztIDHnjrxVFPgX4iXw74bvT4c1uXUI7zdJYtYXOEQsTlztHTij6xR0bmvvJ9hN7RZh6lqMlt4b8YjTbpfKaRE82WE53N97nI6Csm1vp7XUNWTSw2+301Ve4nQ70bAzgZHUZPWuq1b4R+JrvRdUmPgzWoLl9QR1tbfSblhKoI77fu55J9qn1T4O+Itat/ElxL4Q1exu5oo41Fto9xiYqOCo2dfX6Vp7ejvzLXzD2M/5X9xymiXAXXvDr2s4ub17JxKrxkKuQTkH3PvzRXV2/wj8UzajpdvP4N1e2ghszHJOmlzkH5QApwvb9cUVLxFJ/bX3h7Govss/Q6iiivx4/RQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//Z) | ASR 2344 x031 080701 Fibula af kobberlegering
Fragment af korsformet fibula. Store dele af hovedpladen og dele af bøjlen bevaret. På undersiden af hovedpladen er bevaret dele af dobbelt nålefæste. Bevaret længde: 2,8 cm. |
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) | ASR 2344 x032 080701 Fibula af kobberlegering
Lille fragment af firearmet, korsformet, fibula i gennembrudt arbejde (Råhedefibel). På oversiden ses ornementik i form af cirkelindslag og furer. På undersiden ses rester af dobbelt nålefæste og ruststpor efter jernnål. Største længde: 1,8 cm. |
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) | ASR 2344 x057 080701 Fibula af kobberlegering
Urnes-fibula med højrevendt dyr, lettere fragmenteret. På bagsiden rester af nålefæste og -skede. Mål: 3 x 3 cm. |
![](data:image/jpeg;base64,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) | ASR 2344 x058 080701 Fibula af kobberlegering
Lille del af firearment fibel (Råhedefibel). På oversiden ses cirkelindslag og furer, på bagsiden dobbelt nålefæste. Evt. fragment af fire-armet fibula med gennembrydninger. Største mål13x10 mm.
Passer sammen med x192. |
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) | ASR 2344 x059 080701 Fibula af kobberlegering
Skive-fibula. Cirkulær. Fladen er udfyldt med adskillige punktrækker af varierende finhed samt to omløbende furer. Hele fladen er dækket af hvidmetal/fortinning. På bagsiden rester af enkelt nålefæste og -skede. Diameter: 26 mm. |
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) | ASR 2344 x060 080701 Fibula af kobberlegering
Større fragment af kort ligearmet fibula. Med rester af H-formet stregornament på bøjlen. Længde: 3,0 cm. |
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| ASR 2344 x061 080701 Fibula af kobberlegering
Høj, spinkel bøjle fra (armbrøst?-) fibula. Måske en nydamfibula eller en fibula med omslået fod. Både fod- og hoved er knebet sammen - i hovedet rester af tværgående jernnål. På bøjlen rester af fureornamentik. Længde: 4,4 cm. |
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Lille stump af bøjle og fod fra fibel. Svage rester af nåleskede på undersiden. Ellers stort set ingen oprindelig overflade bevaret. Længde: 2,5 cm. |
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) | ASR 2344 x064 080701 Fibula af kobberlegering
Lille stump af bøjlefibula, antagelig på ovegangen mellem hovedplade og bøjle. Få rester af fureornamentik på tværs af bøjlen. Længde: 12 mm.
Kort ligearmet, YGJ? |
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) | ASR 2344 x106 080701 Fibula af kobberlegering
Fragmenteret fibel bestående af tungeformet hovedplade medsvagt markeret midterrib og enkelte cirkelindstemplinger (? afventer kons). Bøjlen tagrygformet. På undersiden rester af enkelt nålefæste. Samlet længde: 4,8 cm. Afgnavet langs stort set alle kanter. |
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| ASR 2344 x107 080701 Fibula af kobberlegering
Fragmenteret fibula, dele af hovedplade med cirkelindstempling, samt tagrygformet, massiv bøjle er bevaret. På undersende rester af enkelt nålefæste. Længde: 2,5 cm. |
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) | ASR 2344 x108 080701 Fibula af kobberlegering
Lille stump af bøjle og fod fra spinkel fibel. Helt afgnavet og stort set uden oprindelig overflade. Muligvis smårester af nåleskede på undersiden af foden. Længde: 2,7 cm. |
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) | ASR 2344 x110 080701 Fibula af kobberlegering
Fragment af fibula. Falsk spiral, med løs torn. Spiralen er dannet ved at der på begge sider af tornen er rullet en bronzetråd om en central stav. Spiralens længde: 29mm. |
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) | ASR 2344 x112 080701 Fibula af kobberlegering
Mindre uregelmæssigt fragment af formodet fibula i delvist gennembrudt arbejde. To kanter er antagelig oprindelige, mens de øvrige er brudflader. På bagsiden nålefæste med mindre del af bronzenål isiddende. 'Højde': 19mm. |
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) | ASR 2344 x152 080701 Fibula af kobberlegering
Kort ligearmet fibel. Ualmindelig velbevaret overflade med streg/fure-ornementik. På undersiden velbevaret nålefæste (med rustspor efter jernnål), samt nåleskede. Længde: 3,4 cm. |
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) | ASR 2344 x153 080701 Fibula af kobberlegering
Del af hovedplade og bøjle fra korsformet fibel. På undersiden rester af nålefæste. Længde: 3,3 cm. |
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) | ASR 2344 x154 080701 Fibula af kobberlegering
Del af bred bøjle fra fibel - muligvis en kort ligearmet? Hovedparten af overfladen er borte, men den den der er bevaret er udfyldt med ornamentik i form af furer. Længde: 2 cm. |
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| ASR 2344 x162 080701 Fibula af kobberlegering
Kraftig korsformet fibel med dyrehoved på foden. De to sidearme på hovedpladen er borte. På undersiden store rester af nåleskede og enkelt nålefæste. L: 10,1 cm. |
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| ASR 2344 x163 080701 Fibula af kobberlegering
Primært bøjlen, med rester af hovedpladen fra fibel. Ret nedbrudt overflade. Afventer kons. L:4,5 cm. |
![](data:image/jpeg;base64,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) | ASR 2344 x164 080701 Fibula af kobberlegering
Del af bøjle og hovedplade eller fod. Antagelig fra kort ligearmet fibel (YGJ)? Bevaret længde: 2,6 cm. |
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| ASR 2344 x165 080701 Fibula af kobberlegering
Hovedparten af bøjle og fod fra spinkel fibel. L: 3,7 cm. |
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) | ASR 2344 x174 080701 Fibula af kobberlegering
Emaljefibel, blomsterformet, central indfatning med emaljerester og herom 6 bløde, gennembrudte flige. På bagsiden rester af nålefæste og -skede. Diameter: 18-19 mm. |
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) | ASR 2344 x178 080701 Fibula af kobberlegering
Svastika-fibel - formodentligt, vurderet ud fra de bevarede kanter m.m. På forsiden er bevaret hvidmetal-belægning, samt del af grønligt glas i midterhullet, mens der på bagsiden er rester af især nåleskeden, mens nålefæstet netop antydes. Største mål ca. 3,2 cm. |
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) | ASR 2344 x189 080701 Fibula af kobberlegering
Fragment af fibel bestående af dele af bøjlen og foden. Overfladen generelt manglende, dog mindre partier med ornamentik. Bevaret længde: 3,8 cm. |
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) | ASR 2344 x192 080701 Fibula af kobberlegering
Fragment af firearmet, korsformet smykke (Råhedefibel). Bevaret er den centrale forhøjede dut, dele af to af de fire huller som opr. har omgivet centrum, samt dele af den ene arm (ret afgnavet), med cirkelindslag og furer. På bagsiden rester af nåleskede. Ca. 22 x 12 mm.
Passer sammen med x058. |
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) | ASR 2344 x197 080701 Fibula af kobberlegering
Fragment af fibel. Med rest af forgyldning på/omkring cirkelformet ornamentik. Største mål: 24 mm. |
![](data:image/jpeg;base64,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) | ASR 2344 x198 080701 Fibula af kobberlegering
Fragment af ligearmet spænde. Største mål: 24 mm. |
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| ASR 2344 x199 080701 Fibula af kobberlegering
Bøjlefibel. Nålen mangler. Oversiden dekoreret med tværgående streger/riller. Længde: 39 mm. |
![](data:image/jpeg;base64,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| ASR 2344 x200 080701 Fibula af kobberlegering
Fragmenteret bøjlefibel. Nål mangler. Ovesiden dekoreret med langs og tværgående riller. Største mål: 30 mm. |
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| ASR 2344 x202 080701 Fibula af kobberlegering
Kort ligearmet fibel. Nål mangler. Tværgående rilleornamentik. Største mål: 33 mm. |
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| ASR 2344 x203 080701 Fibula af kobberlegering
Fragment af korsformet fibula. Nål mangler, sideknopper mangler. Langsgårnede vulst på bøjlens overside. Største længde: 48 mm. |
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) | ASR 2344 x221 080701 Fibula af kobberlegering
Fragment af emaljefibel. Cirkulær med ophøjet felt i midten omgivet af 11 mindre ophøjede dutter. Beskadiget langs kanten. Rest af nålefæste bagpå. Diameter: 15 mm.
Se ASR13x1150 for parallel. |
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) | ASR 2344 x240 080701 Fibula af kobberlegering
Fragment af korsformet fibel. Hovedpladen har tre profilerede knopper, der alle er støbt i et med resten af fiblen, og bøjlen er meget hvælvet og har profileringer på oversiden. Stykket har en del korrosion og yderligere detaljer kan ikke ses. På hovedpladens underside sidder en lille rest af nålekonstruktionen. Største mål: 3,2x2,4 cm. |
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| ASR 2344 x250 080701 Fibula af kobberlegering
Bøjlefibel, fragment. Der er tale om en rest af hoved med cirkulære stempler samt lille del af profileret bøjle fra en korsformet fibula af bronze med dateringen: yngre germansk jernalder, Største mål: 2,8 cm. |
![](data:image/jpeg;base64,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) | ASR 2344 x251 080701 Fibula af kobberlegering
Fibelfragment. Kun lille stump af bøjle. Længde: 3,3 cm. |
![](data:image/jpeg;base64,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) | ASR 2344 x252 080701 Fibula af kobberlegering
Fragment af ligearmet fibel. Mål: 2,2x2,5 cm. |
![](data:image/jpeg;base64,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) | ASR 2344 x257 080701 Fibula af kobberlegering
Fragment af ligearmet fibel? Mål: 2,5x2,2 cm.
Samme fibel som x198 og x252 |
![](data:image/jpeg;base64,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) | ASR 2344 x259 080701 Fibula af kobberlegering
Fragment af bøjlefibel |
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wPp1psa+W2BnGc5zTpiOCCWxx8p5pgYbun3RTEIy7WBX0xn8etFMW4VmYAEbW2ncpHp0J69e1FFxHpjEbckhuKo3yvcWpGQV7f41aaTbt4+XOef5Ukh/dtzkEcHqKso4xoy37thtVeOvT1FeZ/GLwhHqFu2rW8YMkaiOVWA27ex/pk57V6neL5d2y7AGzk7fSs3WLWLUrKW0l/1Uu6NvYY7VM4qcbDjLldz5b2ozx20ERUp8+1SeOORmr0jKpuVlAkEqeWVIyvJHGemeelSXmmy6Lq1/BI6lo2aN2UY+YY9u+Qaxo7VrFp/kLws5k2hgSc+34Hj3ryetjr6GZdWttJHFBKTFMpyvy9Cp44/yKwPEFkZbiBZJw0pkyV5IZCccDoB1rprhp2uJpLhPMhUZ3kkNgjB+uBj+VZ1xCbPyGYfa5GUokmzHQZBJ/MY9T61qiCHxJC95IkccXlfusGPcC2UJA78AgA/jVGRopZo7d/KbHBVRyRgZ78d+PWtO6X7PNCZGWV/usU4AIGf8Rn2rGSw8m8eWKUK8bb+SNpx6H/PSjmuJopSaXHcZUc3DBgAvAI7lR27day9KsJNF1Ke4KD7u0ErgZyCec4zjP511U3l6w26Ffs0kILpk5IcgjuOnOahnhlmtXhm2go5YlD/AKw7hx7nrxRzdBKPYr+ZJNLDcTfLEfuLn5VB74x1PXjNUb9mlnS4YBEZBt4yf17ZrU8pWYsWXMX34twIHoMDoORVG5he4jMkxYKrYGB364x9OKm+pdjDj2tNlWKlSTtkB+9yMcn8f8mk+zm4YROrBFk5Xd8vbn+dTTbSsyGNgBwePmGR7/XNSyf6HJvkG6NkAVm6KcHr/KtLk2MbX9UTR9IlvJQXK/dGcZOeP51zfhPxMPEWoC31CAZduJIG5JHJGD3xXQ+JNKHiLw60aON5JCHvuB6e9cp4H8J31jqv2qeCS3SNvNk8zHJAIAH19a0jy8rfUNbnWRx2u4NbSSRzFcEcNzxkHp/Kux+C+kP/AG1f3skZKxJ5Ss6/xMQcZ9gv61xEckcc0sdsfPupAWd15C98V7z8N9PfTfC+mxyRLHIyb3GOSWOc/XBFOOrFLRHa6VJ5N5Ewc4UgfnXsGlXRltwc7iOteOQhFmjwDneMe9es+HcR2q45yMjHauhmBrwhVTIDKMnGT6nNEy7FcBtrKON3I/8A1USSKuATg/TrUasOImZTNjPv9cUCF8wOOV2Y/vEetFL5fyg4yKKYj0iTCx9ccc8UwMqqQ3OevPFP4bI6sTgA1AzD5t3INaFGDrFu3nCQLgY5IFZDMTnzFBXAPeuuuYxcKEPAbjO3jpXPXujyxENtyDyCM/WgDw742aWdN1K11SFPMjvCsU3T5WUAZ/Ff/Qa8/wBfmgsQkjFox1G3HPHH0x/WvpDxH4ft/EWnGxvIGaBtrEE4KsMEEe4614x4w+EOv3EjSWN1aXcCqw8l8xu/HA5yufx9K46lJ8za2NYz0szyrWJnhh3h3zcsuQn93AwMepx2qtrWs22haTBb3ChJiN0i7vuNuDAHPU8AfjXT3HhLW9D8r7bpV27qcLIsZdI846soIOOOT+tYl5oFtZtNPqS/bbiaVcf7BAJA+vWuezvZo1unqjI0PxA+tyJaCznifk4cbT/iB/jVnVIbWy+UyAb/AJMsRgjB/wAa047zz5lmjRIUUZOCMgdOn+elYGp2cV5vkGSrnruwoJHSp0GaUaibczMI1ZNoKkhjjv79ajMo5RQZCeAucnd07VSgtZ2t3kWZoyuEC5zgZGTQtufJ2tKI0DD97jaeDnp34qGihVkP26VITvlmjVGY8gKCeff/AOvSSKraaiGUt1wDzjBx1+lQTTJHcebCmMnaepLAjjr9TVC+vpdPXfHG0sOOAvVfX607CJpAGjPDZ6eYvXgd6zIR9q0fVNqSSQwnC/LyAQMn6Z/rVjWbhorRpVkTZtySq+o4H86juY5NP0a2sbZ3S71Dl1Lc88kH2Ax+VUBz/hewv7q1lYuEtvMIiMiAgAH5uT26/jReQvdXTMt82PKEflqAFwDyePx7V0w0OTVY102wR5baICI+Wdqk98tn1P8AOu28N/DXTtHvPt8iedclBGqO25IwCTheBk5PXH0xXRGLk7mbkonLeA/h3eSSR3N3CLazkw7ibPmygchcfwqffnB6d69rtkePDsCxA5CnGM1ThiA2s2ehHTrWvY2MtwwAGO30roUFEwcmy3p9jNfMvlg7xj+fSvQ9H8+BY0QeWwAxvOM+vGKqeHtDW2VSVbf3OK6mO3Xzo+Aqrk5yRk49O/frTd2AsTM0ZZhlgcdfSpI23sMggjvULx7kc8FWPAPOR6U+L5Y1zHtGOR6flQIk3Dc2TnP40Uw4Ug7cHtg0UyT0pmDNkc88dqiMKrhicn73409WMceCcDvn/GovPUxna24/5/OtGWNaM7hgYT0B4omxnvg460isTgZOAMjNVplaTODnr16fWkAy4tYpd3TOMEelZN34fikYMDz6dq1t6/dUnIOD3weuD+BH51GpfaRKBvycbWJHB4PQdqZJzd54a3R5jbB7D1rhvFXwm0vxFJFJf2IlmUjdJC5Qt7Nj7w5716xJiSQhVBAGNwP8v8aj8sb9rJ8vQ4o3EeI698G9GvtJuLS3tn052Xatxb5JB9RuyOprznVPgHqum6WY9K1KO9fOfJuITFn1wwJGe/Svq6Rd3y7V21EdPhmXHk4zx8oHSs5U4S6FKUl1PjC6+F/ijS7WS5/sYSuBkx2socHOf4eDn8PxrL/4QfXLqx+0SaXqQhKnMf2WQkHOPTpxX2/JpttjCQhOORjqKVbeGNGCIoOeeOPwrF0I9GaKoz8/YNDvlZ4rfTr6edyS7G2Y7ckDGMdBj1rW0f4ceKntp5ZtEvjaNyvnIEcfRW57Zr7oaFNxBUL2PHFV5rGKZSAFJ+lL2KD2jPjCy+F3iTVLYR3enpaRpIzR+dJgkY44GT+Bx0Nbdl8I7q1uEub2fzpNpV1WPAIPbdnP/wCqvqSXQ4GPKAtnsPao28OwsxITI/2hWkacF0Jc5M8D03wk1nam1t7NbWKL7iquEIPJP59a3LPwdcyyI5yBjHt9a9j/AOEdgixuX5jjAxxU8OlwIu0KvyjpitiDy618FzLgyjOOldZpnh1LRVXZgceldStrHuC9ABkdOlO3R+YylOeM4HFICrDaBVZRlccbsDmppFMcaFm3be45/GpFUN97I7jPWm7tvQbV7DFFgIVVH3AMoOcYX09aVv3ZBLcdMdqezBWOPy64qGRmOMjr+tAClBkEkgCiopMhhjnuKKBHpEm1+r8HpUYxt+Q7j3znBFEm549oIyOeRmmKoXlshvwGQKsofISyZBPTJqOZVbB7jkYHfkUZUDPJOPTAqNmJx1IznrSAT7ygc47+9RyAFTkYY9u1SNlssB1HTqKgZWAIByBwMmmIZuCyMMe3ApsgZtx9z7/pSlDySpyOvNMeU8AbeeMHp+dAhqo7KMEHmiQMqthVL9d3pSFj5nzL0OBtORQsh8wqMYzycZoAZguvJyMEkAdaasYYsAOFGTSNcYkZNpCj+I9PqKkSQNkd89fakBXmjHyjuvP0NQhduAw3HnmrkkY3q24kfdx0FJ5IYnLYU8AdxSGQLCN27BOO3pRMWWAKm3eDnaeM/SlnLRrlm+XOB6/WoVuFdQHAb3+lACsuXB5OPeo9ytuPJJ4NSblXaygc9KZMuGJAwD1Ip2AgzjPyjGc03azRqQSPcnmpJM7iFTIHRqYrMrJxuLHGP6UARjLZPP54pFw2R93HrzU427gduW6DPb8ajl+bcSAAenekAwKyrhck57mo/mJDEABehpWIXnOB0xk0jZkZ88c96dhjGZlztHzMcciiiWI7chQCOORkUUhHtL/DLxK2c6cD6Ynj4/8AHqZ/wrHxL8w/s3P/AG3i/wDiq96orbkQHgI+F/ijLf8AEtx2/wBfF+f3qJPhd4mYNjTOMYUG4i/+Kr36ijkQHzyvwt8W8k6WOexuIv8A4qpG+FfidsH+zcbfSeLn/wAfr6Coo5EB89r8K/FLddMKn/rvF/8AF1EfhP4p+X/iVgEHPFxFx/4/X0TRT5EB85/8Kj8VdRpnJznNxFjr/v05vhR4p2ALpB3f9fMP/wAVX0VRRyID5y/4VH4rZTnSgOeP9Ii/+LpE+EviyNcf2QG9f9Ji5/8AH6+jqKXIgPnT/hU/izbj+ys/W5iP/s9N/wCFSeK++k5/7eIf/i6+jaKORAfN0nwh8WseNJUDH/PxF/8AF1HH8GvFcYJ/svk9vtEX/wAXX0rRRyID5qT4P+LVPOlfL/d+0Q//ABdRv8HfFuPl0b2x9ph6f9919M0U+RAfMy/B7xevH9kcMME/aYf/AIukHwb8XKMDSMdxi5h/+Lr6aopciA+Yx8GfF3Q6QSOv/H1D/wDF00/Bvxju40bj/r5g/wDi6+nqKORAfLh+CvjHBH9jAd+LmH/4ukk+C3jNuP7HyPT7VD/8XX1JRRyID5Wb4KeNFb5dEyMdRdQf/F0V9U0U+RAFFFFWAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/2Q==) | ASR 2344 x261 080701 Fibula af kobberlegering
Lille, skålformet fibel. Mål: 3,9x1,7 cm. |
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D6VobUbHA5pvl4zwpHvSNCpotiui6TaWQmM32eNYzIRjcQOTjtXPx+BRHqUWoDVpvtiXZuWk2LhweCMepQbCemOw2oF6zavdRTJJIYfv4FKwyRmVgRu68VV0eyj0nSbOxR96WsKQKx4yFULn9KkWe3dsKVz6HipQq44UUAO3L/erG8VaVe61o8lnp+oppsszoJJmjLkxgjegwylSwyu4HIySOcEaxUemaNq/wB2mBFZxC0tIYf3a+WgTbEu1BgYwBk4HtUvmrjr7UxmVe1IFB5IpDsQahHLcWzLbzQxyn/ntHvRh3BAI6j3/wAKbotiNH0m1szKJTDGE3gbQcegycD0GTx3NWPLGR8q+9O2rxwKVgsOaQdAw/OsXxR4dHiW1tov7RudOlt5fOjmtdhIfaygkOrAgbienUA9q19q/wB0H8KNq+g/KgCnoNg+j6LYWE97JqE1tAkT3U2A8zKoBY44yetXhIvTOD9ajKp1Krn6UeXGedi/lSHYZqVimpW6xtHbylXDhbhN68Z7ZHrRTtqd0H4iipJ5TaoooroOYKKKKACiiigBG5Uj2rOjtZhISY8DHXIrSopWKTsUhbvxlefrSfZpBxtPr1FXqKLD5mUhbyen6iqsOmySXTvcJ8nbkHNa9FJxuHOyreWaTWzIqANj5cADFUrO2uo12SRHHUNuHHt1rXop2EpNFD7PLuOV4+tL9lk9P1FXqKLD52ZzWcmOF5+tL9ll/u/qK0KKLD52ZzWcjLjbj8RQtnKvv9SK0aKXKHOzP+yy/wB39RSG0l/ufqK0aKOUOdmb9jl/uZ/EUfY5ePk/UVpUUcqD2jMz7HLn7mfxFFadFHKg52FFFFUZhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//2Q==) | ASR 2344 x268 080701 Fibula af kobberlegering
Cirkulær fibel med bagudvendt dyr. Guds lam/Dyr i cirkel/Ålborgruppen. Kan måske være fejlstøbt, da der synes at mangle gennembrydning ved dyrets bagben og nakke, men det kan også skyldes korrosion, må afvente konservering. Rest af afbrækket øsken forneden, og rest af nålefæste bagpå. Diameter: 2 cm. |
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) | ASR 2344 x275 080701 Fibula af kobberlegering
Hovedpladen og del af bøjle fra kraftig fibel med kvadratisk hovedplade. Heri fem punkt/cirkel, placeret som på en terning. På undersiden kraftig dobbeltfliget nålefæste, med tværgående pind ligeledes af kobberlegering. |
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) | ASR 2344 x283 080701 Fibula af kobberlegering
Lille fragment af Urnesfibel. |
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) | ASR 2344 x285 080701 Fibula af kobberlegering
Næsten hel spinkel korsformet fibel medfliget hovedplade. På bagsiden rester af enkelt nålefæste og -skede. |
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) | ASR 2344 x286 080701 Fibula af kobberlegering
Del af bøjle fra fibel - meget kraftig i godset. Formentlig fra korsformet fibel. |
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) | ASR 2344 x294 080701 Fibula af kobberlegering
Kraftig bøjle fra fibel, stærkt korroderet. Evt. fra korsformet fibel? |
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KQsKc1MPTFAC57VJH1HpUfpUsf3hQB4R+2R8Jf+E0+HreJdNQJrehr5jOo5kt8/OOOu0EsP+Be1fHngeSS40uZSy5idgfUA8g+3b8q/T/VoYbjQNQiuE32720iyL6qVII/Kvyq+H/2uzvLyyI2xeazbGzlwc4YN34xXHWjaSkjop6ppn2j+yj4ui1C91bSklWQCFZflbIVkIBH1/eD8q+j6+P8A9kbT4dJ8bbbRSFmtZxO3JLMGQ5b0PT8q+wTW1GTlHUzqJJ6CUq000q1sZkimn54qHNPBoAca/JH/AIK2uT8dfD68bRoMR/8AI8+a/Wtmr8kf+CtSFvjzoJyAp0GIdeeJ5v8AGjqM+cZkuf8AhTYkNtrgtFhGJD4ogNox8wf8uWzfjP8ADuyCc0VBY+INJ0XwHA6yeDtQvo4wRZXWl3T3jsW5Bk2CPIB/vdB68UVZCP6C6KSk5qChaSikzQAe9Npc03NAAe1RNUlRtQBEy1XkGKsPVeSgCuzetJwaVj+NM5oAX2qxAORUC1Zt15FAGd8QNSTR/h54kvZHCLDp1w+5ug/dtj9a/Mjwjqwtl1FrcbgFAaSVTyNwKgc9Rt/HJ6V+if7Q0E1z8EfFsMHMklpt644Lrn9M1+avgMNHfSQTRbCrHLZ52jqDjrzz+Nclfob01dH2D+x7cR6rr19P92eG1feB91tzphl9sV9VnvXzr+yHoMEMeu6pGFV3WOHaOu3LHP6V9FvxW1L4EZz3GMelCt70d6K1IFzS5ptGaAHt0r8jv+CtEx/4X5osW7A/sCBun/Teev1uY1+R3/BWnavx60RgCWbQYgeeBiab/GgZ89X39t/8KTXdH4wGl+UvzsU/srHmjHbOM9OfvUVlafNoml+CYL+50Pwjqk6RjdHNqV8L2TLY5jSZVz9AOBRVkI/oW5pc0lJuqChf50ntSUUAJTTTjTSelADTTWpxqNqAI2qvJUzd6gkNAEDdfamZ6U5uT1plACq1WrdsYqoOKkV9vegC5qWnwa1pV3YXK77e6iaGRf8AZYYNflH4h0yTwl46nKIqBLp7ea0hOcOpIPJPTAP5iv1ZjuD+Ffl3+0pZ3Pgb4zeJ1IE88l1Jdov3Q6uxkTP4YHoc+9c1bZG9PqkfWn7J/jnS9H0mTTmvS1teTqiyTsN0U/3dh9jwB6EY78fUDrX5X+C/ElpqEkQtbubT47ldzkMCG3KNqtkdVOCD1GPz+9/gb8Vj4r0W30jV5lGuW0SruaQN9oUDhwe54/zg1NGT+Fmck+p6r3pKWkrrIEakpe9NoAGavyM/4KzSK3x90YA/MuhQ7uf+m02P61+uDNX5Df8ABWFg37QmlDjI0KA9f+m09Az51vJrlfhEEE2seT5afu28LwLa/wCsH/L7v3499vJ+XoaKWxks7PwDDc32lQ6harGu+JPFkSyvlsD/AEQMXHODjbxjPSirIR/Qkab6+tOpKgoMe9FJmkOaAA0lLzSUANbFRtTzTGoAiYVBIKleoWJoAgb6Uxu9SMDUTA0wGmlBprUUASbj618W/t7fBrVtRmh8faRA14kEKwXqKv8AqFX/AJaHHUY49iOvNfaK/Xmm3Gnwalay2t1BHc20ymOWGZQyOpGCpB4II7VEo8ysVGXK7n4e2HxKvPCWqW9/NKbrSAg8yFlG7cDtBA7djyevpX1b8NvihB4ptbfVbC6Om6rA6tHCXCEL9evJGc9gfavSf2kv+Cfen6zY3+t+ALPM7FZpPD7N8hcNktCSeOD9w++Owr4Xaxn0m8fTb2CbT9RhZhtkBjZWU4KsOMEcg1w1Kf3nSpKR+wXwT+Mlh8UNDRGbydZtl23EDkZYg4LD8Rz9a9Mr8h/g78WdR8Ga8JVvHguowrQ3MfJRx/fGOVxwfUDvX2x4T/bGnvLy0TV9EhezdMSXNjL8wbI5CtxjGeM1vGskvfMpQ190+njTTWf4c8Sab4u0mHU9KuVu7SUcOvUHuCOxHpWiwrp32MSKSvyB/wCCrLB/2jLBR97+wrcZzx/rZq/X2Svx9/4KpNj9pG0baHK6Hbgj/tpLQM+ctT1CzPw3ECXFg9xsQbF8PLHN98H/AI+8Zz79+neitr7SIfhvanWE8S3WjGJN9vb+K7Zbc5YbdtqYmZRnHykHGM0VZCP6BqKTcM0Z71BQtFFJnpQAGkoJpN1MBGqNsU80wgUWAjaomBqVsD2pjUwK7LUTLVhqjagCBl9abtqVqZigBV7VZgWoEHtVqFaQFuEdK+Z/2rf2NYPjlLBrvhmex0XxVG376a6VhFdKBgbioJDcAZwcjr0r6Zj6VKtS0nuNNrVH41/E34HeMvgfq0UHijS/srXBMMd/C2+2uRgcK46/Q4IHUCo/CHii50+8QNdxLpyJiRJMMYyM4/D396/YLxX4Q0Tx1ok+j+INKtdY0ycfvLW8iEiH3wehHYjkV8O/tD/8E/fDfg7w7qXjHwVe6jClipnudIu5fOiWEfeMTY3YUckMWyueex5qlHqjeNTozP8Agn+0pcfDfK29uusadelc2Pm+W27+FkOODg+nI+lfZnw1+K2j/E7TPOsm+y30YzPYSuDJH7gj7y+4/HFflBoesPp+lAWy4JcNHI/yujZ7E9PpX0b8GfGVr/wnfhCa3vmjk+3wRytjaw3sFdDjgjkj8axhOUGo9B1EnqfoDKvBr8d/+CqRK/tKW23hholv/wCjJa/YuSvx1/4KpNt/aUiwRn+xrbv0+eSvROc+Z9UbS/8AhX8axT+GGvvLjzHBBejUM7hnLsvk5x1wcYziiutuPtf/AArOyGuDxynh3yYslY1+wckbNhY425xj8KKohH7+8UtfD8P/AAVe+GUrMP8AhHfEgx0/dQcj1/1tPb/grF8Lo1H/ABIPEjHOCBFBn/0ZUlH27TS3aviZv+Cr/wAMBHu/4R7xJyAQPKg6Zx/z1pk//BV74YQsg/4R/wASPu6kRQfLyRz+99s/jQB9t0uK+IH/AOCsXwvjbA8PeJT7+VB/8dqeP/gq/wDCxkYnRPESsoztaGHJ6dP3v+cVSA+2MUxq+J5v+CsfwsjyBoHiZzn+GCD195agb/grJ8LWbC+H/E2ePvQ24/8Aa1UB9tMw703g18T/APD1z4XnBGheJDwT/qYTjGeP9b3xTU/4KwfC/YHPh7xKBnH+qg/P/W1IH2uwqJxivi1v+CsHwt5C6D4jf/dig/8AjlK3/BVL4YmEyvoniCFO2+OH5uM8Yk/zmjQD7MPegLXxV/w9W+GbJuGh6+TnhfLhGff/AFnT61WH/BWX4aKxX/hGvEZPrsgx/wCjKegH3Eq4qePivhwf8FZvhl/0LfiIcZOUg/8AjlCf8FaPhoyyH/hHPEIZeilYfm/8fo0A+60NSr2r4TP/AAVo+GscYLeGvEXmYzsCw8fX56j/AOHu3w5Vsf8ACJeIz7/uP/i6kD7zqO4giuoZIZo1lhkUo8bjKspGCCO4xXwg3/BXr4cKu4eEvETHONuYB+P36ev/AAVw+Hc1tLIvhXXt8a7jGWhyR7Hd70AeZftIfsI/EjSfGWp6n4C0/wD4SPwrM5mhsoblFmtlJH7sxuV34OcFckjGea9e/ZH/AGUfFuh61a+J/iDYQ6M1m4lttNWVZJJZByrvtJVQDg4znI7d82L/AIK1eBJYPOfwjrkKc48x4hnAHv71Wb/grv4A+cp4P16QKM/6yEd8etZ+zje9iuZ7H3jIODX42/8ABVKT/jJpcdtGthj/AIFJ1r6Wm/4K/wDgYY2+CNbckdPtEQr4M/bC/aA0/wDaQ+Lkni7TNLuNItTZQ2ot7qRXfKbiTkcc7q0JOO1ldLX4ewNDb+GVvikW6S1ur1r8nIyWRn8nP97C4HOKKnh8VeHNQ8I2uj6nruqxIsaB4bXw7ZHay9hN5yyMM9zgnvRTJR7IP2M/Hb64bX/hAfG6WX9uJYiX+xLji0IYmfPlY6gfN0FYlt+yH8SZNPtpZPht45WeTSri7dP7AuhtuFmdUix5WeUVW2nk5yODRRRcDSuf2OfiDAHEPw+8bti606Mf8SK5P7uaFmuGz5X/ACzcAZ6Lnnmq6/sd/ESRog/w88cAMup7j/YVzwYYi1t/yy/5aOAv+1nC80UUXAp3n7H/AMSYtPuJ4vhz46e4jsLS4SL+wLo7ppGUSpxF/CCTjqMc1oTfsafEAa8LRfAHjo2I12ex87+w7j/j0Xbsnz5WPm5+b7pxRRRcDOP7IPxNm0eOdvhz45FydHa7MX9gXIxci7aMRY8rPMQD7evOelWl/Yz+IP25Ym+H3jnyG1DT7cuNBuf9TLEzTyZ8rojADPQZweaKKLgVtO/Y/wDiTcWdvLN8OPHUErw6hI6/2BdAq0UZMC8xfxtxjv2qO6/Y7+JQiumT4c+OWMVrYSxL/YF180kqoZ1/1XOws3A5GOaKKQy6v7GfxATWIrc/Dzxy1qdWvrRpv7CucC3iRDDL/qsYcsw3dDjjpWfdfsg/E19Le5Hw18cm5XSFu0h/4R+6/wCPj7WsRix5Wc+US+3rxnpRRTuI0Yf2MPiC2sJbv8P/ABz9mbV7azab+wrnAtnXMkufKx8p43dB3rJtv2PvidNpsEr/AA18cpcPYXVw8f8Awj90NsyOwjTHlZywAOOpzxRRQBcb9jX4irJIB8OvHRAfTQv/ABIbnkTQ7rg/6r/lm/y/7PQ80Wf7GvxFkuIlf4deOVVrjUo2L6FcgbIYVe3P+q48xyVz/FjA5oooAr3H7H3xKj067m/4Vr47knTSba6jjGg3R3XLzRrJHjysnajOdvUYyeBW1L+xX47/AOEgW1/4QHxwbD+3ZLEz/wBiXH/HmoUrLnycckn5vunFFFAGRD+xx8R20i1nf4ceORdSaPPdyRf2DdfLdLcOiRY8nIzGqttPzHORwRWiv7HPxBsb+RYfhz44eIX2mQb20O5P7qWJnuHH7rGEdVGei5waKKBEI/Y/+I9yqNN8PPHZaSPU2YHQrn5TDEzWwx5XG9wox/FnAqnN+xz8SIdOupo/ht46NxHZ2E0a/wBhXR3SyAeeuPK52ZPHVe9FFAF6b9i7x4usTQL8OvHTWi6pqdskn9iXJzbwxK1tJnysfOxI3dGxgVx/in9kn4tafcWC6d8KfHlyktjbzTEeHbt9szIC68RcYORjqKKKTGjCb9lf41f9Eg8ef+Eze/8Axqiiigo//9k=) | ASR 2344 x296 080701 Fibula af kobberlegering
Korsformet fibel fundet i to dele i samme hul. Tilsammen hel, på nær afgnavede kanter og nedbrudt overflade. På bagsiden rester af enkelfliget nålefæste samt -skede |
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) | ASR 2344 x298 080701 Fibula af kobberlegering
Kort ligearmet fibel, fragment, hvor den ene arm mangler. Store dele af oversiden er afsprængt. På undersiden næsten helt bevaret nåleskede. |
![](data:image/jpeg;base64,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) | ASR 2356 x004 080701 Fibula af kobberlegering
Der er tale om en fod og det meste af bøjlen af en ældre romertids bronzefibula med kam på bøjlen. Længde: 4 4 cm. |
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) | ASR 2356 x010 080701 Fibula af kobberlegering
Fragment af ligearmet fibel. Dekoreret, med rest af nålefæste. Største mål: 2 cm. |
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) | ASR 2383 x003 080701 Fibula af kobberlegering
Trefliget spænde - den ene arm med stiliseret rankemotiv. På bagsiden rester af formodet øsken (næppe nåleholder eller -skede). Største længde: 2,4 cm. |
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) | ASR 2383 x011 080701 Fibula af kobberlegering
Fragment af uidentificeret (plade-)fibel med skaktern-ornamentik på oversiden, rundel i det ene hjønre, samt dobbelt nålefæste med lidt rustspor på undersiden. Diagonalt: 21 mm. |
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) | ASR 2383 x016 080701 Fibula af kobberlegering
Yderste del af den ene arm fra trefliget spænde, med rester af simpel geometrisk ornamentik. Største mål ca. 16 mm.
Formodentlig samme trefligede fible som x19 og x27. |
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) | ASR 2383 x017 080701 Fibula af kobberlegering
Foden af fibel, med del af nåleskede på undersiden. L: 2,8 cm. |
![](data:image/jpeg;base64,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) | ASR 2383 x019 080701 Fibula af kobberlegering
Fragment af trefliget fibel. Rest af nålefæste på bagside, stregornamentik på overside. Mål: 18 x 21 mm.
Formodentlig samme trefligede fible som x16 og x27. |
![](data:image/jpeg;base64,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) | ASR 2383 x022 080701 Fibula af kobberlegering
Fragment af næbfibel. Rest af nålefæste bagpå. mål: 1,7x2 cm. |
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) | ASR 2383 x027 080701 Fibula af kobberlegering
Midterfeltet af en trefliget fibula med slidt overflade, der kan ses rester af geometrisk stregornamentik. På bagsiden er bevaret nålefæste med rest af jern fra nålen. Største mål: 2,5 cm
Formodentlig samme trefligede fible som x16 og x19 |
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) | ASR 2383 x032 080701 Fibula af kobberlegering
Cirkulær skivefibel, let hvælvet og med tre kringlemotiver. Svage spor af forgyldning. på bagsiden rester af nåleanordning i form af dobbeltfliget nålefæste med rustspor, samt nåleskede. Forneden rest efter øsken. |
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) | ASR 2383 x034 080701 Fibula af kobberlegering
Velholdt Guds Lam fibel af Ålborggruppen. Øsken forneden og meget velbevaret nåleanordning på bagsiden. |
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) | ASR 2383 x036 080701 Fibula af kobberlegering
Blikfibel, fragment. Let hvælvet blikplade med indgraveret mønster/ornamentik/buste (?). Nederst ansats til medstøbt øsken. |
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) | ASR 2383 x037 080701 Fibula af kobberlegering
Guds Lam, Angus Dei. Ret stiliseret dyr, kors over ryggen. På bagsiden rester af nåleanordning. |
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) | ASR 2384 x001 080701 Fibula af kobberlegering
Fragment af pladefibel med rester af sammenflettede, stiliserede dyr indenfor en blank ramme. Ganske få spor efter hvidmetal - afventer kons. På bagsiden rester af enkelt nålefæste eller -skede. L: 20 mm, B: 20 mm. |
![](data:image/jpeg;base64,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) | ASR 279 x012 080701 Fibula af kobberlegering
1 stk. bronzefibula. Gravgave. |
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) | ASR 279 x019 080701 Fibula af kobberlegering
1 stk. bronzefibula. |
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) | ASR 279 x020 080701 Fibula af kobberlegering
1 stk. bronzefibula. |
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) | ASR 27M79C C1597 080701 Fibula af kobberlegering
2 let krumme bronzefragmenter af fibula med rester af fremspringende kampartier på indersiden. Desuden 12 små fragmenfliser. Største mål: 2,8 x 1,1 cm. og 1,4 x 1,15 cm. |
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) | ASR 435 x012 080701 Fibula af kobberlegering
1 La-Tene fibula med spor efter jernnål. Fragment. Største mål: 4 cm. |
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) | ASR 435 x018 080701 Fibula af kobberlegering
Den centrale, trekantede del af et trefliget spænde. På bagsiden rester af dobbelt flig fra nålefæstet, der således har været placeret i hjørnet mellem to flige. |
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) | ASR 440 x0004 080701 Fibula af kobberlegering
1 fibel med ornamentik på foden og hovedpladen i form af oprullede spiraler. Længde: 6 cm., bredde v. arme: ca 3 cm. |
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) | ASR 440 x0006 080701 Fibula af kobberlegering
1 bronzespænde Cirkulært emaljespænde, diam. 2,3 cm.
Type Frauenhofen |
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TLb3trqFuiCSNJAjiN1JEsiEhuOQyEH7/zfb5XxDXU4wxLun96PiMz4fo8sp4dWfTzPZI+cLywzliCByRk9/rSqvk/K2Dubjoc+38x/nFJG25Iih3o2GSRWJBXHGD6YPemBV3AknacEk9u2fzr9M31Pzjb1JfkiwpY7sZ3A46dT7/59KKI42jkKsMFcAOrEe3+fpRRcpFyGRSyudpHUjoB3xwPpV2zsjqcyQrFncDxK+0cDJy3Ye56YzVVUZpFcoo46gDJ9+a7P4Z+H7nWtQvntLE3s9paSSizBfc42lSRt9CV5yOSCAea83M8V9TwdWut4p29en4npZbh1isXSoPaTV/Tr+AsPwxm8e3Wl6h4d18WFtcw3GnPe+WYhNgrGj4Dg4yZiNxTK9SAyg+JeLINQ8M6ppGlwXSPqdu8yi+KohlhhkW3jUOMMUURrgDdkYGM9PXPCfijX/A+l39l4kElnarbx/wBj3Tp5kqNG4h2yBMspRhGBvAJWTjIIrhfBOtReKfHej2+s2Vx9qs7WS+iurNPL+1RyyFiseABGjPu4OCMnG3gj8ArVuWEqk/ie5+80aLlONKHwrY+rbfwHomhfBV7qQCC8MMc8t20HmxiUrlyWUg8lSevXJxlvm+WvjF4X8Q+Fb5/Een6m0sN0mVh3SXEcjgyLPhigVl+RDtI43k+rV9j6XrWpf8I/qNw9ncTTxxNOkdqwcOVI7dMrgtwc88A5WvA/FHxSspNV1fQfHHhy4ityZpWhaBTO8rxK0ZCPuDfLJkFgcZIHylgOTC1Yyp3b+ZtWpzjU01Of8CeLrD4peFrbR9Q0qG5sp7i1XU4beTG5WkaYuwyArq+1Vzzsdl+ZdwGJ4d+DdppniDxTf2epx3sGiasFsm1BzbrAkpZmDuP4QJFRxtzuB27M1xWlaDpHhpvt2g6/NBf2F2jI8I+z+Yysx2SoDgxkB8nJA2kgYOW9js/EFj4T1K58Z6W5ltdSlA1/TGDEWs6lVS4h4xhlZkw5VRuUb16VpWqSqQcIv/huo6UFRnz9/wAza8AzaP8AHfQ/Ecdrc3ei+JtPtJIo7Yz/ALu7YOz/AOtJKsrO2PVW+9vAXDfhZrNpDr2r+C9QgxoFzcyWkf2SPy1tlO/I3bVKOB5bZAOWb5vfzebw7qd14q1/WPCFx/Y8raqvn2sTPbNDA8X2mdQcYaMO0o+fAAiO3hjj2vw/4PsL/S303ULJdMFpdW8seZY0b7SZm3tGw5DOqB9oJXAjwelcMksNOLSOtN14SUuv4Hzv44+Gep6PPL4XSe2kvLi/eyku3CyRsEiIVnUIfvLsycbjsyegNeg/Bn4yxfCrxw/h3xdpS6RHp9qkU91E7ySTB8bJlPRk2byCBnbtbAwVr6J8WfCqz8ceHzp+t2ltNqIkWOO8tdrO6rKSkgYjqFZOMNhZCpbuvyp8SvhZf+G/EjaPeytqmnHckMw3nELMTGzMpy+4iQsmMjCkFsmvRrRjKmpI87Dz/ecsz2S28T+EvCtjeeILvxXpazXF5+6a2wPOyMRo3IMmUMRLAnGwnO01X8QfHLRIiNO0+ZNWv7Ww8/ed/kxoQZA8ihWU7VdOSPk+buCK8Oj+F+hWdw2i6v4dvLXSmSJ01G1vfNa13MqtK+SU2q4JZfvBT97JJPXJ8G20nSLeLVdQmj1exF3qFo37x7mUCNUkVEYkjMca8KTubHPArhvHDrSW/RHYqbxD1jp3Zbt9U8DeIo9OjtJjBf6shub+WGZELYSWJAeNuFO5iP72M8OwHtEfh0R2FlHa2sNoXETSBmWMqdwCgcZ5y4HTHOd2a5H4K+EY08MNFqelQNp9xEl1DZvBHMtvIERN4bGfmPzY5zjr1z3HjCHddac0sUk2nsskc0NxiNJUCyFTuyAPd8kdMBcEjzKjdaLtqj0Y2ozSKfjbxpN8JtSElvHBqUjApJYxqX3rj51kBDAfMWQDjdxyMgnwv4r32k3WtWcGnyanptnqKm+FpA2yyy6Lt8him5l+Zh975WUgBcAV2muQ694y0/EJmv79ZI7j7PC67IdpKEhJFLSBGaMhtx2n7/PFWYfgzeaPftb2p/tGBcRvE00suxHZUY7UYCLHyOQVwVAI++Sd4xhCOqdvyMG3zXvr+f6HgbeJNV+HOsXcGYbzQ7stJe2s1uD5qSMweVurF1aLcck8KwAycV9AeG00bXfBtvrWkSNLZXWRbZEcjpM0scauUZSTl+FWTu5UnJAbzbxD4SsLPx5dW/2OZZSXmVGlSZFlLgmXO196OUfKcBi2BhVyNr4F+G9Z0zTtfsfD15p989w7wT2SLLFbwyrtAxG0YbYVMmWAfkhQcYrplaUVPsZK6bjff/I81/aCa5tNe0HV9UgsZdPtL22uWv2szEqbZYonicsQjurwyNsXgJHLjK5C0P2grX+xfH1/LZRTa7aWkkmszaXI5cCPLGSXldh2lBvO0q4mdmJJDH1v9pP4YWn/AAhnhXw6nl6XrF9qtxd3UNxMkcUWImGxMgrI4jxHlcKXKjJOyvLvHnij+1fDukatYeda219bzQalf26ITbwxY3wsqsgw4Z8ByV4IJ2ZI9ejUlaEnuzyKlOEueK2Wxz/wY1qbXPANpNPL5ktvNJbH/ZVSGVBwcBVZQPQBRxgV2sLKyqm0jd8g4yV5ORx14rx79n2+QN4i0hp4zJC0NykcROxDtKTZz/FlYtxGQT04r1/ZIsgyTG2d2Cv5fT9OtfveVVFWwVOXlb7j8JzOm6WLmvP8yfcvmEDJ2Hgd/Tg+/H4UVDLsCrsG4clmIxzjGKK9RJs81ysa8YLMW+Ygn5OAMd+34163+zlcXWn+NLqW3ClZNMnhbcvJLMgVQexL7V+hNeRHImLEKq5YhcdPx/P8q9b/AGfZHsfE11dIJ08yBbeeS2T+BpFBLHoqgDr2JBr53P3y5bW81+qPoMkjzY+l6/oeeNqHhTxdqwuNV1S7uLu+m8r+1J7kp5OEAncRPuKtu5L7NrEKMqrDGj8D9ckXxkUtLjTbVLjQbCRluIlKMMy8Rk5Kq0hLbQB98EAda9Z1vSfBKyatpM8lx9kvPt1usOpSBJLYPM7GG1VMMEHmOQSM4IHPNeR+BdFbwx8etM8Oa7JaeJ/D7aBHFFNboEmigMsssImQAjzEYSd8j5m6AAfg2JlGtQduh+5YZOnWTa3v+R9TaGVgMtq17Mtvqqs6LNP5ktpcFVzEqAZC7XVxliEzxhRXyR8QdAvfDvxGuLTxPDdassu+eCeGAiSaFyUbLHvFMHQjGFEinJBAr648M/DOxmm8Q6hDP+9ubiKW1gXKLbmGMpGFwwzliWIGAdzcfMak+L/wv0/XtHk1ey0q11LW44WgkcusbGElS6kv8pfKKMlgARkkd8cPFSi1bcVWp7Oe/qfAvxW+G+p+F/A6XenX0d9oc13I9tJCipKWIXcCjDepCIu9QzBSJDtO0saum+JtajuLFwLprWVY43N3aiRDEI7hCzKoAK/eKjO7LH1IPpHivRbHWvDJ+ySSabJG6C+spA6fZJd7FS0e0mNysoypGQASuRuNed+G7V7jxzpmlXslr4eNzbypPJK7BlktzLncSTkq0gAxhl2DggbhvJxindbG0FKbWtz0P4Y2OoafJc3ralHd3cjbY45Mxv8AZeFLRM58ttq7UKsMBc4PAV/pex1K18aafdSafqMYMvl+QtzGFKzKQhZtxwQCxPy4wDgdRVDSV0+C1gksBG7XFuvmA7fLS6ilDeduIJBOxQCpxnJIBxna8OaMIpPsLxC209iiiZBG6SRquRk8gKcFegbO3gAEHw51PaTVj0OXlpu5p33ii+8OvDb6itrfC+i8sw4x5k2xgwTknJUDtnHqSax76xt/HWrLHryyAWcjzWEdq5VoMKcsCmCRnzepXiQr6Yoa3otj4f8AEcEMkEN3YiweSGGGQAoATs2HO4sFU9QcbiVxlwbVn4ms5/HPnW1osb3yFJLeRcEyB1MgAIXk+dj9TnJNdHtXSVk76rQ5lRVT3lHo9TmfFPwit9H8N2X9ny2yTWM00n+kCTCTrlY/3bqxJclFfkDKk4ZsFen1rWtPm0TT9P1K5ihuIo1sp7dikksErAKm4E5ZQxx3DYDAjrXXXniiO3v9r6NF9kjhWUG6KqPmOwgpj73A/Agegryr4yeJdPvdGa/07ZDc2cUeFaY79u4KI8ENt+Yoce5xzkNy4ie8lvtY6MNFycYz21dz0PwVpNvYqbC4t47tZWKqdoI4+6MY45LY9s49um17w7DJp50lgsrqxuLd5mVicsB97IwMkjGMdOmK4HwX4muLwAXG26EeESBHLbV65II64x/unge/pHhXxRDqUkumytGHCYSYEEo5JCjp0/lk/Wqwdam2ozehhjaNSLc4rY+ZW8MvofxKkhsSkl9pd4bee3uGXYsbw27xlM/f+TLcFSAG6H5j0niTXr2TxNcwyQva3LW0c0M12JFSdnIwTjjcRbnLZHCjnANa8viGy8O+MGsNf0me018tLeRy3A+SaXr5kbLhSBuIGeo45HRZfCUPjhZluobWaDU5Va4+UJ5BjLFmhJTIGVVxztLxnt8tbShTlda77F8842ckttz568XXFzqWnwTyrci8LyXY+zyFVtoTG3mR7zgk4wwGRtZQMAYx2/7Nek/2xpM1+jG3lvlhaCGRtgiMbY3KVwV3GMAqDhgeRhufLPG0J1GabRFkkvZo5JLC9a4XfmSOQKCJAoK/KrqEGQW3nuK+oP2d9BttF+HuiWaSQq9uit9omUEsoDAMGAGCxCtnnjsc5pTkrqmnr9xa0jKq0ZX7VE1rqngm91q1v5tL1bw6BPtZcSSDed7I4cFSQjAcZBC/Kf3ZX4d8TaUui2era1JfPBqt1aM8umXqsILmN5HZYyxHE5RvMHAKuRnnc1ffH7Sy3OqfAHxU93YG0mjiIuo5ArnazpuV2GQ++MEhgflJU8EAjwH4oeGLseA7bxXp08a6tOfKksNbto2E6qZYzayZ6kKQQOS20MSOTXq+29mocz1bPLowU+ZLb+tj46/Zz1Qab8QLm1lQp/aNnPDGWUKAVZZScAYAxCw44z0r6X3LImxCpLcbcAH8MnkV47oOl6NN8cdOuNMt7eyazjuLW80y3X5bWaK0GXHyglWd3AZtzZTk5NevNjjYGQ8jJyPwNfuXDdR1cFzPa/8AkfiXEFH2GMcV2JI5A3IG3cV+c89O/HtRTEO1Sm6M9Plz2P169KK+qPnNDZCFSrqhdRyW7DnOePqa9z/Za1QaT4m1N0eGJP7OYtG8m1nCyKx2+pAU59AD68+EqpZYyGw2dwAGe/X65FeyfAG4s7fS/Gcl9BFqEKWaZ05ot0t0SsuYUGf4toBznOVGOcj5niN8uWVX6fmj6PIkpY+mn/Wh19pb2WpwtEqtaaaLeKG1wqhzLIFmFxIOzblRgWHzEMcYOR8v6Xqup337RWvSavfSWOoW8aWcF3Jcx3GYkhCiMSBdhV3yfujG4jg4NfRfiLxOtwss2uXwOpl4pET7T9hiRFbcI0U7equRguSMk4yCR4VqMmp2f7SGp+I7K5imtLWCwnulAjgxFPGkZJQEghFSI5wcbVX5ihY/gXNzYeak/wDM/eIRarxaX+R9j+BdYtrySBLS8kmtwxWTzmBQYc8LgDOCVAON3y5J4zXpeipb/wBszCSALcLBDEY5FPlqMEbVY8NxnOOm3B9a8I8XQNp+m6LI1ncX0N9bNIzW87MDsaPajoMgq24Djook6Cuv8JfE7QLW5s7CG5uIPKM08ouCGMuzGcEcYJcHoMYIHSubD1ORqMiMVh3Uj7SHzH/Ez4I6B421qK/trFNF1C1kMSXEVwLZ5y3mrsPDKUG9nC7clmJ7kH58+Kv7Pt5qXhbVpJNFA1VtUga2RIFXzBHuRplYNyZI2UEHOcDOSMD7Dm1jTPH2lq1rqkfkXCCMKoDjLdOowcg/dIOePfLIW066s20BpmYWzC0uftDbpJPlxliMZY5BPYhjxivZU4Nq70Z48ZVIKyWqPiDwnYxrfXltYaobOecxPdaTqQ2YkaUmZXjIyWETL8y7CzqvqTXfX/xSi+HNt4dtJ7U3GnSInn3LvuSKMbdkhYnLDeIwSSeF+YnJrvvjV8E9D8YaHqcr6Vc3WrSTv5EIkNu0kpYqpfDY2ZBw3vuHAwfjzRvFM+h+Era4udTXUZohsu7G+LSK0PKBVL/xKuAykcqMH28TEYaUJKUXofRYfFRrRakrs9c8R/GpPFMM9nb6FcvFE5Dz4SD7P1zllGVDE4IHJwRjPFcfbfEvx/4bjs7mE6XJYteEtEWlkfTgnyEZZVXlWJ4IzuPQ1xOl6fp3it11LTjNpayz7jbyCQx8qEAUvkKSwAx93gYI2gV0fhXTrrxdqF3YXniIWUMKJdicRqsUCL+8kV5AMZ/2QeFAHQAVEKcYpyqG8pNtQpr5G34L+NmrW+vXQvvDEev6dBiN4tKtvLDsjxkkhvl37SnC8crwOo9Rk1LRPHfgsaNqNneQazG6faLNIzFc2yA7VZwMYIAXMgG1sAgkEE4mg6SfiVo6at4C1Ow1fxFZztJcNJIylWSSMKpjaMb8pn5j2Q4B4ArfFfXtR0KxsxeeGNYXVbqBrb7W0qwpHIqKjoHYbm8sRhwyqGIGQcbjTlR9pG9OP9efYhyVKry1XZrdbfmatjrUnhTXtT02cM7wzF/3MXylJN5BJxljgLnHIyB3Gd7SdSvmtbrWrWO4Ftcz/aT9lkjY27oh+ZtxxGCqg4YqOex5rxfRfEVz450+XRJrGb/hIY98cB1a3QGGQZCr8yCMKAACSB86LnJfaON8ReFtdlXxBeaquu6FpUV6slzp9pKsNt5fyqzRoEMTH5R90sCN3+9Xnwy9xlaUrL+v0O2WMU43irv9D6c8ceI9G+N9rc+HfIg1qZo43gubqwlKq53FGyQpILAgsjDK8AnpVX4N3SzaXaI9zDBNI00bQxyiWSSbDbw+8feO1sjLYwByFGPKvgb4F1Cx0yfXLLxLcwX8TC1QLHHKjSM6sDgDCjb0UHbv+6wOVr6j+E+k20Ok297DcSXEt3BG5mvMtK6lXcMxI/vSMwHIG4iuudSTtBPY4HCNOEmeLfGP4XW+g+C9VivnaW5vBLdWys5YNEzyr5bHG7CK+Sc5JmYAZxmn+wz48tviN8G9T8Oajc/ZvEmjySW6zCNC88bMHwVK7TuyY+c/dJrpfi98QP8AhJvE974ej02KKwtrSJba9ePJbDyB8lRmNdpkKluGC8fewfnjUNQuPhx8QvDHjfSoDFDp7fZdUXTLWNBcWJEfykKfnIyWXJGQpAP3TWiqrncJLfb1t+vQ9P6hWq4GMo/Eunk9rfr8z6n+LGl/8JV4X8UeErbWi19JJHZtZ7xJG6MiF5EjC/O8YcNtz0j6ZBryr4meF9M8YaKY9N1S6FnbzbIJdNvTFfWh87LxFAA3DW+FySWJAxuckehfFDUdC8XeD4PEEa3UN+zR6lbpHG8sV4SuxEK42YAA5JUAs7+ufm3xB8f9Z0e3t9Y0Hw4dSgRptMntb65jdYEglMjMrqXyjNgkkEjyQdxxuotVqSjGjrbqeQlGnB1Kml9LfLoeVvNar+1BrkLO0mptYmHUibcQ779VRp2HPzBmRpM4B+bbjA59P8zy9qMUVDx97qOvfrj/ABr5/wDAvxA03xt8dbbX/s1xb311+4jjkcbFBtDAFGCf4iAuewXNfQbKI8jO3PQr/Dxz1r+guGG/qPI1qn+iPwjiOK+uc8XdNfqyEqskfy7RzyDk9R0opE3L1UMCQcBR6fTniivsT5PXoa/J2ocx56Hbn+depfBXxBoXh2HxDJrs7LFcWhiihaTYJjskDjHVvl9MEDP97B8sVS0rLtYSYyAU7f5/wr0z4ZeHV8SeG/Fkb3MEMsNjlIZCiPKzJLtVC2NvzKmcdmIPBzXy3EmmW1Pl+aPquHrSzCnfz/I5/SviBpPizwJcQXrC+8Qadp/2qWe5iKCW0LIzTKpAUEr1UE7WhG4gndXiNj8TtU8UfFDxVfiE3ijwxdaXNFG5Exlh3+Q4TrvDFPlGT8h53ZNe92Nrf+HbS613+zY9Ul0nRpLi8gMQWZLUW8pOGc/MALZT5RVFIRcHcGA+YtY0XVvE/wARNT8ZW1lZwXbxR3ZtrONV+zxm3RASgwCRtBOV+b5yc4cV+IeyhTUk+q6n7T7WdRx5dbPofYng3xD4h8P/AAwt7XT9T/ti80tFsDDLKVPlu4LEK4wzKGw2RnCk443GWHUryxuDs0aLTr6O6F9LDZrJexyQbWUsJh97lScdMHp8hJyfgzpun+KF1W1msWtWv7vdJPx5tldptjB2ZUFcx56FWD4GVNYsGh698LfEklnqXjC53JZXYnS8t1USIGZRIk8jnGS5+RyFwwYdCa8ypFX5rHbTk7OKZ9DeDtV1rxR4LTQrqwm0ua9gmgtb6OIwvbvF8hc5zgbthBGQcjGRgmpP4w8S2el6Ha67aGfVrO48u9ewgzHKxhbHILFTnZ94j7x4wMjwLxT+0ZbeGtaNvbawn2yLT4IIvsMYl0yWT5Xx9oiZWJCOqHnahAyTgmvONc+K3xJ8W6pc3Ftdt9ktdQ8gLpMguCpBPmLg7W+ZAwGeeQvGawnCrU0WnmzanGnT1lb0PqLxp+09a6Y13pS363tzEgUs7pHHEzZDFpScLsH8JGTyAOlfP6eFb7WfEetatYy2KQ6mZJtPLyFUvw8aNLujViAyuGiIUhWZVIIPJuaF440jWtTvZ73TVtBHaR6ddJiS5ndpNxBlQgMpKuFOSOpGADtPP6hoOhya9Zf2M1w2ly26My3Bld4GRpJA8JYAJGCxRlzgBMHoc7RlKC5ZyuJ04v3oRt6F/wAPi4srgaZ4h0TTYY7HUGhaO6IcSMihkeIg8Es3ytnGDg8HbVTxbq83jLXk0t4rexiu2hiuJLdyPPtTMxYkqv7r5y5b7pbd90EGu00fQYltvE+lXDefqN9p63djcRxDe13GHCxMxUrh84LcLmYdMCvJfEWgeJbS8N7aXepXt9PttjBZwMzW+8AeUQp+bcHAAA/jOQCQDwYxVNFF+6/zPseHaeGqVJVKjSmtr/n/AMOX/hv4ik+C/wAXdEvdAuEuNHmQW+pPlXLxuWQyI+3kIQr8ZBwD3NfWPxesrj4pf8IrqukaerzNJuuL+5fbA1mYN7OQBgpv2pg9Gd/l53V8I28mvfYbcSSzTRQTwwxfMfkJf5NpHbaMAZGNwxivfLX4sTan4PWay1XU11SzmjuQscQA2BwbqESbHAAUbU3AAEqeCgJeDrVIfu/69TTirL6fPTxSd5dfM7f/AIRe6+FvgSZotKa2hso4LyTUdPAkiwwRGlCAh9oTcH9CrMDgZHGeBdQ034heKdR0XxR4hhmsVVPIitd8UU0oRG37nwX2BtoQjj5CS3AX0FPitDcPb3N74c8QXOnx2QiaGGGJ0kaRNxiCpwfkUYXPzdFB5r5d8TeC4pI9ev8ARtYkt9KjuQltdzoihVb5AkjFQVZfNZSpweuMFa6vZrd7vufGRm2munkfeOsaTFYppbaP+8t5mb7XGZMqY1AyQD1JPOc55J7ACp8SviFo2hfDiOC3v0sbm8H2be0myRYwB5h3YO0hSo3YOCw4r58+Avx6PiWPStB8WTx2muWcyiPUYr8PDdr5ZADgsBvJw2D0ZMjHK16dHNJrnjbxNrOpWglvzE1jol3eRefbsQuBEEVjvjYyOS/ynLH5flzXI4yjNqTt/X6nbRjT92U9UtfN+R5/qeqx32qaPr2m3a6nJEbZt11PlLiMKAI35CqzsZMqTkDAGC208f4k8m7hksVtVZrxZ0SGaR0eKdwCq4KnIALbwM4DnOQefobQf2e5te+E0FlazaFfWF4yzSTCMTRog8sPHE5Xc65iPDrw0snC8Ac1oPwJt/Dsl9qGpQrr+qXLrGl0ipG0cO4N5axEEPlhksRngDHHO1Sg7qS9T6DC5lhnCUW9tPNrzvZI+Ytc1xfBfgyWyg+2yfZ3hW1eNiFVTG6yCRGYkKyR7gAM5THO4mub8XaLo0Pga4ufstvI7abbyrcabKN0MqqiXDNEAoEitGWJAxIA2WQldv0d8Wvgrqngrw3exX8VvbvPELOGeFs2kCm4QiecsCyu0aouFBAYscn5RXzN8ULm+uGupo5ri28Q2c5tPPtJ8pOgiUSoSCwkOxQM9+vIxXpYPmikp73PnM2q0K9Z1MMvda/qx4P8I9Ne1+KHh9biT7OLXVrbzHcYAYSqVUg46kY56E19jKw8pN8ZyQcAjgjGOv0r488MaoNP+LFnc2tnMkDarDILEkO+3z1kEYO1QTkAA7Rn0GSK+xpGWGZgxLDt74yK/cOG5fuqifdfkfz1n8UqsLef5jGtxGuQWyvJz19cUU5ozJCxI3Mfu5HfqOPWivs4tnycl5GhHtUoIxn5uRwfzx0rpPC+npr32jTJ9Zi0qC8QQS/a3KwuQcqWdQdm3czZ4B4G5ck1y8eLdsjg/fY4555xgD3/AEq9YuVjZCVEcoK7geg6D+deXmODhjsNKhPZ/oevl2MngcRGtDdfqfWHxN8ASS+Cb3T7nNuptLu3RFmCROJbeWIB9zbMEMg6fIVU9AAfzq0m4kjh0a7ltJJbg2zWwW8gKxXC+UqKm8cEhy4GOSMdDnH6Y+MNYuNU8JOZorh47i1Vj9hKSuu9YyzKpHG3cxyOccgdMfCN14Mt7b4qaro02iLFo9vdSLFp8rPm3hmlLosYJAHyyIwRvv8AG5T81fzrTlOqpwn0dj95o2hy1O6DRvEkHw21ia2n1i2Sw1O1T7bZWIczQsATDdW47SZVQ6vwdoJxg55Dx9481n4iaxFe2s17qMtvsWS5u4I4VnUADLHIADOIyIwMELk54Fb+reH7Cz8RFRoaWt/Zkoxt9OG5DJvIOMKFZWc8EAFRHgEKFrf0OGfUGM2pa3GujNcxC48uxj80uHbaHYDAJkbH31AI29AFXCp+5jeWrPSppVpWgtzNFr4s1jQDp2oWmnQQRMssMNyruyEHBAwQqHaW5XkhDt55rl9aHi7wrqVtPbW2l2xub2zDxwGR2SSdwsUhMhKrIxTfuAzgHng19WaLeah4WsNQ0bxHFJ5ptpGUi2lDJGquFkMkbfvArMGfAAAk+bHFfJ3xJ0651q+ubK2kmuY9WkiKy4UizRXGGlLEBORE4ckA7Gxt+6Yo80p/EnH0swqfC1y6+t0fVXgH4ZaguvNd6pp63es3sBka6jhETXaqBFvkAbDSMxJBB6YJ2ktn1vWfhjoN5o8emzWawRGdZb+SBGErLvUphQMLvJDErzgHjkkeVfsd/EXxBrGg2Fr4ghtf7W024aGe3W43MlvhgGGS3Rhjg4IZSCcEVX+K3xgji+IPifS9LuNStobCVLcNb3TRrcTIYlZWMZQqq7pgSxcttABx8oz91SlKbu18zSlh62JqKlRVla/4/wDBO3vpvB2mfFzTbwalZ351af7D9hQr9m0qNIFUxuBlHDKkSYOCGPy8LxkfE7wMfCerW15bQtdaZaGe5mtLXb80SlyWwqqzBI41C9SQsa4Jyx+fbf4snR9Wa+8+GS3cK+yRWw6hkl2sFBJDlCG9Q3ua+sdG8YNb6DplveW8DaHdWEU8VzBveOMGNGO/KbVZW2gENzkEAY4uWLUqbjJdfuOrFZVUwM6c4ttNdev/AA1zxK+0FG1x5PDbSXNksollmsS0oeQhmCgY3RhsruVgcFgpO05qtpPwT1HxPJGNSRtJjLzPH5nCiJM7iQQG+Vtp3jaB3ALV9A+B9eHnaqRqMN54f1DZcWdzZjYZJCrLIo+Zg3KAgdirH0r0LwncaXJpdvYXbx3t1bQmIvJCFYs2MkqQMBh1HTt0rjp8raUXY5sRWqJOUry89djyD4dfBnUfhvqkn2mI3cN0La4t9p3wRgDZIoDkhCoyQcgFXIA61a8WeFdK1bxxKdatfscy3Mq3ETRBVnj8t4sBSNpVo5Rz05IJPJr1nx9fX/8AZ80cWny+VHs8uQZCMGOWzz0yPQ9R6iuH8eeILGb+zJ5HW4ltw8MflOcucqCDzncOg79vas69RUm3GTVrPUzw/PXaco3vdaHzP8Zv2d9Et7jS9a8NzWZtdQaO1vdMYeefMAVY54g/zDlQpjXKgMTjGWHzT42utU8EWZn8JzeIPDF/p84k1PTIXlWzFyD800as/wAvzE4GMEMOmefuL4hfFIQeEbpH09THMyrBKCsIM+0lGBY/KedowCOeSOa+bG8r4mX2q6TeXFu+sJNmJJZCCtuIQkyrkbQ3yMPlzjCkDbgnuw+JWIj7S17fcy5UZUX7Ju35o0f2ff27LzwI8fhzxpFcG2mbfHd7siMv8w3L1A5HIyR6ZBr7v0Xxfo9zZ6Te28VuYb5F+zyRLjGeRhsADco45GQD6V+V3xi8FWdj4gmGraSdGu5D9oaZLUpFbx7wuwRx43KpZEOMnBznkV9N/A238S+H7HR0a4uk0yzMlq8sc7TWFyigHzYpJAGCNjcDuIwzDaCtLESjTiqlLRdv8gjQdSUoVLeq6+p9SfEp5NY0e2tBYtdWtzN5NzCrBlkidHEi9QQgAyT6dDnmvzs8cfDeSPS9RsLZ7e6nslk8q2WARzK8ccRyoK8KDGq7Mk/IQOMZ+6/GGuP4bhk1LVU/su0tLm2nhuo2FxDNG8inDDn72WX/AGcrg88/N/xe0XQ1bVbyz1mAWeoWs8tg8MrFbeCR8NGYSc7VCkY77eh6U41WoKe1nqZU6S5+TdNaHxDocU+mfHLw/HMsM9xBrNqokhY4kxOiqcDp0yOOQQcV9Y+cVU5YjaQ3zMRyTXzH8LbA/wDC+rRJIRAQLiVVVNuSLeQggYGORxgDoOlfTG0FmVWIdVJ5xhvwzyK/eeGY/wCyufd/p/wT8K4ilbF8va/5iqdwBQFTnjg8D0+uKKaY1ZsA4PHzbSM9+/T/AOtRX2Gh8qXbd22gqVRs9M/hx78VdtZN0yAt8mQDk9fT/P8AhVWFWZQp2qP7oX2OPxqzDtj2uo3t/Dkc59/zokzSF1Y+pdJuifAugzzXDpDbaKHmbZuUbbWBxlWI8zIG3A+UkhT3r5q8UeB9S0T4m6nq+r26W2ma21pI8lrqMckRldY/tQZVclTG7gFXHADbTwDX0z4e1Brv4c6LYT2sc2nyacsEoCfPL+7VSny8kE8nHbb+HH/HC3udCs9K1uXQoL9I2uIpJIslld0k/wBHeNCBJG67F5x/x7qckspH81Sny4mvFraT/M/oOjFvD0bdUuvkcVdeKLM2Nl4Sv47fxFYb44bW21UtFPcLGVVGtyFCeaqgHcGXLsdjdVFe40G1W38S6daC4ns5ZUu30/UIVkeL/SgrzxSlVfYpaI4Zi4AIIK4NdbZaXY+OvCaQCZ7uwa1g+yvcRAiGTAZWBO4FQoIUnHyIctt2keKalrWrzaxY6TcXjR6p5jLH9tXbDExXHlpIArBCoVgqlUzG3cVhiIyvZaxd9T0cNKNrvSUenc+grf4kWGqaPs1O8ZruxtprePckeVRZNskfJDeZ8gA2jk4KjB5+e/E3xe0jw9rmmahrFvcQ2bT6jHbyWcQlRnUqBEyocMuJEAXoDJC2coRWV4m0uX+2LN7Z3u9Q+yJZ3sdtM6y/a/kyJFKlmDPtG4AfKO4AFVIfhSPiIJ10w6gY7W9Cxx6jI7olwMmVECqC7swQ5XPG0tjcMcEaEIS956L7zu9peLcVqz2jwv5mm+HF8RaBopt9W8T+XYJamYusG65itBGJFJB4mBGGzhDktt447QPBOt/EjXr+60zSZ7iXUP8AiYhhH1ic7ndycAncx4yCSrDbniva/hzodj4d0i18Nz2kt21qsYEsJKukjkMXGGPlsDl8rwNvHTnsPFXixvhjLstPDWqyqtu73WqWESKSwzIS7MR5j7TuOQ2QOckHCpzpuD3vfodNPEVcNO1NJ3XX+tj5Fb4Z39/4m/sK00h4dZWXyrz7RA6xWxEUhKO4JABKYx/FzjIGK9cvvHmi/D/TbrRYNRivNF02GeG5tYpUmi8iQZaJSWXGFkXGCScdORXLfEj4oap4y8SXXiLSYnj8PvCLZ2ZpSbh8PveaEqAOipjgkbs56VyR0dfDNvp9m9pp+o6wscyvaSeYl00XSMJIhYHO043DqMbircc0qCtaLsepiMynjOX2q0X5/wBbGn8G/iJ4w+GupDwf/Y13rFlb6g16+swufPitnn/1skZGHQ7stsYkfMxXIIr6Mt/FfirxHaya/o82mywQFo7rTLpZI5kChgxUktyGHIZVGGHoa8z8G+D/ABBps1rruk+FdPjso5XY/wBnwqk0UUAO5XY/M8TeWpCgbywQFSMkvtPF+v3fii91GHT9LaC3sorWaGyvnMuxo0cfNhI3AiK4Y4wq8MASGmpzSV+X/hzyuWDk+Vr5/kfRvg3xhf8AiTS4Flt2Ec+IXt3baT5hI+Y4GANwycZ9umef1D4f2F1DcQi8j1SaNzcLDDco6KrZIVtxzgkEcZwDgdjXMeDfHj/YdKvrSyZIt1vGLfz0yTtbCLliTgIxxgAhSeQa67X/AAx/Zs0WqQTApGSmYoHNxF8pDoGU85whAwAdpPOQRlpUh76u1+pzSi6NX3Hy83byPj7VtdnbxBo8uoFbwQ2ge7jluS32yZhMNgKglSHiC8Lj5hiuy0PSNB+JV42oeHoBbabb/Z9PktUiEZPmyo8n3lBDiN+c87sFTk88n8TdFk1+G7VZ3lAn33EsaMhdmkkLFUb7mPLU98KWPTC1S+Efjr/hBbrxHLql3eLqeoPCtn50bCG4KQeXAqSBNoJWNMKRk7M89a6INxp80O2x1VLVJ2a+Z7R8dPhpZax4N8P+I7i4tZdV0uRrG71G0gyVt5EcbGiT5m2zm3bcQWURtk8nPnPwl+IVp4b0PxHoWpi0tpNJBvI4mx9mmiyol2nGGBEpBQqG3EdSxNbvjK81fxl4K1iLR7eDXZreNI57dUaYjDsHDRHABUheV3HO3GMVwzeJj4h0i2WPSY7A33mSFkijeKRmZCSGLfI7deMnLKMttrWtUdSCnNb/AKGNCmoN077M9713VtO8Y+A9TsEa31AyWEoiaSRPMtQcFMOo5OVHzDGFwTjk180+NYRJpdta6ZPNd6hBaahAiyQ+eJcqq7Cwb7wLq+RlRlDtJyD7V8O2XQNTvFhl8uORDBZyeRiBAY2AiK5w8ZZpFztJw+eQTjy/xndQ6da3txHBI88UDo9xCoSRuzRNhS2NwHzL1DN/crJTkoQ5X/VylFKpNNf1Y+P/AANealdfHbRpB5ouhfQxzCUKrrCFAlVuAOI94OAPpmvqppI9u7btUZbg+pNfN/waYX3xu+17GgHkzyTRt1UmFkYDjkhjn/8AVX0iVaOQqU3HP3lGAO/pnNf0Nw1Hlwjl3f5I/n7iKV8W16/mN3BJEbzNwzk9Oeen+eaKiZc7VZsDpjnHTBP0HWivr+VM+V5mi/CitDhVI2j+9yflq9GVWNV3MeNo6ZX8O3esxS8WTIAjqD8v+HHt+VWk2bpAm5lzhcAk/Xpj/P4UpIuD7H0Z4HvmvfDvhtGc+Ra2s005CkjCzO5VRn5nIj+Uj/aB5AFekt4Vh1vwLqFt4jUy2zWazS2qnb9nKJvdPlYl2XKksmVPoQTnxr4LapBr2lt4fuopHuIpUlCRuwP2cuPMA28hgzAn/ZcnOFYH6EvtXe3ms447eZFnvZoiZHWOSRd4y4X+6QH25xlY+pytfgWOwv1fG141VZ8za803dH7dg8V7bCUXSelkvRpanwT40XW/gN4fM8NkRoH9p3Frc3Hmh2mX7UyeWQTteRCrADHzhgSBtr2zxx4SsvHXw60Xxnbbr39xJdRzC5+S2jbMgkUMdoyW5PGN7t1Iyz9rT4T6j4q8Cxy+FpxbTs5e7095xCk4aPmRoy20YKuSqg5MfQnYV8uXwD8TL34c3+iX+vaRBotjCUgt9PtHnM0KyYeTC4kUp90IFbOG9K8KpJU42Ut/P9D6KnL20lJx/A9StPgXaanrja3Z3kmsXWqPB9vFrIkUT7VGxdwRimO7HAOQAprqdF8LxaJqVulxLBdWitOVsNNtzsUFk2hHydnyFWYDGQpIAVRjyK2+E/xG8OeGfJ8I+LlsYPKnNvcGxk3EKjSgys/MauisBhZNpMYI3H5ZNS+K3xT+Hvh1NWvfBtrPbWc6pcmxuvtIVfmUcRZYAbWBJGAc89ccjvKK5NW/NG+nN7zsl6/cfVceoWlxpcOr2tnMsy5VxDbu7BQCRlVGQAc+mDx9OR8ZfGeLXJtB8NS6SuralKrfaQqoEVTEwkjPmMoLHDHYM5CN05x4V4R+K3ibUvCYENzcRJrAMkWq6SI5prcIBI5mjWQny8SLtkBfHAO4kA+n+D/D8Wk6oup3c02r3Vvc3B3XIKTMzBonBVQdoBeUqF3Z3KSRgCsoVPYr3pW8u450eZ6K/byPlTVNW0m38K6pYwy6jBdaDBMEtZpk85ly5EjJnMg5UA7sHr1JFet/s6aloA8e6ibBbWbSpdsP25Dth3uVLjyyMH5TtU46AgYJOdf4ufBfRPHStbWEH9oWd9bOlrDC+ZYGmwwMJXbmNWIYox4CgDIKivB9B8IeJvAfhu8tNQgvNNvIbnfLqWm6el3DN5O7EmIsupw53blUrkbiMADWpGM0pQevYqnN2cJKyZ+lGj2M3/CRO9qiXFrDAqRuNpMiMAXVsnkZOfx6nmvnv4vWGn+H/HOs6hpFk2nao0TXTzQJ5W4HyxJuLjBUqrsg4BeRshsDMHwn+O2vyWs01pbya19mt0ae3ktzbXGTuVl2yn94FAT7py3PB21oeNvGT/GbR55ptJm8y1t/tsf2e33vPFgqx8skSEDc/RMhx8rcE1rBxqQlCzXyOR050Kim2raLcrpc3l9pOjXfhyGz0WeCR0uLW/mQ+XhCVGFB3KApyVbcpPU4IHoWtadqjabZXF5deRPKm2WNFfYfvqGYkLtGQvzdCpGQMrjwHTLiDTdDtl0wfZJrXUV2yzspcfKsjRmZ+gdJiUjzktIoyoBB3Pi58YLzQdEZrDTvtVtHDO08jjy72KLzkicYAzkbkUnoSWGRsO3ya2GqRtyxvf8ArU9WNSNVqzSs2a1r8M7zxpY6mukXoa8t743cPlSg7OG8yNCpwV2zZXIb7uNuCBXket+BxZ2eoW8sP9l3iyK3ltZbI4nIeN0YqWDDeyLuj6sVAK459e/Zw+MNpr2h222y8rWIT5R2IY8z7Q5WQ9BlWB3cgsr9eK9LRIpoda1TV9Jaxe9EsVneKsc3knLtv4c5QgpgYU88hScLrRUowjGW6Mq82qsrPRnyZ4W0i68J6Freo3DXVqdGuY445LeQETsWVS6vnY4w5ULu48piMkcdF8BfD8mt+LpbWMzTWnnNdRWZADsFbluMBSu+Ak8giVMcLXt143grT/CbxlrGK9v4pGj1G1tykpcAszkLyrA7jtzkYxwDtPzavxZl+FmsaVruo+HLrVl0cXtrNaiJgiSzI4c7+clXtgPURh9u7itnCVblSWj/AK/EUaigpt7rY9n8ceHrrQ9U0rUkAhtY4zDJ+4ddjb3ZUZMLtLB3IY9ShGORXzR8WNcm07QLgWsklvcyrGk+HDieMyKsjyKuNvVc5+UZUd+PtT/hMdPug9xdw2119otyskJiXaZELqxGXcEMVVCCeNi7iQcD4J/ar0+TT/iYfCul2sl5bNbPeWnlqUleGQ+UsGT80oVkkBVN27GeikgwmFVasqcOj1X9fcZVsXKlSdSorXW54p8LbOa4+MGkHSZJ5rO2G6S4mj8stbhSsxIBOM7mRcnksnrivqL51QlkBDHqP8B1rjPhp4Nv/Cuj3N1rOxtev3X7SF2fuo0yscYKHbjqxwcEtzkjNdfJtm2Icu3A3AYI57fn+tf0ZkuDnhMKlU3etux/P+cYqGJxUnT2REQGdXUMeACh+X8eD7CipWkEkeGbsWJx9RgUV9BY8Im53AhlP+03A6nH0p8cqyTt8zEgjKt37nGfYZpzoN2PLV03Zwp/TOPp0zRHGissbAEZGMnIOBx9O340XLS1Nrwr4nvPC+qWuoWNxLaXkTF4pEOChwR6dDyCOhGQc177cftJWutWEd7d6XJHqUJVJIbNEkjOMnzkD/MXwNuwg/eHPJK/Na75GdpNrEYyFOM+3+fenrdfZ7f5N6uw2qGI/Dp+FeBmmT4fNI+/pLo1ue5l2aVsvl7usezPb7L4m22v/Z08y6bUWkVJLrUFaFLeJZSXZHf5mkbLY2gKqjAKnG+r4u8ZCXR5fssVtqEen+UIWhlCyXMhC7tqDLbVZ2OBnoxG7ALeLpdMQpwDtBxwAQe3P+f50fbG3R4Pl84ZQQenH+fpXyMuB6D0VZ/cj6mPGVaL5vZL72err440vR5StlZ6tZC3zbwrHbBY1AAGxyV2kFo4jjacKrDualHxmlm1TVNPtLG6leeB/wDS5Y0tt8+ZWX5Bw+cocDuWBJ4Y+TfapJGKRdRwCuQ3vk/560smoy+SBubLDAwRjP58dDXB/qDHZYj/AMlX+Z3f677N4fb+8/8AI9i8I3Wg+GZbiwsdElsjNuuXgtbOVJFZgpYoZcFV3suyMcDHAPQVv+FpadYL9lszdII/MadhGJPtMbSN8qBCVICvGd7HDKGXAwceUresu+NC69AFzgAd8eg5P+RR/aU0WSJHz2OSQTjoeck8VEeA3BuUcRr5xu/zNJcbRkrSoaeUv+AetSfESHR7GfSUeYWUjpNp8k1u8SSRkq0RLcY5SQeYAAN+NowwFObxN4c1ORp7u6g0pXbYHjJt5pYvuyO4C4chWkwCD8oPPOD5p/bl/Izf6ZcFGXaV8xst0zx+A/IVTXVp2uC7FmZTkSHJb6A/pj3rnlwDiJL+PH/wF/5m8eN8NHX2ErvzX+R6dHqkcdpY3815cLKpWchPNeYhgh2MuCeApKqDjIj74B6uz+I0d0untdX8LStEz3XlPjzMAbss33WDSLgEjgNlu48KfV5wrJ5jiNRjy3AIA7DHryam/ty/YSbbqTa/3o1c7Xzxnrz1Y9+/vWUPD/EQTX1hf+Av/M2qcdYapK7oPTzX+R7DD4s8N6hazLevZXdnK0Uv2a3kMaXs4JVmmIALlnhzll4CoTwvGP4nstE0OPU7jR7638bPqCNcT7p4jIjsQQ0jebFGqgswyBnBAC8Fq82j8RXSkF7mbOWdW3k/OxyT7ZPOcdaifUppd0klwZWkBJdn+bPqT7kkmtafAeLpuzxSa7OL/wAzKfG2Ek1KOGaf+Jf5HoHg+18L+DtUuNV1O9sLLxVf3cbTSaZcoYIk27FiAQjCopeTkjDMwywWvQH+KGl+F9FheDV7L7LMvlX8Mx3LcbiN2I8FuVkkOT8pAX148DfxBdtDHBLcTeWmAquzEAkngDPA5Y44zx6VH/a90rMfNLSZ+YkYPOMnOa55eHuKnPn+t2/7d/4Jp/r1hOVJ4Zv/ALe/4B63rvxL0e8sdOjmMka30jXElvaRTTQJcGExHb0wyDA+XAG0gYLmuQ1S8tr6S9XW92saZbkzNCluYlnmcFnkChMbSQPlCuvzMxYhsDj5tUuJGZFlk3j5jlzt7ce/IH51WWeSTezHcw+8F7epPNe1S4GaXLVxTa8kl+rPOqcbxv8AucMk/X/gI2de8X+IdS/sKPTZI9MtbFFSI3jpJJGBn5F27iwwAdrMBz7FTyNjpUlvfi/1C9k1nXPJFq+q3UarK0KE7YgP4VAODyScDnAUDVZmCj5ycnjk57YOM/5z70yRlLH95lhjIUYzyenHsBX1uVcN4DKZe0oxvLu9WfJ5pxFjs0j7Oq1GHZaEfzsqkRkZXGxCAN2Ppz/npTukilsFdw6DHGeR/KpXXYv397fxKD8oHGOfxP6etV9yrllLAbc44Y+v8ua+pPlrCsCY87NuTnoOAMf4UVN5ayKxGd3I5xweeT/KijmsDifSK/sMeOy2W1Tw4R2AuZx36f6inJ+w348RVX+1fDhx1zcT8e4/ccV9yUV+Xf6wY7uvuP0j+xMJ2f3nwx/wwx4+3Mw1nw6GJ4/0ic4H1MNJ/wAMJ+OljwNX8Ok9s3Nx+P8Ayx6190UUf6wY7uvuF/YeD7P7z4Tb9hLx8xBOs+Hc5zn7VcZ6f9cfWpB+wx4/VVX+2PDhUetzcHHPbMFfdFFP/WDHd19wv7DwfZ/efDEf7C3jsZMmr+HS5Azi5n6/9+KT/hhfx8qhBrHh3yxzt+03H/xivuiil/rBju6+4f8AYmE7P7z4VP7Cvj4KAuseHMc5H2ifoffyKa37Cfj9lx/a/hvr/wA/E4yMcf8ALCvuyin/AKwY7uvuF/YeD7P7z4TP7Cfj9UATWPDoYd2upyeuevkf5/mjfsI+PgxK6z4dxuyF+1XAGPT/AFHv+gr7too/1gx3dfcH9h4Ps/vPhNf2FPH20Z1Xw2XGPm+1XA/QQU3/AIYP8fZOdX8NkE9PtFwBj2Hk193UUf6w47uvuD+w8H2f3nwhH+wf4+QDGseG85+Y/aLjJHbrD9ad/wAMJfEDdxrHhwZGGxdXHPv/AKj/ADk1920Uf6w47uvuD+w8H2f3nwl/wwr8Qdv/ACF/DZIXGPtVwB9f9R/nFMb9g/x/Io36x4bP95ftFxj8P3FfeFFH+sOO7r7g/sLB9n958H/8MG+PcA/2v4bLg9Tc3GPy8ipG/YU8f4wureG+AAM3Vx2/7YV92UUf6wY7uvuD+w8H2f3nwif2EfH5Gf7W8Nbun/H1ccfQ+RUY/YN+IDY3ax4bzznbdXGAecEfuPpX3lRR/rDju6+4X9hYPs/vPhFP2EfiBghta8OncclvtNwSO3/PH0/lSj9hHx8cltY8N7jxxcXHpgdYa+7aKP8AWDHd19w/7DwfZ/efCS/sJ/EBYyq6v4bHzZ/4+bjn3/1HWivu2ij/AFgx3dfcH9h4Ps/vCiiivmj6AKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//Z) | ASR 440 x0013 080701 Fibula af kobberlegering
Rektangulær broche med emaljeindlægning. |
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) | ASR 440 x0018 080701 Fibula af kobberlegering
1 fragment fra en korsformet fibula (bøjlen). |
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slolzf6e17dTSh44hLG0O2NBG2YAoTCZwXJX91BpFxdWWoSp4kspfFGpX882nul7b+XNHseZI3CS5dVwMGNSrESlWVjivwjOs2x2cT5qkuWmtkj91ybJsNlMOWCvPq+p3X/ABUem6gbO/htNH0W5tr+COKGBoMyoWRBdyf6sJtWSQIqdIolwcsK6bVL8avpdhAs0V1Jd2aWTz65DJGLRpUlaUAx5AwbacmJjtUqPnBANYfxB1nxJo+lz3iw2en6PdacH0u+s540Miqi5s5PMC7R5QLBUbLBXbfhXWs3VtJ1XxZ4b1a7tLaSDT1vIba21yPCy6ddFLeYISC3ys8s6Kcfdu5E3YcivGXs6aTWmh79GlOtK80rXtr3KNrbW83h0ayNP/tGTUZb2e9srZhLOztNLiCVQ2RI4Uq2QPnk2EbeBtaP4d/0+3uDeRXFvFbfZPKMaECCJHaQxEtjA3Nkk52K652fK2TqV5ex6pqKxT/Zp7lre7mlhkIaKTe5mcFvM6napRsr8+4kMwNYdr421Tw7rUl0L0tb3TG9isLadkCsxdJJobd2dcs0YPPDN5m3AZhXmxqRlPmT0Pq54WvGlyxS0Nm1+GemfErR/EsWqwTaXrNvefZoY4VcLLGBG3mIquBkNEp4G0+XGo++lebaEPEo0jWIrDXJ4tetJjfalZW5KvqUESrHbyxBQWik8oRr8gG9Zec4YV61rH2fQNTvNW0yOSOO+0/T182DCJ5PmXKK5JYMN0TxEMBkPErMeeeVub6TR7v7VBuhuLGVniltysjwlFjykmfvq6K6qAQucDHQrs8SqXuJaWCjQqV/3kn10XY0dH1LTtPtrK30YRk/ZLfTVnRhEZnRAI4J9obJ3h1VtrEAfKM8Gzpscmiwm3s4NWj0qOGa2vtMkvm+wrassQOzLb4Yo2+fOVZWUhQyttGfpNmUsXsLqO1umtpTbtqUcalvJJxFG7twS8UcZBA+XMg/hwO5XQr6G1vrk3FnAFuH0+wm8p7sLZSRBTCySjb82JA0ZUMN0eGYgBaoStJ9ur8jizCaUElvfT17nM6l8HvD83je1h1XT0fVXilDWuChlgkgnED3CDasoYrdRIq5+RRu2l028L8Qvgbpng+6u72XQNL1VLK6mV92loXjhkiSeQtGCBPGgljjQEnywI0VtxZT6jpfh3ULbxJp+oR2kwsLpJLO7nsIGBvXYPds1uJMbZiyOxXoRMAcrlV5C88Uz3U1y08E11aRRy2k+n6hGvDrEzyOE2hnBUMuDzlwfmVcDrqYmpCMJU20jz8Ll8K1SpCraT6/P/I+Q/F/7Puu2+q6fJpOlSWEF/OLY291drIlrP8AIdjzHaEUiVCu7krhs45rH8F+MNf+CfjSay1XT7q02SpHquh3itCZU4PQj5H2tlH7A91JB+wofCl3Le2dzcapb3lndapAZ7tbQTmWMyspijlkV2ZG2lTtOBlWCnaoOX8dPgVN8WtJksdJgD6z4ftItK0fUGsktWufKe8860vZBgF2C2kcEp+Vnyu8lmavr8BmUotTTs/xPzjNsphCUoxV/wAhuk61pfiTRbXVNIuI59Nn2yRO37v5uQUdf4HXGGUk88gsrAnV8llZfKWRBGAoaMHBJGcn25wf/wBefjX4X/FrWPhvqAhjlludDafzL3SZWwkmcB2XIPlyYUfvBgjaAcgEH7A03VLPUobLUtHma5sby3E0NxgKzKSRsKgYVkfchXswI7V+v5fmMcbCz+JH5DjcDLCTv9lk80w8xk24bb9xSMg7vukDIOMjr7etMht2kmykTyZ/5Zrk/Lxx+eeMdzTJXeOTMMqlmby49uc9wcnIx68c8dqesRkFxIAQuwbFc5OMk4z1Pbjt9M17XQ8nca1rA6sTJgFwVXJKKcDLD8if+BfhRTYVEEbyqVZlLBh/EM5OcjGc4B546ciii8kFl2HrEWuJGQ+ZmVhgEZbAyTnA4OSfb2pY5ES4ilWAfamJRlcA4kb0HTpjofwzT5o0jvHLRSElsFycAkcDBOAOvQelRQqbXY25ZWZdwURjscfiPvHHbJGAOa6HY5ySO6WRZVmG5iAjLGOH2nd0xjPPfOQR1qxHHKisVLXIkAEkbYGQTwoJxjpxk5yOvcxvJgrF5zxjZvxuCqWOSTkjOcAD8O+eO3+Hvhm61i7F3/ZxvorK4jTa7ssIlP3Q5I+7uKbtqthTk8A15OY46nluGniar0ij1svwNTMK8cPSWrNLQ/Btvod5Y6reWFxfwWNwmyIxq0aylfmkaPcDIULMigg52BshWevP/iDq3jlp0ur6D/hGrDXJHt9Mj1O+Ei7Y41TypvLhBZn2SOUZ3H75mKCQq59u1/TdZm8I3+o2EEUE8l6sc2oaj5dskMKMq3cjcOyARxkFs7sJLtxiPd5X4l0X+3Ne1OzuL2Ga20a4jn/exA28TTKolkKmNNxUoMRkE5mAxiTI/l+tjq2MrVMZi/ev+HY/p7LsDQw0IYXC2jbR/r+JY8DeJlSzuLeXRrqMLeR3CpAUlisIktoEicyIYEVfN+0OyxxR5JclEZRILepLFdWfia/ks7a0lmupbe6tknieCdcPEfnQeZExEkOAWCjf824lSJLyxsl0zSrRbi7NmII7d7+3iij+17N22ORQdqqC0hWPeTtRQFb56p6XfyzPZ2lzELKC8Ekkc6llEdyoAQtv+dGwi7vmzmBSFBkxXFWrTnd2se9RweHir7u56/4Uv7T4kfZ9A1GxiiWZVmwsD79iysoKbcNGwaU7ZFKuoY7duG28v4cl1Twtc3PhS91DUp4tTWU21rqDYSWRWQ7fO3OjOVkdGkYZDQwttKlg/Az65f6Z4usZvs9u7SRiKFruKSSTcvlyvNHIFIilRgpCcgNAhBGTu9E8YeKrXxNqkWrWc7JqNncF9SstimWZIossyB8rIXASP7ygiRDkFcmKNRqKTZz4rByp1rJWhL8+5x15Y2zfZL++0ua2i1CxinmgtZYwtpfeSTPEoAaQxtNAyk7mBLB1OSc8zNNF9uiMUM2nRSLHKkkI3SjcXWQEuNpQMc4HP7wyELjjTm06SOztLG1eR7Sycw2rI74tXh2wuhOwsCk1oEGclkkD9XYCvb6SFgRA95NLPAzW0qSvKGiYMhAjwZCAk0ZO1G2kDkFBiZWc7JH0uFbpU1Ocr+pNo0B0/QYzLZf2zbJYS2tzazHDxlbg3ELsCNkip5l0ucgAu45AyubZ6be6sbO+Sxa91S4aOOKz1CZ0DTP5zKquckgJvcAnGRwuflLG05PDcupQQ+atxCFso/7OkBWfInKosYZVyRK0pVfKwG3AHDF4dHuoNQ17STqwuLvT74JuGi3YhuZJE8xQzE+XNlHIJ+b7roo3FjnSXLN6lKnUpxm6fXVHqOi6Hf3en6cuk3CwTWpLK/2VHl1KeIJJJCB5iKHkRplAYMAq5GMbh5B/wmx8Tata6Ppl1cRWGlWy2NsILqQR3UkQmLXDxuzdSVJVSSQijcG5HrHgvXprzwUnidL65l16PRnuYZmjzJb3kdu8fmGJcKd5mGQgB5bdnburjvBTxLda3qd+1raa2119rvQiSwgyfa7himws6RI7MJCFckGYgBduw9sU4UpW1ex8jGSnil7XZMo3niY+ItHvriL/AEO7gu4dUt7dZmjVgjJBODKpGBi5U46/L22qY8i4vLv+3JLm6lvpbQb086e/ZlCRTneryAqHQxMG+Y4XG1sGNQdC6NxbatqqyWbWUrX50swzW5/extLGkjRkkHaG2FfmIzEQ2xQKxLeWOS305V1TULicRGE6fKgiMbgKMtIEbcHdAhzkqbnYM4weKnJ+yUX0PtvYx9q5Q2krnR2+qXtvoMk95G13ZSWdppdzZzsjRLbTyoomgwfLMjCJ9j70BZ/nQ8sdv4a6X4k1bx7p3hp5I7TQ7y2E1rNdS+W82QZ9sIjji3tG8QcxzIixmDaPLLITwmnW8mnva3lnDZSZha0fzbhkgcgsVAOc55GM7jkIMRMSF1N2ja7PdahehIDa2pvra+t7cW+JmRRCD5QIKFFmlk2tszIQUO0mu+jiFTkpzV0j53McrdaDjSW58+ftQ/BOTT7Ox8f6NZNaWmpQh9S0yPazWkyMInkG0BmRpADvI582NgxWVQK/7Lvj0l77wXcMjfaibvTZZJOkyqBJEvoHjUMOR80WADur6avPEmp6x4T8O+GvFuj6fqUkkraXNrM13LICv7pZ3kgVN+1oInJmRtjtCrEh8B/j744fD2f9n34vRQ6TPLCYfL1S3ZwN0B8+Ty0YgAZUxgEYGGDjnHP6HlOYxjUjUg9vyPxPOcpqU1OFRW/rc+p5fLYLhlZsrsRhtAJJJbHp/wDW55qGcswEbyiCSTCq7ElTlhyMdOnQ/kOtU/C3i2Px54T07X7Exwfa1P2ixUsVtrhf9Ynrj7pRgfusMg1fhAa8jjV5AWkO5P7gxw2TjB/DNfslOoqkFOOzPyGpTdKbg+hD5MKxyxrNMkZCrEquevUDPPGe9FSrGrK4R2Qv+6J3AFR82XB7YHoD1+lFaN3MSGMsYY1ULKR+7Ta5O7ABPA6jcQRn9egswL9nbfCAxCblZgHUcZwPxycc/wCMdmjLcBYmMUqgHKtlhxjAA5HTPI/DpUsyi3kijdWSTLBBngKQvr7jA+grpbMbWNDR4bjUdYs7O3Qyy3D7UXGTljgE4PHc98gHIPb2/wAH6XNpOtTNPYXFn4c0lmgsLqDa8l85O2e4MW4YGI12qUDDaSN+XrhPhL4dTUr+9uby4Sz0/SkjvZ5vkOPn+WMK2QQ/lyLgclVYjBFes6Dc6NodnG+os1pNKGimk0rZCmnrGjAJdSxg+SsSJhmfOGLBdoYqPw3jjH1K2JjgYP3Urv1P2fg/Bwo4aeMkryei9DI+I3xJPh+4nt1tpbiLQmWez1CzzHJNeN5hSHBIJPl7QxYEKBtYt8wry3T7hvE0j6/La2/2i9lWV5rckvI7oyW4kkc5G1YJEKkgqFPC7iD3nxPhvb/QLRNYEou21A3lvcW9sc2qGGbEvlSRsWdS4VgMMN2flwAuBosFtZ+H9M0C6hhhub6Cdpb21mWKBpfszSrKj5xhZUjfJBZSV3DLHP5XKUOblm9T9ho0/ZUOalHX80cnb/aLFdS0+1hEPnwQuzxxEyvIsieXFG20hgHc7RtP3GBIOBUemyXtrot/OkaXcI1K3ne6s/LWOa3P2j5ZER9ytvZCVCjdvXAPQXvEE0W5GjC213d30bxWskIiEc0cuABvZRtLbRtBIJBXI5FU7XTYdO16/t2t4ftVqsTNazo3zxzW8u1JkVfuhSsTZBG/PyyYLN0OUbPl3O2jTnKS9pHQuWmg6Zq3mpJB5V2xl863uhviLLhRNEQD8zF41LdQCVbaMNXS6DZyX2oXNzdwxu5VtRuYo9sTQ/upIpFRSoJ3x/Nh2GTg5UdODXUH0nV7KOeJ7SfbbxWd4s48tnMhkeFiGGTviaM7gFYDJwxUNbtdLMGoaSlpLHpBRZEEZt/3Uyu8O4ABMlSVMnysu3bxsPI4nGcWr7HpVKUakJKL1WxseMNLu/C8OpLLdWssl9cuUjhiEEM87BAXl5bazOrclsgjDANla5Sy1XU5tWstRgWHzoQjwtxveYOY1kG1vmXZOSxK7ACP7pC9JqmrX/iTXsXMEn2C5t5LbUlTesOmX0koaYhlw0odslXIztZieuDymmX17Ghjuooy1lc/6RbS+YqySB43YM6jeiB0crgfKgQlQqEVp7PkleL0Zphq8atBwqL3l+I7xFDdxeItUlvI2ks0lS4i8yF2njbDcxiRF+cmeMuwYKQFZueTtDw/HrA81hb6lPbxx/bJI45YZWMfmiRXhbBIaNZIw/AbymGAY2NZPiLULWy1K0ubdU1GaK9SSaz+bNxF86GNlGGVxJujVnAyIg3zYwdnwDa6Zpdxa29ze35/tSaWS8vYlPnQMEM0qOw4JePzvM3HgqMk8rRZyXvPcKtZUaUXTWqRx/iy+njsns9UAijmuFNt5ks0ryxcLCkcjLuZQpi3buCSvBwobtPgwul2en6lcPphlvDFLKbTVIpZYziTyXV4HjAeSOFo22nO7dJjYRgc14s+Gut7tS1qz1vRbGTRYWvbe0jj81Xt8FkvgWGIztVWC4yrIAgJUA9Zpq3mnfFYWE5T7PdF9SW2QybZbTEBlI8rPmSRmPMbKSw3t0wpX0ObkcYxZ87TpRxEakpdOhTQW914mtv7VEwsVmKPLlbdoJCJG2gtsV1PmOM4JOyTJ4U1zNxpaMzzWtqL+Z7a2gjuON8jS26OxCFgYt0TPIxfqxjJKncK9v1Twy+tXkus6OkerRXS2lzDdwsUli85zDc202wAY2rczRMABumZQo4ZvNdQm0nwrNodhPNHbWZuBBu8l7ZbudSlv5TjBGx1NurICSFA4Ow7Y+rypvlWt+p6dDNadTmqLSytbtYzNR0eS3jvhKMajLi2jSX91cSTeWzrvLY3f8s0D4+c+aDnCtS634VGh6leBtWSzuLqwtr6CZJwEtmSIjYWQs3lYOQfLClSrZO5q9f0bwBHodnpl3Z3Uus3dnqfmwLIyQLvFsBHHMACyrvhjhVUy29lzncVryX4ieLBb+IdXl0mx8i0Wa4H78LBEL5IZkiOQoHPyL93A2oTtVARVSgqcbN6v8gwmYzxdWXsk+WKf3lLWNItPESTWk1tBb3zo9nbvCd7FpI0BUBAOCnykDodyA8gDh/2kdFm8efCfT5NEvZL+OwuLm6tLCVvMuUt5ZEM+0hRttw/lSfvNxKlJSVEjV6HdHQ4dSuLxLiKLTYdtxb3mHiMmSPMmSQE5wHdsA/KNwyoFZ3xYj1DQ9K8UTXECT6hFp8NukCRK00czPG8ZIKHKRTQRsoDHzRuUA7Xw8BVnSqrkelzHOMHQxdFtxvK1/M8Z/Zh8SPqngPUtLZFd9GuY5ImXG6SC5LsUYdfkkiY7uc+aAcAAV6y03lyKCWmd4yEHZeOhHvz+dfOX7NWqJpPxM1XT5opLL+0tNm+zRSLtO9WjuVO0L/zyjkIGBww/vDP0U0R85hDwdgbzHx6ZAK54/nyPrX9L5PV9thI+Wh/JGb0/Y4mT6MkaQ3BeFpNkpYfI7DC8jBycZxzjjtjnOCU64DXBjKyjMZOdqjqejbSPcntjHtRXs8p4mokE24K0qrFbythndeG65AHbGfTnnGSKtWUCRFIZIvMtlYyBS/HIOR+AJHbov0qvbxx/uY/s4TafLKhiWHUc89CR6e1aGm2rSt9nV0k+bAkVtufMwqnsPTrkevrVVJKEXJ9B0YuclE9S8B28Gh6RHe6jfWcLtcQ3lvb6g5EEiWglkaeREOX8pBNIiYzvQEYHI9As10/UrDT9G1treAatKt1PJeR7Y77Ky3A88Fx8rxwF3jcDbGrJg7iKzPF1vJo/jiLSoraA6bY6fFb2U0khRTNGqRKJIww83L3FwzhCGz5QLKSjLY8T+GTeXXhO2/4Ru2eyutWWS4tbqY3S71trh4GaY5YMJLaKEgBsrOQu8V/L+aYqeZY+Vd9X+C2P6Qy3CU8DhIUb20/E5rxg1jo3iC4M6tp9xZNDZT3tjpsjRyylMRyOqfMIxh1POAsRzkhgvOXfhOPXPhUqeCrm31bUtKjjt7VYb6HbNZB03LFM7dVjExVWkAZcFkJ62lsUu9R8NwWi/bDa28N1N/aEwileMTh2RpSocbmYck9JmGDtUVl6H4f0bwjqFvqVqt5YWtvp80eq2eoFvLYSXMhliJZQVdJURo8bSEbK43rt8iNKlrUet2fWXxPLGktGtjifCGtX2v+JLvSvEEMf2vzMxrdyGOUW+JUeEPGfLcRyR7tzhm+X5mIAK+iXngu71HxBbSjU57m0huWjNvDOipLE0flREyBiUKhbh9uACQo6ruPKPaWOi6g8tjcLqWoQRyWkcsqJjbIzNJwrLIX3qWCMSFBYD5WCDcm8UatDN5Nle21xZQm2C6fdpI0e8SS74wRKvlsvlIpLJJhgSM5cVx+0pzm7LQ9mKxkUlDsVk8MT6THq0LIsdmYzHd2up3IMVx5jmCaNpFB2ySKtuwdgu2RG5Akd619N+FusS6bd32i2t5p8+m2LNa6UscZmYLLJEGwQxkLRRyLGkgA3HYSBIzGprHihryF7aGTT7F76+t7mV7S0aR5iZQPLdQWVWb7m9ifldSBkZOh4B+KOo32uCx1q8ZNL1Kd/It7zcySbmluHQq8Y2J8wVBkH90obeSGOlKrHlanqYYijjbe1g7FPT9SgvtVhmtLlV1GHElpanzIbi3jkbyV3RyBX2lVOCxBIYlcMAw2te0628XW1rr1jq9ub+C+Wz1TRF0+JiLcSKhUB4ztZvNmaNAUEqPtGSoZeQ+KHiLUdW8UXMsryyaXpt/cQQWeoQiSO3WK3hMfkyR4kbIeV9vmMHyEYR4yKugfEJvDs2oNdWC3mpO8nk3ECR2sCrEsYFsAHYsVlHmK5LhfPlyVV3Db0qfsZPlV4s4cRUlWUZfDUXY1W8E6xdaFbtdapb3xWVNt5OkcjzRGZI1YKN0iSNLI8e4MQh34AYsBsf8ACH3dzoNjBfhdGsdNuLG3s72xuCtwyG7AhWYOSro7vF+7OcMTnJ+QT/C2XUNU8Raxbz6lD4tibVI5l85g6RSPtlfzPJRF8wMbdk658tucMdtxvHMel3MGiaLq406K2uW02wOrWU8ccU672QTTs4JSPZLHHmPcspg+bBIq1TjKTXUxqYrEW5d7amRJqFro/iDTdKtki1LwzqNp5Ep1KOCVBNAHjVWMu47lRZUfcrHKoVGMKfP/ABx4Y1Kw+JtjqVnbSTR6drML2NlAqszRJKY7kxAFgUVTCxDsd3ns2MuxPS67Z266TMk0rT2NrNeW9teW0sUaxN5iBAVEYKzRyn5WXKjYwYEBQi6rqCO8cF3qX2mOG1dPtXloPMuJLXbFG4RGGRHHG7JGEbMCFVw3yy5qElCx3YdOlTlUWras+/yPUPAnxI8N67ev4fN9C66sbgzXkE6p5U6SrFG0ilmSJijM6p9xykrACQmOuT17S7jw78YdU1rRP3WrwuzxjaS7PM8sgZVdSJdikyEDcBuB+TCZ5Px5babdapbeINM0Lw5DB50lzYQ6hcPDOguGM13GsoQxBhc/aFBbcq8lCAxWq0fjq512zu9IvdTlju4/JfRpjBLG1uzW8kISeOMCJN/2222th0IaQKehXtnJqKj26nFhcJFT54vSVk0/MzNU8aT3HiLR1g1S+j+z37NcFrh4Jw4kjkcP5ZRGyGyQ0ZDiM/dAGOes7s2OtQNqGo3Gp31wYdswjSZ1dg0ioT84ZTvOO4KkqBuyrdS1HQ9MuNPS7afUbxIrWO8u42K+ckavG+75iHDCMBSSPmfcGGzatUaRdSCKFLVptQW3s2gCu5W4RVTBEihS6MICFZTv5dT8zIF8nWW7ufoVGjRoUkoR5U1953eg/wCjtr1jEICupQ/aGvpX8kXGZFVkklLB2wrzKGyW+VmBO1sw+JfEjal8MviZeyWK3t7Y2qt9ou7qSa4MjqSEwxDFPIu2by2OUcTgrywXK+EWpXVnqekjVi0Pgy3ty8k8lm0ce9m8xY4i/ADEzYUNuwGA/gx0vjDwzYaroUdlJaWb3U0fns9vJGfMla2ijilEhR2OYFtJ/wB5sJWQ52LlF9LDxhRh7WWx8ZjnUljPqyevfy7Hwr8ItWNv8dPCTF/tGdQtdPMjShydwS1LA4HADEqMcDAJOK+u1jIuCJW+fGC2Wk257Y6AZJ49unFfKus+FT8Pfj14f8ny1hGqWNxH5dwsjFhJCztwQV+dj64yRuYjNfWVxst72ZhllikZSCcE7WwOQFx1/nn1r954ZqqpQk4PTQ/mvijDyw+L5J7ptFK4dI5opd3KqQF5I2kZcYJ4A64oqaOY7W2v2wzR42LgZxgdSO3Y8H1FFfZR2Pimr6j4ZZI7wxrMOT95lYcg5GQOB17D6+2hZXEEl0JV/cSoGYmKQZCjPzDOMcttzxnk5GBWU0Z2thWjlV/LX7zOvYHpnnHXoAc1ftYxJ+6aZ1muI3Kbx91GJOBknOOwI9aur8EvQdDSpE+iPiBqiWereDbvU7uxj1WXQbhpQ8UQd2eO0dmIaRN+ZY2cgRnKhv8AVsvOn4yuPEmmz2Wo29hdXxXdc2kNlqYiJlW5h+yxSHYX/eIh3EEoQ0gYFOan8S3DeOLrwp42tLWyeaHT5Ga88sT/AGe4WRIYWYHD7VkuL1Sp4wCxOVXdR+MTXVnfWTnVG+3S6dI9sWtlmBYyRP8AamcJsRlVGjGMEidiu0DNfyziqDp4ifNpZs/pjAVVWp0oxV9PvPF9Svb2y1fSJ7S5h0rVoNPS3tD5bxKkSRB0j/fhHdlITJ4LeQd6LkxriXNws1u8tvfTFJEZzZ3CuEZJcBmLHPy7VCgHJCjDDnNdVrkkWuag0k9kDG08V6ZIN7S26r865X5mfy5UVmUE53FV54PM6pZ6lBJFHb3Nncqt6x3JtiiHzSnHmDcrM24H7rYwzL7ePKpFPfU/Q6GHcko2sO86G11ASRxyyi1uRcn95N5c6GQxEoFDrgsYWAymQSCR3ItD0nxRr2qWN7d/YiLpwfMXzFcfa5WuNm0cuFDMRnG0KGCly4W3M8F5b+TcLG7PHHJZzKkapPHI8kkYdpF+dkEoJyU2DI37hnWuNO0XWtNt5Y7jUV1u6RgoMLRFjJGs/mqRj5EknvBgFlbyJGTkNlQlH4kjLExnRkqTm9dn2NTxB4fm8Of2TqGkzMiRGa2mhWIRi38pwuD124eRVA2khSSCVwU4S/g1Kxt7fU47KRLjUvt6QrGpf7TCioZFAwhIZmwCeuRjqCeqk0q91Xw9d6HdvHLdO80trJPGvmRSOv8AqVL5ZhjndnbiFPulc1Y1zR7S0h8P6SjzS3UVzcpHH5DeXaozQT8TMCkapGyRgdyirwEoqeyk+dR6FYerUpwjCtK7vrp0MK08RXsE2s6ZdxakwF7eWzWjPGdySB3Rh8wdFIUBShYbnYcfKFyPiN4N0vXvhyurzXd29xbK5M9vJArlbi5JDNtYICsYgXzVUEsYRsO8gLcSQNJrdsss97pVuiRx+cFSTy5HfZEY1GfM37VRcgsRngNz1GseFdRtfEWj/LY2CXCPp9/byXKm0XzY42lHmJGwdhiFSGIXeh2gb2IdGT57x0SMMxhThFcz99/kb3wy8aW1noml6odMaOG9AWSaGwhjEcqRxrJamGMkh3G6TeA21HXfgICL119q8U280ckWsS2+q/6ZJqCrC6NHJET5aqC2/wAtlRl3IGIGPuI+PPvEHjDVPBN3Fpfh3TIZPEka/Y9Su75glvDNEI/KQhsh28gsNqOSihQclasWajT7d9Vg1Wa1G2S7N1bxMBBcwW5C3KRhMJGkKXBK9D95txxWkpRUrX3OKGFm4e2SV/XoX9T0CW3+FkGuaXDZWj3utSI8bTyQRu0d48Mkss+Dw6Zw65LEvtDKGY+HW03idviautXyrrU0YjvbnSluPN85DcCBjDKmI8R7IyFZgd6woU4O3608E6kuueCNVj1TTrbWre604ah/YkmjrJDeJHKJwixzEo8oYxhV3Bdzocv2+YP+FiXrazdajpdvaaI0dyrWR012kaKPMjeV5rnfsdtysrIMMcFUyRXo+2p04KcY6+ZzYHAYjMKlSmnax6JfeCNPsfECwxFdF0Bbe3ZZb23G5Jw0AYSRJOxkYD5vvgBZodzkKS3OQ6b4gHhbw9YaH4nh03TdMhVba7F5KtnPAzAgjJJ34V5sgg7bUApFu41tT8fXmjsmqaDb3U88skkcUWoWscQd3cARRSbyVBXyUD5YSG1CjaVcjW0nxtomuILi9nnK3xRIGs0bZA1xCkca+cgCx/vA0bwu+Q0cvGFGeR4mrb4Udv8AZyoWdRvyOcvPDl1JqcqahBJpG1ISj20ouYLljGXI4YLjO0kogKqZCQuGak+0+KvDkmoS2l1HHcLYta21lHp8D2ux4njWSEqBuVSiMWIXCxAFMBa7vWvDSxy3Twtm0877JbSPFGrB3UeUkZ2qA0cvyIowpNzCWYBgTyV5p2q6PcXNzY+J7EWMMEdrFahUeE28jrGm7Ds+1nlEn+yZF5UsFFU8UqXxw1ZjLDPFJqNfRLq39xwi6J4o1a4GowXkmlm+lS+s1t9hZ0eaZYWtiAD5Sqrq2SDlxjczYW/4g8fXXh/QITq8CtuklCWNpEBBaw3NuYIINhEhDRvGzKny5RdpddieZ9GeD/BmsXWkfa9Jv4rSZLFWvLZ1iikXy5FmiCfwsXka4cuZWCEl9wbO7jvjB4Q0+bRJvChvo7CBjcPpbX0YLlZoWfeCSCVindy33lUPEy55J9rnpKC5lZM+YU68qrtK8onz3+0F4X8N2vw3+Dq6G8d1fpqFtBNdxywSXdvPcZuJUuJYpHWYOZIniwcRiNwxy+K9J1bbLq9xIvlwsjuxxyBhiOc4xyRjHHHQCvGPiN8ItV8HftSadLP4fh0nS9V16z1KG3ihdIJDEiz3aW5ZFLxRsJgSox8yZwChb1a7kkhu5AziKUrtmEZ3Dc2AT74HFfr3CtPloSlF3TPxziqo5YiKktSxErrMuBGiyElUBP0B5xyD0I9PxoqtET5gfa8ttsxmJchVJHJ6cZA6dgKK+6UbHwvMSESG4klifzC7Ll4jn+IL8xx7qT3x61raWzWcwRSImkRmK5JZFVtpJOMg7iSOOd1YKqR87OZUeNZPLO9sAghcng9Np69Cepq9azBZsKscTSSIhhT5MuvOcc8n07bRzWk4uxFOa5rs+hvgHqEt5rV/ogtVvo47W41LTYLs5MV5+7Vwh5xvTIPBAz1G9w3deOtHtvE/hWHULLU7i6XTI450e0aF0leK5Sd1lxn5CEKuEZd8bSLzvQV89eFPE0/hvWNK1fTbyTTV0+ZJmO9gvliUPIjbSDtcI24HOc9OSD9c6VYWVnpMkcN1BdabHt+zyxkyMEQeWm4ZbK4RVLDJILNgZOPxPizCOhiVWgtJH7HwzjOekoTfwnyktjLNcahPCFurS2ZZpIjtY25Z1MaswGWR9r4KjDLIh5yCefsybpTbxI0csa/NcXChgXQ52SydTyxyzDGQc811evaAvhnVL/T3j+whJXaEIvl+fBF5ZiJhBKswI3qzA4XAxgLjl2hureZYpp2aWHfGJbh/mVhKgUkLtUK6oVGOWV87s5x+PYhLmP6QwLcqPNffYsWG221CKOFYd8kEkYimkO5olG0IhxtIDMFA4xnHpTdPuEWODT7lLl7KZpI7aRlJ+zKiLLuHfewjKZ5YrI3Iw+Y7GZtKsJ0xMskGoNDNGG87aojhlMgKFSCd8in73zK2cZC1o6Oz6sIne4gE8BDiT5JZD9nXznUIXG6Tyt7hgePMjBBzk40oTU1FFYqVKVGVWb0/yJJNLWwuFuMMk9iWubebTz8okjR9yybF+YbWkH8YILDAYCoVMeval/Y0KSNLIkcd5NIoUzTzsolXcAFLYabsD+7iHK5qTVtL1RvEtk1ncpqD2t5CZIbedoY5I1mEcsTxD/VsscgYOeuIwMrvC+p6V4Z0++1G5vm1CW1vGs/s9vJAqwy7obZlSZUCttbcX2kqcG2xz27oUKlT3W9z5uvjqVD3t3Y8W8K/E7SPFmr3mpNcQwakt/PLarKm6FtP8l0WZcFfvZlVXY7gZGHC4FX11LVdEsHtdSvVee6n+0XWnzqspVcrtgEiECFVQHgBioh2nPDU648DT6XcasNUt47pr5Sb24beFncTSebB8zEENvyBjcDLk7t20Uo1vLp7WS6SS5lhBL3UrKbZpI/9YgYqVjRt74GVY7wOOoKslGpyRWhvSoxq0fbSlqyC41Tw/p76xHDM09tGXuZbtmMnlQyIwYlnO9Nz+XgIGUNuC43PujmvIbq4tBY3AazuUubd7iZN4MsmFhQgE7Z1UMyp5b7iI9qnc1c/ri6dZ6POLjzroZhtXifgqux5mclg2Szac6jGd+5jk/Kax/D/AIxvvFdveaJoEEe8QSPcLb3QPlmQBQ8b4VN0Z2HaOGDlWJySM/f5lOR6kcJGph3y7nv2tafo+neD/HNhfzKsFzp6zzTyMiALsiWN5HjBCq6hWcnIJlHJLAD5Vt/C9zdaVJawJDqt013ak3NzCEa0kMjRiDEqSOyuk4OCwINuSCQGJ+r/AAbfT+MNf1u21+6tms9TU6Bc6esAhhjZGMOQjO+3zVnjRgcnGzByCK+d200+F4831w1nfa28zJdq6xXNpIsskThmARGdJYnVxEN7hpMttbn0ea0VKO3oeVlV4SqUn8WjVmc0PFCnSdS01ZZLS7u2eKC3toLQGOUIUhym5mBJ89G2gDEoYbctvzPhr4gfRPEFudSffZX8cjXMODKm1pF3nb0H+r5wOUZsjnD6viNtdjjt7rUpYNTXzS51FIzDliHikUgAbCPLkf5QSOB8ucVnyXiatJcafp08VnYsot51tJxdSvCodjyhMiRGVlXaCMhl75zjzc65dLH2kadOmnJxbb7nq2g61qvh/wACrrkFr/wkmj6Xqc+mX0d7Ksc0EzzRlEilwZASfKO2TjkqflIauz8E61pvxCe4+wanEl5pSr9ke8dbKWPbN5kKXaqWWZVbyejYYSFgBIAw+dbORoZG1X7CkMgnmiuDcwpMJIJCXCFTHhY8sXC9MHnIC10nw31K/wBF8QafqNjBcWL2s28GGZvmiUxq9v5g5RsKAjkDaXPPBJr2kYOyZ87isllUoyrRXvfp/mfT/g3xwsGrLqbaReaJH9omSfS72CNQQYYtrFlGAw8uYgBti5kC4DgVyHiDxhp0d5p9/bXKyadbxW1u8cFkkaiNJmi27B82xTG6AEbGVAAMjdVLVPFz3Glx3EarDex77qeC6xDLKkkc1ysTIp4aSWSVS6nOdrDGVC5uh+I5tDuLXxFZJpup6ZcXZEmlzzoqX8hiMZeOSZn2gyTg75GAWO1XBEbgDenGpiZcsXdXPknTpYKLqVVZ2OP8YadNd/Fbw5JKbWV/DfhCO41E2rK4Gv37ul28mWLBikcqbGPyfZwAqjZThJ9lkDmNsodyfIchsNtYEjpuPBPTrXP+CryTxB4Wj8UyvcSz+JZpNVk+2SCV1IkMKR5KgCNViGxB91TjJIydtYx5MUokeORplZmQkjBZfu/7XJ69cn0r+lsjwyw2Apxtq9fvP5jzzFfWcdOV9Fp9w9bxdmGk2Jk7mJJAY5Uk4HGOOuO3Q0U1ppZbgF4mLYUtEsaHd2wMn1GOccjPNFe5Y+f5xrxyzTpIwzOSSQ6DaF+bOSMH2wDzj1q1bxrbwQPHJgRp+9j5+bv9eh447Cq00km7dnJJZdrODt3ZHY9/myOuB16VHvO0yqYY03FD5bb8hWXBJ7jr0/uj8dzNNdDrtFkaS1khSZv9WwAVkTORnIUgMeh7kewBFfUn7Ofioa54PvdB1A759DjWERsxkS5sJMmPKMSpKHMZwOUCZPzAV8p6JqEseoMsDSLGy7mZ1YhnV0QFug+7tOT1IPHWvR/BvjC5+HviPTPENrbSXltFuW+s4GG6e1YAsEBUgOrBZEDYyY1GVzlflM9wCxuFlFL3lqj6zJ8W8PWi76dT2D4yeGbfVNHjuktUl+xuWZ0jJkhADAtvG7d+7Y/KSc5XkMFr5wk1rTNB+I03hTX5f+Edu97yw3BkH2ZpGkyqAEYQ5b5i2FJXI6gt9p+ILFLu2F5bpDqFncQwzxMq7VnXdkYOflDoduSOOhZQA1fJvxW8B6R4p1PUUutLyLgT+RHeRjzdPkdpIS0RjZW2Kybo1G5SgXrlMfzrjKMYTvV9D+lOH8wcoPDrtdf09CjN4N1PUJIdJ0lUea2t5GRrG5WWO3KkJNFhlBCxmVSMheMjam1Q254ZuvEOiaHctbrFcaddQrKsChHjnQqyIQrlkOSsKldy4Q5DEgLXHeCZNT0HQ9Pto7oadfuUuHa3hVNkgcpIcMB5aFlhQwjamyBHO1pWCdP4S1zQvEuhX9tpeoCK4gvobG60/e1u8WUWaMwqq8q0X2hEkkcR70jTY28NXlRo80/3O6PoMdiZU6XLXtyt2Wmr8zAs755vFEcFrIsfiG5juki+0JGbiAfZcwPFIF/elD9nkMY5JQsQSFr2nSfElvrmgxajJZTBYZ0Ml0turq8YaZlBUtkYLfKuxgjHuuNnkPjS+8ObbnRtUDxwwxxyx3FjJMJ7e6WNAtygJHlyxOpKsBujU7SjDhtXwn4qu9Q8G6hp2pT2l74gtVlbUZLFTbtq0axgPcwO4XY4Kq7dEw21NhZcdyhyRavr/Wx8xWlCrJT6Br3ii2+KjeIGhn8+z0U5lla9EZuJo4cyiKSPJVTEI1LY2uxJG0gEclp2pW6/2nqFtL/adhZ3MU99akeTNFFDuIzGrBcBCQJcMWJRWOAAvNeOvDP/AAhV4s+kSyTaHrUsht7e8lUSBFCK9vLGo2/edCqlCNrDBJJY8/4P1YeGbe4HlTWzXfmtZ3kUi7FVXBbbGxDOsjRtCw38mNR8zKSM53dpPU+iwtOlUpyhSfVWR3vi+xVrKXS/mmnGsW9tLYyzl38y4tZmXIcbAXQSYH7vgKpbbtrznwneWFvqsEdrBBa6jYu32mbTsplw0cgiBwoKM8aoQwztSTDEYr1Txh4gg1LwLts7P7Lf3kVp58kzqz77QDLb97GT5wirjBZWk6bwW8zt5DN4qs47TffX95P5o0+aeMISAUkYbZEzmEbiQCCC5wN2a55csnoz38HKccPKNeOh7ZrOuSadcfbIfKnXxGlo+n3U7NsSSWNYxGXZwWUBw2Ao+URgBiQBzX7Vvge9n0G28feD7qyGk2kkkOqWsB3W7RbxKLtFCuHYTTXCSH5uJVGMls3r4Wfh/wAC+TZ3LTz6JfxvdaeSZI13JE8lojeY3lsJki2YebyyVCqzYB9H8Lxy6zpOq2V5bRS2N1NdW1zbTTyI0sU0zMWUGPcolWaKQruxEf3bHJKr1Ydxp3a1TPi8VKcJxqR0a/I+Nfhv4q/tLXdZtbvTLWK3vDI9np9tKYoTO6sIo3PzKnyNNiQpgNs3EAEpry+H7vxJo/2u1ur6xguBLMtrMA8VnCFQpFuKPks42IQ2/EUhIIc7O6+Mmh6l8G9Wg/s0z3MetRxyQl4DbLHAgItUdQpBeLMaqQ2MxDK7ywrnbA2UIsJp9A0eTVLac3iTQkW+6J4WWO3e3j2xtMGnSbcykybCSQAFbZypO6a5WfT0q2MklWoPngzlW8N601wipZXeotcMHltyvzyFW5VgmzGC5xgL3AIzz0HhmxjgFsdXZfMuH3JJGEZHi4ZmklPBUEsCFZi2BtBwKu6X4rt9dvJLYtPbxs0LW5llLyW08TbVliZF67IxujUASH+4cMtHXH/srVNN/tea3m0xJ5LC5igcNJERASvlqoy5J2qrhQoKhcEEE+W4SlJQjrc+jWMcqcva+7Y6ttdv/EXh2XQ7bVZmS7/c3N6jMrWhNur3H3XzIyvIZBHxGyho+3HlXxU8D+IG8YaB4FSPUPDVwbWXV9RvHdkVLGcLHIyhGIcHAi7ZcmNsfPj2LV9NfTPDev6wyaFZ6ld21hf3Ol3Nyu+38kfZnTJdIztMtwzYIJ2JtWTBrltFt737LNruuPJd+Lb6ztbS5ZgQIbeFQIYVBwwLFVd1OMOFXH7vJ/RuGMpliK8Y291ayZ+AcZ51CEJ1Kb1ekUXbWztNBsrSx02E2djaxC3toWJIjiBPLZ+8xIyW7nJIxxTmkEjTIkrh5C4jD5IHTae2CCAOPTj0pkjCZSwjCyOwyrksVj4GSCQTnOev8PfIwMwjnjkJV96sSqoWH3SDkDrjJA9d3fNf0BGKilGOyP50nJzk5N7jbpxIu8AfuySQoA5wTtUDOf65x0oqRJI5Ld493lOW2qQuSxzgle3r15Hp2oqzNoZHaqpldVKSqdieYCVK4HGcdMnrnHJ7Vaktd11MrFkCLgBXGAANxAAPP8JyPX2pqRvIoE37zbjaGIdic4ALH1JJ5wSRn2qNLIssR83E0ib2PG1gw5OD2UD6ce1VuTpHoaEd2ulsqxouz7ziNlEmM54PqOepB+u0kdfpeoTTbkKeWy4QdRGcjPYEfdP48cevnyXSwzPELhmjfMj7vmXgBuQByfT8eu0GupsMwqgEiMGLEFSMM2TyB3OST65rGceZXOyjU5XY+iPgP8S5NNls/At3fRf2aE+zaK03yiMqDtsySQNmMCPJyNoTncoFD46eC9RliOvWNul7ZR2CQzfZ02IETDlWwwDdW5VeVYEZHXym2jFxa21xa3Qt7y2lWaGa3+9G6PlWUjhSHVT3xkelfTXgP4g6X488JpZ30OnWYFtBb3+mxgQRxs4aOTy4mPyoW8vBDMuJQuSQ278Z4qySKl7ekvde/kz9c4XzyeFnyvWS79UfLeoaleQXeraclu+pR6dFbiW3uBIzkGIbzvjRXKs0kAGdoykwJ+fAh06T7P4yS4tZkRDNILmeGFpAltIsreUMk7UEs445CrKC3AJr1G8+C+oaD4u1bw/ZW8Unha6EraPDOEVYYtkZjtoZDuIUXUk2V2rhXU4IVTXATeDTdXiQwfvNLBQWU19GYpIW8yRiJDI5ZGUt5JbajcuAjLuK/nVTD8lNxi91ufpcMasVW55vbp2OW8a3kF9rkUtvDJpGowxGaJePtCbd4PzORghHiRVb5nIjUbtwzQ8M6Xe6DrumC7tZNPmtbp4biSSKSMCN/wDj4typQbozHvU4zhowQSRWl4nt3j1ZIpbMC6vhFBbSMfOleRRKXAiT51y7Oq7lxkKo7laUNv4j0Xwqmpy6XrM1jJuEOlxxy+Z9nVJLx1VGKlMiHYUGc4IPAJrrVO1OMV2Rwqs/aNva7O+hGl/ELR57eWSOy8QWZlvolu5JJTaAyYQmUqRLDKkz/vTneoyQMMg5SPwfo03w31uXURer4qs52M9qyuFsJll8mWJY87YoXidJk8zbuGH+VXYVE3h/xB4d1GwvbG3neSOGOCC+soRc299DJE4zJAnzMrhSCCo2jJDgxqa6C607TPHlppkw0pbbV1iiW4063IW4vlhj8iONC48ttsfmzK2VYxhSqgBhXN7P2cXHud0ZtyVSOljjbC0lmiuLFlSW2CNcWgZQFkIKyYX52LEKCqghdpZBg7mUa0ci6beXsNpLHd6rcWm8tJKGEMXnsrrEwIxzLFuTaGZjFgHcRHRtdKhs4YdeudOmAjSC480qYRNOkhmi8sEZfzSrsxQnCu5KHKMLvgltXghOq3nmzbXVpo7TayS7Ypk37EGSVTJ2hQCIxwocsfHrU409Hp0Pq6eOnUXNe9tbGbdf2Z4d0sCYX2leFru6t7u51K3LfZrW6X5QsgHyxo0kcagOuG2su7dgD6Nm1RNDm8N2zXEFvALG+jXVbe4As4zbuI2BySVALRsNwxut2VewbzHx/p+lXHh3Qn8PXaXd9bxItlZwukkNztdk8zKqTE7OQD1G6EErmMtUja/qGm+D9AfRtRVodPvVtFgWZb1m8u7/AH8LwmJnSRI5A4wzSM8OPLlG1pPQowikob+Z8/j6k8RNVUrXex6N4u8NxeMPDr6PrCGDVIo/Jtr0yKZVBEzMUZh5jRjgE4UfvFXjawr5k8a/D+9tfDc91cy27ara3H2p/kO+9VAsULhenyC4TdtAQCcZLFPm968FfES18Z/2Nf6FqKbtTgjnMQYO21XFrdFTKN0mxgRkj5pGiIBBLVx3xg8A3EvjfUNVuNWa/wBN1V49CsrVZHb7DPLPDI8EZBALebCg+VQfvA4ULtydGes5aNfidmW4x0Kqw/N7stfTufOd1cFb6yvLRUgS3kjR2vJFWOYPMi7pWXBxudF3Dk/McrtOPUvB0egX2l2+reKtWhfWr7S44NXvWuIY47KO4K7DbpGWIkjimEivIFDZb518t4x4FpfxO0yT46aVaalq1/pPw7mu0gvZ9HmS1kmgBZRdFpFYKC4EjYH3FOMHBr6C8dfFvT/jF4i1+LwPaTaNosd88M3jGMfZ767YxyL5VuGUOH8uWKMuw+WPAKj5C/0GCyrEVnCnTjectfQ8nOuIcJGc05NU46X7mHr3iG4+JnxUu9estV/tPw/Zy2cnlvCUa61iC3n8tVJG6QQJIZ3PGH2Ls+UkS+aG8y7LGX/lkXbqcZIZv7xPXPTk89zRvNB0+HSNP0aFH0/StOdpILWCdT5ZwwJYurc5klbcfmLSFs55N5vMuY5ZbiPYXZ5Ska4G4kggAcDqOp6ba/esny7+zcP7G2vV9z+bs4zL+0q/tumtl2XQg25kMe8FRkqjsuN+DgBgcdjwcA9iad5g/wBcxYvHM0bDscc+nzDJ746YPWi42iOQElTGMj5VbB6AbR0Hf8femqVljO6TaxKqrblKdmxgk9fb0Fe+fO3toMk8tInRVZQikNIp2qpB55I4HXv24opI/Nd/M5eXAVJN2Mk8j6c5BoqwL0cjphBGwcmRAzD5Qeo7YPUNjHPPWmZHmRzFgCzsXj43LkkjgD0Xvz+ZxHbTSRylAytBmMqqEnoMcgngDPt+Zp07PIxkcN5ecBA/V25xyckcqOmDjpzU7aBfqPvId10sjbJIlzIJJey5IyBnJxg4xxjr/DUlnNIb5PLAMjxsm9iVI3MMkkDIOeccdBjqaryRRLhOYtpQssa5jPy4ODwc59eOtPt5/skkkhWMGVN3lquX24xhAeFIB5OMkA+mQ+gRbvdHS2erwLC67kcDhpFwSpCnBJxyx2r29+a3dN1uTS9Qg1XSiqzxy+bG+0MIyMkgK4OfuDgjkqMngVwcEkca3D7mmSMM7IZM5OM4OMZwOD1yRnvzt6bqMFvMiycI7Afu+roc/KTg+3PX58A8ZPHWoxqJxkrpnp0MRKDTTsz64+HPxe0/4qaBdaJrIFj4hUeXJDG/yXLqm2Uwkr8uTv3QncVDtgOBk8F8QfCK3d1DpkXh61j1u0shHbKkSwO80UURtU3bl8yMzQHBC7UVRvCeWCPD47ySO8nmtjcKyuCnlkxmNgVOFI5yCSw28kjnB5r1Twf8Zbe8knsfExkvI3AidgFUSk8hiDtDORn98uMYHPBNflGfcN1ad62DXNHqj9KyPPoqXs8RK0ujOJ03xX4bvrxr61ktdVspUtYrmyvW8q2KoiSeY6bQYCwAUvh9skmRgxx79LWb5dPl3QX72tpdXha7lvTHcOq+ZCrb5W3mYbXLfvip2KNxTc2ew1v4e/D/AOKerT3UF+2jX8yTQNNaRBZGlfiF3xiR5VcA5ct/rHUsQVrmNO+FniDwT4e8TRvqtr4ymaxENstvGxmuphKDKjRpu2kkK24Euo3ryWDV+aVryfKna3R7+h+n4epSi1Ule9lr016mRdSXtncX2mErbadNPHn7S8AEarCHYo64wVZgu5sggfd4DCzrEOkS+E7OIzW6anptxDPJFcTb7iJlkkmZSCFKuPLbnAXCjZhFBPLX+v20lxZi6gvrOHUdWVbl9WspLQ2UZjVJYmLsoAVrbEirhf8ASBtIcEVf8ZeD7i6t459K1FJL50kltraFlfzvNWaJBLFtLRrGJJWKkfefbncwJ85OrzWmtD62VHD2jOlPX8zoNU+G4/4V34d1K5eO6aztbO2vLpPKTbbTTOVKjarxhZDGxkKhjubdwC45m5sLLT9X0XTXgnN7ZxidrZlQXNpBJdqqzRlUJUAFZGVRgRJIY+U3r20I1XU/AkAudL+zGRTDBD4pkn2WzKzAM8rPKwRTDkkOR8isNuGV8jwvoE/hLwF4p1HULy+tw0u23M6RyXspMEZuFD4JkHmteYRCTDtdj82EXqm4zXN26dzw41fYxcL+829V5/M6nXAnh7xBDaWum2xvI4VJuNNl+XUA4wWUqS2IpJ+WcPlS+Qdy15F4o8QWTeJ/DOiarrcvhy9u9YhtriUs7Xd7dM5VoreIBnSMhsifBRZPLCkEFhveBrjUvH9/pU+uXF1a6Y8dvcXcGmlbh7kacbaKKYyAGKO3+1pcS/NneApACSkn0vR4/D+gww6z4o03w5pHiueFXl1P7JbNPa3Dl22wu5Jf53nDNt+aQvy3QaSUIVLvV9kcv1qfsHTirevUdb+BoNJ8L2kuk6QL+20+eTULT+0pjHiaSEQzKuEVZUaNnBaQMzeY7BmVhXNeOvHmgfEy4ttAeSey0xds2svYyyJPBbwCJ1tIjhfLMjXTL5hCnCXAYhtjLdufG2iw6JaTafcPDGn2i5g09rx4nmkmuFme4naDcBlyWEZfLKWDjIIHjGrTQa1cW0V632nT7REW10ML5dhbYLfvTASwkmJwzO5IL4dUQgAfRZRkWPzCbcYuMO8j5bM88wOAjao+aotkv1PM9P8AhWdU8dXHi/VItNl0+9tpJ7KKK0aONw8kkSyRWjrsiGY3kUvvQGYMqHjHeW9vFHHb21pAttaxRERWa5YBSC2c8k8kszEksWZiSWJqa7kkuJmmeUyyqm5jNICc5z1IPcg44GTxgAARTMJFVmZ9xIVo2AImQ9jn7oODznAA9q/dctyujltNRhrLqz8SzLNK2ZVpTqaJvZDVUW8CDfD5UbbQse0oAAOAMcYwByBkduop7s1xK85WaRmYPhiVZiGxkn8Mc+g9AKilg3NHG5KKjYbH3tvduByemPxFOdWcLtaPyFYOyx4UDk9hjqST+PI717NjxeZ7MkjumLGbaInVtwDIQWIwOD0JAPp6VEIFmBBdZCv+r+YLubIwCQegJJyfXJNSyQi4WSaQyRoGU7CQSRtbOMDJAJ9fQ49IYokjfaHYblLbkJOzBVsDOc8jr7dc5FTcl+YtuRHIDIdoU+aMIADkHd07jB//AFk5KI2ljjAQzOYhy7t8xwSeMfiODn5Rz0FFUr9Q0J1cPAptCkvzZCrhhnI+6QcYPQZ/wFU79mitw9oscqkN5rqF+UkZzjBJwdwyPUGp5pJZ2LRhY4nY7lBAAy27jBOcgk4Hqc5xwxXNn9oJibMsgPAwU/hyQucAKTnPoRweBXQnS+pM6wtMqRjcEY4ViSp2gcjv2bp6Coo8+RC+zcuwOHJABbdkkdxwGHXkEjnBokjeGN54JMDHliF+SMlSVXnAJyxHPIXPO3hlvbHzpGCsSYwyIq72A4zgLnvwSeg+tMTlfYnabbbtKz7pGJjZQ2flyQQR/wB8njH6nFtL6Wb5cb1ULHjH8ICnJxgqcFT+PXkVUhWNbcqrNGfmCyKQYh1BB6Y4POenPvUjSJ5ZlghESlVUIcIFUdlz2AwAODyvbpnaRqnYmt7swtcy4dpVl3SBuNgAJ2j3HqTzjB68XYL8NbMWDPbuM46bDtI3Hknr2/2QRWRugWZXjbDeWSRtBBJ5CZHQkZPOOME+07XDJGUj3EAhPkXr8vIUEehX5umCfQipkioye7Z0Vn4ou7e0WNri6EUTyGGNZjsGRgsM46jIz1BOfQVvf8J1cNaRWaXtxpESYleGynmbz2V0cOJJJDJEeGXq4wBtVcHPBQTys0xjZZEwod2ztUAkHGOOdwxj+8B14oW4eW4wBHFdJIqnqFBZSeBwWwpPbHrjPPz+OyHAY9Wr01futGe/g89xuCa9lUduz1R6Xa/EW7mhEE9gYI7yaNrtrO6W5aNRuUOjTKNzA7G2+WASW+6flO9J8VLGx8y3h0qa2ia4dLdrdwqxW5kU5cxvIQ5O5sFY12txuKgV4rHfYhbbK05kVj5g5BAY/MemSSAcE46HpTm1B7yYFZPPZeAN+WIYEBRn3AXPfOOor5KpwFgJ/BOS/H8z6qHHGMilzQi381+R7NrXj7SdY1Cy/tTRo5pba2ktkkmuILwBZBDKyqomMSoziEFQxyI8EKyqKzZvjJe6TfR22n6Vpl1ZIu4XV/Ir3ME+xVYwII2jIYCQbSwwZTzwAPHm1EtP5PloJiuf3ZyBk55HXAO3noNwzg5FTiSSOIOyxqmSFUDbnnOOOMDH3vc9ec9FHgbL6bvOcpNeZyVuNMbVTjCKXyOz1rx5q+q2trYXOs3ltCuZZbqyPkT3kZRo2jfLONhMjvgBWBwd3y1k6l4qvNVvGvrh1WQARFIreOKRY1BIUlcF9u9sM5J5Oa55sSySOAny4xu+VecADJPXP0Gc56Ypk13JNcTAny4kl2ht2GyxHt2B9T1r6jCZHgMGv3VJX+/8z5vFZ1jsV/FqO33fkTyk3UrSSM4kV+H2jOcdyR0JyemQDjg5psiyyEhpFG887nz0U4GcckbR17HgAilhRWjLrICJCI5g6kqCOxPf73BPX24BguJGa48gy/Op3lDySDuHfkEZAx7jPNe9GPKrI8RzberJJ5gZY5DL+7f+FWJCYACjPXAbjb146VAbp4bMk5edeQsuTk85A9Op5GckjFTNC9z9pgd9u5lXMmQxCtljjHX5Rgnvz0qPzwoi2AvEzICy4B3Z2nAz6joOPl6VZDEh3X0wkzIqbix5OF3ABcg8nHApIJBPGFlC7mO1l24UKCPmyfY49zxnijzGaEuyCUMclEJJC56HOM8nt6A+9OkZUUu/74qvUkrgHsQR7rxjPI69KQtbakSsYVQyonlGP5mYYkyCTwo4xyOOvAqSQpF8pt/3LK23593OPQE9QfYA465pJJHm2vAjOrKPMwQSyknBAzz6/QEHPezcSiPcItkkrbo1VRkrjqc9xwOcnOMelJFR7leSFmAk2zAM2xvLweByCc/0/lRT4ZFt9w+RoTtcIYwFYbg3BOe2e/ciihghEm8xWCSYJBG5AGOcABjk+/t06cVE1vuliLodrLiTavKr0BPthuhznjAPOCitGZrVXFaV2ljhkxPEpLAEKcqOM5GcHJXHQe/XL5oS3yfM8jZZRt3FBz85GOcBe3Yn0ooqehSirXGRzNbrC52K2ezcjuM5OBnI+bp0Gat26iM27bVLHgeZlWVdoI4I4xnHTHIyetFFDegL4rEUcq7opt+2fLExcgldvQ+menXoODxUXmPKrBEZpFO/G7qu7BHueCCOhORzmiihCl7uwsjLJcWvlkiV5PL8sLypbr3xuILc9h9OEjWVZjJOFVo1GWbec/Nz8wz3aiiqEJIxtViUyYAXKyYGHwc/Ko57YPfAH0p8U/2m1UDzFVxvZYQxL5xgYHGNqkAA9u3OCiiwE1vZu0nmGIqEUrsYBWGQMkZ65wSenXp6Rw3QlkjeMlT5jKso2A9OC2cdueOuPeiioW4wVnjjVC0kLSrt3jKfOBxnIG3kAc8DcOmBRNFtfMMe4gqGfcSDgjjPGOgOB7D6FFUxsiW3LRyrHyrvucHOccjqMnGcjk5OCBTFnEd2xMMiyNx5LYUZAz9OvY8jOe1FFCAc4RJAXdnm5Hl7tp2ZAyB26jkeh9asW7O0hALyEblVVJHbJz3z3z6jrxRRQxojkjkLztJATAWKgquUbsCOnXg+4xxg8RN5MN0C0H70EqPNHORxjqRnhhxnn8qKKkROipJHEUuVQR4+RmJP3cgDPPHYgdB9KiaNRvjaJQ5YZbYrHbnBwR7DHp27UUVJfQfM0lu8MMBZJCxdDJnnGQQB757/AE9KKKKszuf/2Q==) | ASR 440 x0032 080701 Fibula af kobberlegering
1 skiveformet bronzesmykke med røde emaljeindlægninger Emaljespænde |
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) | ASR 440 x0380 080701 Fibula af kobberlegering
Emaljebroche. Cirkulær med seks runde gennembrydninger omkring central forhøjning, hvir evt. rester af glas-emalje. Rester af nåleanordning på bagsiden. Diameter: 17 mm. |
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) | ASR 440 x0437 080701 Fibula af kobberlegering
Emaljebroche. Otte-takket stjerne med central forhøjning. På bagsiden dele af nåleanordning. Diameter 21 mm. |
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) | ASR 440 x0528 080701 Fibula af kobberlegering
Urnesfibel - helt bevaret.
Mål: Ca. 4,5 x 4,8 cm.
Messingfarvet uden grønlig korrosion eller patina.
På bagsiden fuldt bevaret nåleholder og nåleskede, men ingen spor efter nål.
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FKM1zHQNYdeK5zxpZwalHpdheRLLp93deXcRsG2uvlSMFJBAALBfvcHp1IrpDz3xUF9YW+p27W91DHPC2CY5FDKcHIOD6EA/hTGebn4T6jLeNYHxHLF4ViDG1s4oVe6Qv8AeRp5N2UHOPl3DI+b5RXUeAdLttD0u50qxVhp1hdPBaszB8pgMRuyS212dCW+bKHPqbf/AAi8uw2h1O7OlspXyfMYT8gjAnDbwOQc53ZH3scVs2lnBY26wW8SQxL0RBgDnJ/XmgRL0HHFHrmg0mDkc0gMLx54Uj8beEdV0SRhGbuEpHKSw8uQco/ykH5WAPBHSsb4X/DK1+GWk3FpbXL3ctzJ5s0zjaMhQoVFydqgDoSTknmu3bOODUa53Yz2ouArZpD92ndeKQ+maQxO4rStP+PdPx/nWcPvCtG1/wBQv4/zrSG5nU2JqKKK3MAooooAKKKKACiiigAooooAKhuv9Q34fzoopS2Y47oz19vWjtgUUVzHSFAwrA0UUDHbs06iimIQ0nNFFSApBx14puO1FFAIOvakZfQ80UUDAY71o2v+oX8f50UVpT3M57EtFFFbmAUUUUAFFFFAH//Z) | ASR 440 x0556 080701 Fibula af kobberlegering
1 fod fra korsformet fibel af bronze. Største mål: 3,3 cm. |
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) | ASR 440 x0577 080701 Fibula af kobberlegering
Emaljebroche. Lille cirkulær med tom fordybning, kun afgrænset af en få mm føj kant rundt langs kanten. Mangler al emalje. Evt. halvfabrikata til celle-emalje med korsform? Største diameter: 15 mm |
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) | ASR 440 x0603 080701 Fibula af kobberlegering
Fuglefibel.
Ret korroderet
Ingen spor efter nålefæste, helt glat bagside
Største mål: 3,5 cm. |
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) | ASR 440 x0752 080701 Fibula af kobberlegering
1 Bronzebroche, Rundspænde |
![](data:image/jpeg;base64,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) | ASR 440 x0777 080701 Fibula af kobberlegering
1 fragment fra en korsformet fibula |
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Ysxs8AD/p1ir9nK/Gz/AIKHXUVx+1J4ugb5WiNrhsj/AJ9YTyD9a6ae7IPOfH1v4hh+EekPqcXjcafItsYpNW0tIbA5T5fLkB3MMfdJ6ivI/DfiTUfBuuR6jol81lfRq6LIMcqylXVlOQyspKlTkEEgjmvV9Z+H9lrPg+0+wQ+HdKvJEjk+03XjC1MjDbyWhMgCk+nUdMV4rf2L2l5PA7xs8TshkidXQkHBKsDhh6EHB7Vt0GaXivxZq3jK9N5rNy15dYVFkKqixoqhQiqoCqoAACqABjgUVkbRDgSNw2MD1HrxRTuI/pNooorjAKKKKACiiigAr4F+LmjweFPjB4sW3W2WOzl+0xyShfMla4VWI+il35PPyj3r6F+In7Tdro7T2HhiyXU9QVni+03TGO3jdePq3P06V8v3vjyfXLXWptTWK4urudriSa4iI+YEodo5zg7hx2PT05qlptI6KacLtnDa5ZWGoWLQy+VIq5MjzOyqzE4O0+y57dqzrnXmsoZ7a31Oa50QQxwSK4DZcKATH0J+YNycHkHHFbXh7wVceKPE2kWEd1DbJqGpCxEbDe6r8u587hgjPHHPHXt9Qf8ADG/gmex+yQrfWt4q/LfLNly3UMy42nnsAKnki2XUbmveW58qW2rFdJmSzubqCRtwMMzGV9h7oT269d1VLPSpY9YWSeKTUJphuVllRmYsBwcqcHPbFdk/hv8A4Q/xXrlhqpWXWNNmFqqyR5jKZ3BxknIO0dhgY9aR9J+2RytHLHEquqzI0PzspweDnAXkEY5JHoOXG1jKyS5SGHT3j1aC0vmjeS3xK5WTY6N1K8fLjHBGM/SpRdR6PcStFIjTbh+8lQEq2eigcKp4GTjv71TvtJ1rxH4gstA8OCRNTu5hAbyXYRF0OFwc9ASSemO9e22n7I/iOy8L3cVj4ot5ddmjx513aME3f76tn8Sp+lZXbf7tEcvM73seQx3UEqSfbUne5hYqfLkDq/JwOOnbk56nvXTafcaZYwmZpXMnDOJfmO3JGDgDJGG7etee+OtB+IPwq2w+JvCy2tmjYk1KxgzbXB6AmRTgE8cNtOT0Bo8JeMtPv9PnNvcpbuhxILxi8ixjH8RH3fXntxT5k3yiqRfLZHX2fiae6v7ieawRNLLFC32nMgcBWyAOQMc8AGuf8VeMJre6sfsFpNc2yRFJWjzLIGP8BGSTkbgSPT8RJazaddTQXS+TeytGRHLGVB2YztJx7Ht0Xryaj8RT299paILUeTKSyKZWJb67QMYPUnjmiUYxV2yY01GSsj0v9jnTRe/Gm4um002aWOjeZGskeCGlZSWBx0IOB7E190r92vmn9inwHb6H4P1TxCLSRZtXnVY7u4k3SSxRqFPHQL5gfGM8YBJwDX0tW9FWgbVfisLX4uf8FFJo4/2qPG6hFkkZ7P72eP8AQ4s4x+FftHX4v/8ABRK28z9qzxnJ8qjNqCSfS0h/Xmuyn1MTyLxPqFtP4EsrVNY8OXMyLDvtLPQ/Iu1wuCGuPJXeR3wx3HnmvLJIwrnDCRuw7f8A16+gNe0Hxx4q+GGlabYaT8StTtTDA8cd60k+mlAvymKMLwuCNuD0rx2HwVqVr4xsvDeqWdxpGqXM8VuYryFkaMyFQpZTg4wwNbdBnOtGDkscnqfrRV7XNLl0bVr7TJisklrPJAzL0JRiCR+VFGqEf0jUUUVyAFFFFABRRRQB4r8QP2abDxJqlzq2jarNo17NJ5zQmNXhMmSSw6MpOT0J69K8V8Rfsq+KfD+HSRNe01Vcy/ZyzSnOSf3Z5LZPBUn1INfalIVDdRUcq6F8z2Z+atr4u07wx4otJUils9U027jbybmBlkQowKqx4LcALyORivszRfj54IvtJOoXesW+kyRrult7xtjjjPyjqw+nPsK7Txt8MPDfxBs/I1vS4boj7k4GyaM+qyDDDoO+Djmvn/XP2J5tPlE3hPxZLb7HDJbalDuHUH/Wx7T+anrWDjUi7x1RspQlu7HhfxQ1i8+InxA1fxBp222S+uVEcdwCAlqqIsbOoHDMQrHPIB98Vjt448s/YbbTDPMwHmNbgtEueN3A3Y4PI/univSr/wDYy+ILzXGJdLnuLh8tci8bylHGPlMYbIx6H+lX/D/7DvjzTdNdG8WaPbTtklI4XlH03lAcc+nB5qeRtWFPkk1c57w3YT+F/FXh/wAQy2o+02uoQlipA3RH5ZMkHnh26/TtX3tb26KuQK+c/hj+yK2m3Gj6h431G11K60uRpoLPSw6QNISPmkZuW+6PlAA69RxX0oBtGBWtKLje5EmrJRILmxhuo2SSNXRhhlYZBHoRXzb8aP2P9M17z9e8DiPw74hTLtbxAra3XUkbB9xj6rxnqOc19NUlaSgpqzJjJxZ+V18mu+CvEz2WpWt1De2qxm5jcnzYwenHcCup0uTUvG15p+gaOk8t7fXf2VZFjdZLbIy3ODwF5OcdOTxX3/4y+FvhP4geWfEGhWepyRjak0iYlVc5wHXDAe2cVc8K+A/DvgiAxaDotjpSsMM1rCqs3+83U/ia41h57OWhv7WC1UdS34d0Cz8M6LY6VYQiCysoVghjHZVGBWnRRXdtojm3CvxZ/wCCiyyP+1f40Bfev+iYUNkj/RIe1ftNX4o/8FGcf8NaeNzjJzZj/wAk4a2p9RHlni6xsofh9Yyw6Z4WtbrZDmfT9WuJtQbK5PmQtMyKT/EAgweBivP/AA3rH/CP+ItL1byvtDWN1FceWzbdxRw2M9s4616V4m1CbVfhzp9hZzNczIkP+jW/hC1tW4XB/wBMj/eSY9T9/qa8hl3RysJAysDhlxgg+la9ANrx54qHjbxVqWtR6ba6OL6ZpjZ2QfyoyTzjezMfUknkk0VhzAr5Z4wR2op3vuB/SvRRRXIAUUUUAFFFFABRRRQAUUUUAJS0UUAFFFFABRRRQAUUUUAFFFFABX4qf8FF2Rv2s/G2OXH2P/0jhr9q6/E7/go3gftaeN2VsndZg+x+xwVtT3YHG+IfEfifQPhnpd7Z33jDTQsNuiXEni2OW12lOAltGivGvoCx2jg5rwy6vJry6lnmleaaVi7yOxZnYnJJJ6knvXpHiz+x1+Hti1vb+D1v9sO99Om1FtRJ28mRZWMIP97aMZ+7xXEeFvC954x16HS7ExxzSJJK8tw+yOGKNGkkkc44VURmOATgcAnitGBkyNuUIeMdD70VteN/B134K1K3trqe3vbe6to7u0vbFy0NzC2QHQkA4yGUggEFSCARRUAfa/8Aw9A+LDKQW0UE9CLDp+G6mTf8FOvi+seUk0Q7eP8AjwH5n5q8d8RXHgzw/wDEHUrC9tLWJLHxjqAnh+zswSxBCxpwOVDBsKOnpzXIwa94Xh0uwikSJrtfDt1BMzQE/wCnNcztExOOW8oxDd0AAGeK0suwH0HJ/wAFQPjFtytxo4OMcaeuMn8ahb/gp78ZduG1HR0PqNNT+teLeML/AMM6P9ttZ7C2jvJIvD91B5MOCIzYB7kggYG55EJH8R55xTB4n8AtrEMi21v9jGuavM4+x5zaSQxLaLjb0VxIQv8ACSTgZrOwHuU//BS34ywwOTrGlliw2MmmxY24B7j3FZ7f8FNPjZsZhrOnen/IMg7/APAa8TupNA0vwfojXVrbi41DwnL5TeSNzXX9qTqshOPveXGV3E5wAPan6h4k8ISSXHkWMAWTVNHmj22oA8iK2lW7XpwGkZCR/EQDziny+QXPam/4KX/Gvg/29Yr67dLg/wDiaG/4KWfGpvu6/aL6f8Su3x/6BXlf2rwzZaVpusTafa/2fc6p4hiRvsyksptIPswwR0R5QV/ukkjFc3/wkPhpfDL2/wBlh/tD+wFswfs4LfbP7REpfdjr9nBXf1wdtXyrsI9x/wCHlHxvySfEtoAOgGl2vP8A45UEn/BSj45NK2zxPBtzgBdKtf8A41XnlprHhWSTUvEC2NsdGtvE+hsytaLkW4hu2njC4+6xj5Xo2BmuV0XxV4ZtbHT4rq1R5YoNYjlzbhtzTWpjtT/wGQ5H93qKVl2Ge0t/wUh+OjKuPF8IGCT/AMSqz3H048r/ADk0+L/gpJ8b4m3S+KopMjCqdMtAB05bEX9f8K8dt7zRdZ0HxLdW1nD/AKF4ZsYzmJQVuFu7RJHHHUgsC3Uhj6mry/Ebwh/wl39oSacklh/wllvqhX7ImTZLu8yPb0wePk6GlZAent/wUa+Oqhs+L03H/qF2nHv/AKqoG/4KLfHXapbxmOeeNNtB/wC0q8x8I6ho2tw2lilrHJPZ6JrjyPJCo3H7LK8Rz3K44z0wMVh6t4v0C6tdVSG02tPounWcB8hRtuIRbidvbdsl+bqc89adkB7O/wDwUU+ObMy/8JrtH8P/ABL7Uf8AtKo5P+Ch/wAdI2Xd41kIHUfYLYZ5/wCudcJoXijw34m+J2mWtlYokF944F9EklsiqLOSVQkRHYf7PSuUtfGmh29lp8E1rvlh0C80+QiBebmSWdo398LJH83UbfYU7ID2L/h4X8cywb/hNpSOn/Hlbj/2nTLr/goJ8c48R/8ACb3AbncfskGee33O3+NeU3njXQr+11BILNklmsdJtrdvJVQs0EMSTsTnjLKxz3yM9a6LxV4u0Dw/8RpIbqxLDSvGN/eXCRQIVa2LxKsY5GceU/ynjn3osB1K/t/fHJc58eXrHGQPs8A/9kpW/b4+OEkYH/CeXyt1OIYR+H3K8oi8caSNKsbd7Vnlh0C40xmES/697maRHz3ASRBu68Y6AVq+PPEGnaUktibcfaLm08P3aNHGu0LHpw8wE9cs0in3wSaLAdpJ+3l8cuVPxB1EYOeEjz/6BXi3xA8da78SPFF94h8R6lNqur3hUz3k2N0m1Qi5wAOFUD8K6+T4maBJrUdyunTCD+29V1Bl8lAfIuYokhQDOMqUYkdBngmuY+JKIq+GSiBC2jQudo6/PJzQBLZ/GjxVpen29nbalBHBbosUa/YLckKBgZYx5P1JzS+F/ia8fjifWvELyXcd9Y3Om3clrCiyLHNbPBvRRtUsgcMBkbtuCRnNcE20cEFj1prY7YxUXYHZfEzxXpviG40Sx0b7XJpGh6aunWs18ipNMPNkmd3VWYLmSaTChmwMDJ60VxTNzzzRRcD1j4paLrem+J5dW1l7CeXXJJdQW5066juLeQtKwfY0bMBhwwwTkYHqCeFkkLN8x3egHSvS/jZ4i8Ja7q2gx+DrK0tre00/ybuSzspLZJpjPK5bbJJI5xG0a5Zj93sK8zEO7AYbnkOFHpz1q/IQ6+vLnUpBLdXE1zIqJEHkYsQiKERcnPAVVUDsABVVtu4Dqfpmre4FFWMAH0qszOJcpyM9T3qbAdv448N+MND07Q4/EOjXdrZWmnRLZzvblY/JmZrlAX6bsztwTkdMcVyitHDGNw/eZ+6T0+pr1T4s/HCXxx4R8P6Bp0+oCzjsbH+1mvZdwuLqCAQqEXPyxqAx9WeRyeAoXx9mYyNk5PrjNWIv/wBpTG2jtWmmNvGzSJF5hKK7YDEDoCQq5PfaPSoGuiy4Cg888VEY2VAW+UVH5nICjAFAHp/hXwF4h1z4f3LW93pVpZahMby2sbu5EdzfPapICYh7CWQYYruPC7iMV5g0wB5QD/dNesaL8Q/C0/wdi8La6b/7VY3V5eW8VtYQSrcPLEixD7S7iS3VHQsyorBwecHkeQySL6flSGTrqksEcqRM6JMoSRVbh13BsEdxkA/UA0yOTdggZ71XXLEjp+FTR55yMDHNSB6B8JvD194m1p7TStY03SdRmiezijvhM7XInR4XSNUjfJKsR0H3hj25bxNocvhfxDqWj3EkFxPYXMtq81rJvidkYqWRv4lJGQe4rs/hP460fwrpOv2Wp3WqaNJqSwquq6LDHJdLEu/zbf55E2pKGXcwbP7sDDAkVwGuX1tea1fz6famxsJriSS3tWlMphjLEohc8sQCBk9cVXQCCFpYZkeN2hkRgyuhIII6EGoZGAkAHJzzmmO5VcZ/KmZ8v5iSWPApAbWg6bca/r2m6VZSKLi8uI7aLeSE3uwUE+2SKTxHfXt54i1G41KTz76W5lkuJOAHkLEscAAcnJ4o8F6/B4b8VaNqs0LXCWN7DdMiHDMEcNgfXFL4116x8ReKNQ1HTdM/seyuZjJHZee03lA9t7ckk8/j2p3Ay2YbTjjnpTZbgu2WZn4Cjd7DAqJmK8mk3diPlNTcZe0PS7rxBrVhpdjGZr+8njt4Is/fd2CqPxJFdV8SvCV3oVnpF7/b+n+JdKfztOtr3TvMCRvAVZ4SJI0b5RMjBsEEOMHggc14Q8SS+DvFej67bIstzpd7DexI/wB1mjcOAfYkV03j3xZoWreH9J0Pw1YXtjpNndXN876lMskrTTiJSoKqBtVIUA7k7icZAAgPPyd3saApIyTgeppxwhwoyfU10M3gm7jjnkMscoims4TtBOTcRPInboAhB9zUAc9kYOwY/wBo0V1kHgmCW5vtOk1iGPWoZ5oILNYWZZTEOcv/AAlsEKMHJHzbRzRVqEnsgOxX9mX4wmTLfCjxwAOv/FN3n/xulf8AZn+L8kxLfCbxwcn/AKFy86f9+6/oGorLnEfz8t+zR8YlRlX4T+OMnqR4cvPy/wBXTf8AhmH4wKqsfhT44J9P+EcvP/jdf0EUU/aMD+flf2ZfjCuSfhR44J/7Fy8/+NU5f2aPjEjbv+FVeOMdh/wjt5/8br+gSij2jCx/PvJ+zP8AGSRix+FPjnH/AGLt7x/5DpB+zX8Y1YEfCjx1nr/yLd5j/wBFV/QTRR7Rgfz5t+zN8Yz/AM0o8c88/wDIuXn/AMaqJv2YfjLuz/wqrx1/4Tl7/wDGq/oRopc4H89//DMPxjzz8KPHBP8A2Ld7/wDGql/4Zj+MPlY/4VR44P8A3Ll5/wDG6/oLoo5xn8+Dfsx/GNmH/Fp/HP8A4Tl5/wDGqP8AhmT4xK2f+FT+Oj9PDd5/8br+g+ijmA/nqb9mP4yMQD8JfHIX/sW7z/43SN+zH8ZGYY+Enjn/AMJu9/8AjVf0LUUuZgfz0/8ADMfxkGP+LSeOf/CavP8A41Tl/Zk+MisCfhL45OP+pbvP/jVf0KUUczA/nrb9mX4yv/zSTxyPT/im7z/41SJ+zD8ZXY/8Wm8cD6+HLwf+0q/oVoo5gP57T+y38Yo8A/CfxsTjqfDl4R+kRpv/AAzH8YjkN8JfHb8f9C3eAf8Aoqv6FKKOYD+elv2ZPjJ95fhF44BB/wChavD/ADjrsbP4dftA2VpFbr8IfFTxqYHzJ4MndmkhUpDIxMPLIpKjtgnIJJNfvLRRzMD8Cbf4O/HqGO+A+E3jAzXbzO903hC4My+aMSbHMOVDDsOmTjGTkr99qKr2klswCiiisgCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/2Q==) | ASR 440 x0789 080701 Fibula af kobberlegering
Fuglefibel.
Noget korroderet
Ornamenteret med mange cirkelpunslinger. ¨
Ingen spor efter nålefæste, helt glat bagside
Største mål: 3,8 cm |
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) | ASR 440 x0790 080701 Fibula af kobberlegering
Emaljebroche. Cirkulær med ligearmet fordybning i korsform. I de fire felter en rund fordybning. Intet emalje bevaret. Dele af nåleanordning bevaret på bagsiden. Diameter: 18 mm |
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) | ASR 440 x0798 080701 Fibula af kobberlegering
Hoved og bøjle af korsformet fibel. |
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) | ASR 440 x0800 080701 Fibula af kobberlegering
Fragment af bronzeblik-fibel |
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) | ASR 440 x0801 080701 Fibula af kobberlegering
|
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) | ASR 440 x0806 080701 Fibula af kobberlegering
Emaljebroche. Stjerneformet med 6 takker. Central forhøjning med rester af indlægning. På bagsiden rester af nåleskede og -fæste. Diameter: 18 mm. |
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) | ASR 440 x1000 080701 Fibula af kobberlegering
Urnesfibel
Hel, meget flot bevaret
Med nåleholder og -skede på bagsiden.
Største mål: ca. 3 x 3 cm. |
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) | ASR 440 x1012 080701 Fibula af kobberlegering
Mindre fragment af formodet ligearmet spænde. Antagelig fra spændets midterste, ophøjede del, hvor ornementikken domineres at et plastisk kors og skråskraverede bånd. Mål: ca. 2,5 x 1,7 cm |
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) | ASR 440 x1014 080701 Fibula af kobberlegering
1 fragment af bronzefibula |
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) | ASR 440 x1014 080701 Fibula af kobberlegering
Fire fragmenter af bronzefibler |
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| ASR 440 X1218 080701 Fibula af kobberlegering
Bøjle til romertidsfibel af bronze. Længde: 2,8 cm. |
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) | ASR 440 x1225 080701 Fibula af kobberlegering
Rektangulær pladefibula med stiliseret blomstermotiv. Mål: 4 x 1,8 cm. |
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) | ASR 440 x1226 080701 Fibula af kobberlegering
Fragment af ligearmet fibula |
![](data:image/jpeg;base64,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) | ASR 440 x1227 080701 Fibula af kobberlegering
1 fragment af bronze med dyrehoved. Fibelfragment? |
![](data:image/jpeg;base64,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) | ASR 440 x1228 080701 Fibula af kobberlegering
Lille fragment af skålformet spænde - JP 55 |
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) | ASR 440 x1231 080701 Fibula af kobberlegering
Rektangulær pladefibula med stiliseret blomstermotiv. Mål: 4 x 1,8 cm. |
![](data:image/jpeg;base64,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) | ASR 440 x1233 080701 Fibula af kobberlegering
Fragment af korsformet fibula. |
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) | ASR 450 x05 080701 Fibula af kobberlegering
Fibula med beskadiget skede og nål. |
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) | ASR 491 x021 080701 Fibula af kobberlegering
Komplet og flot Urnesfibel
Mål: ca. 4,5 x 4,5 cm.
Nålefæstet med enden af jernnål tilstede, den anden del af nåleanordningen er knækket af. |
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) | ASR 491 x148 080701 Fibula af kobberlegering
Urnesfibel - ca. 3 x 2,5 cm. Noget primitivt i udformning. |
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) | ASR 491 x149 080701 Fibula af kobberlegering
Fragmenteret fuglefibel i gennembrudt arbejde - Ringerikestil. |
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) | ASR 491 x150 080701 Fibula af kobberlegering
Fuglefibel
Mål: ca. 2,6 x 2,35 cm. |
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WsXLWuoW9yjIdgt3GcNvfOcZIBHGaiP7WnwsgsstrGk2qWNxI1nbW4eYyFcxgqsaZVjIzjADAqCwOGr23VPhv4W1zUPt+o+HNIv73qbi5sIpJP++mUnsO/apYfAHhu3ZHi8P6VG6cqy2MQK/QheKAPmbxV+0VpnjPT4tB0P4Z+KPGumTTx/a4rjSLgQlNzu+7eFRzkIBk/xgnO0iuTuPCvxU1i+htvDvwyudEe6RVnudTvoY7S3cSCVXSMSP+7DKMxhMkHBPNfb0NnDbLtiijiXriNQoqULigD53+Ev7JkHh3xKPGfj7VP+E08an/VzOgFpZ4JK+UhAyVyQGPQYwF6V9EKuAOOadRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/2Q==) | ASR 491 x168 080701 Fibula af kobberlegering
Cirkulært emaljespænde, del af nåleholder på bagsiden. På forsiden fem (fire bevaret) små kvadratiske ophøjede rammer, hvori der ant. har været emalje. Diameter: 20 mm. |
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) | ASR 491 x502 080701 Fibula af kobberlegering
Fragmenteret Urnesfibel. Type m. tværstreger før tre små kløer. Største mål: 3 cm. |
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XEcZePJaUDIU9+e1Jd3Xkr5hAyinG4ZHatsPS+sVYUr7tIWOxKwOGq4i1+SLf3K5zdxrcGpWdxd3tz9m09XIWMLgvtOMeueuKyZNdsrLUHls4Dqdtkq8MIywCrwwGT6npXD/FbU76+8ZLAkkdnpMO6R+cIZJGZeoHcZx6ZzXW6G2naX4ZtEtrUQuzNC7uQXcH+IHk9OAcnGfav2rC0KWFpezpRslofw7m+ZYnNK7xGKm5ynrbol2XyN8ePLjxFGtvZwqlrKu1Y5RlmBXjb0wec15542tZNL0m6VXga6Z1t44YzzngqW6dQSenat3xdJc2f2qexiuFntLZUgjtwcLJj5t/fgHNcRLpN7Fa2viW7lje2kZkETORKX2ddvTHHHoMVpiq3s6bcUcOV4WnicQlUdlfY4++8G32uXDtNPJLmPguxZVAxwuTwPpWQvh+O0Ro/kiMZDs4+YseMY444yevftXrOi6OniaS9muXaNLeEoI1GMjjIz2z+fNc7faA2k2umzROrvNPMu6N9ysyMFyp9MYrnpUH7JSlq2fS1sXTWKdGmrW0taxyEnmaC/9p2E0kvBM0Z52kjHI7qcDmtSHxo9xCJLxllVlzH5bcRg9QRk+h7DPWoNZ1S10mORZ5RLc7v3kKD5SpxlT7cHAqvp7W02lxz2mnMk0bBVljQgFOvzE+nTPv7Vgrwum9EdVZOXJOC1Or8P/Eyex0VrI6bFqClyIFZyDGSeQygdOnetnTfEuvza1p0WosLZY49tvZwRZBUjAHbPXOSawNHsZPDFquqPp/2+eYtIk2wiJCOSQe5yfTFNvfEWs6pO17Kvkqu0hpFZMdcbeM9zyKzp1ZxleV7EVcJhqylyW5rb36ne2OlpbMzSR3FtckMjKD8obkZOD0AyfxFU/GFteLBFaaOq3N99pXy7ppsqY8E8AdcNtzx2rY8H6g+uW8jT/JdKefNJQvyMgMcZ6c9+ferdnorWN80Ng0ccsBaQCQk7exUfTn869rRryPhV7SjW1eq+aKWk+HdT0uS71PVdSszcxqVeEKf3g68Anvz19a17y9n1mxtLqWNZEUCVJlX5sY+UcHDZ9h2qlf6PJHpe5FOpTsTlHUMWB565xn0+g54xUXgnSrwzXHkLcQhVMJgusBRnGXBH0/OpcVaxXteZynfX+tLElqqGxvo7KP7TezARQGRsLEpHJGeh5+tTeJtasNB0O3Gq3UUMtrblRvPBbIOAc9epIqSG1u5bOaZbi1kuVXYJOdr8jO4jvj6dM1wfj74V3usaTFqRuF1iVxgx43+Tg4wgBxjqefTvWFWc6a91XOvCUqWKn+9lypHlvjLxxZ+Ir/bpRaScHC3ch8tEPr6k47VY+HfwzPiqa5vtVklFvAodRIMSTZ7qDwBweTzW38PfhTptxqkEmoagl5cQymN4YsL9mxypII9TXt9nDpc1quweWlpIvmGNgys2OCcf0HeuWnRlUlz1Ee1icZTwNP6vhtzntB8J2uk2cT2CJGi5Z8AliF5OSRk9cde1dTDHFfbbsBkhwWB3nk8EZz7cD61mN4g05bX7S8c29mYx3DIWCjP3VAHUEenSmNqA1q1hWKQ25VWkk3HaABk7gM89R6cfWuyKUdj5utUnP4tS/qFxZyW8Zuha28zbtjYwARjllGAvr+dafhe4uNPksrbchUJ8wDd/8/lXE3Hiy1soLmaSOKWyhcEB1QMc/Lk9ewzxzziuv+HGnyagsd86yLHIfNxKvKg4O3HYV8lxJOH1VRW7Z+y+FtGtPNJVbPkjB37XdrI9St7VNgIU+YV/Cir0MflqCp3fhRX5uoLqf006kr6HL/ZY4WBWMcnBPcCqd1dJJJGZYDLBuOV5HAFarRBQ3fqcms68gPXtjBFdVNulJTj0M61OOIpypT2aa+88C1ZR4i8Qefq08MGnwNFEiMjebM+dxQAnPG7r90fU4Pe+HZNP8UQ26NqEViLX78JYAlOMD04yBxmr3ijwqmrKk9sscd1GpUSlMnaRg4968eg0WeHWLWGyRZ9p8t5DJhCeu5hk9MH8a/W8vzCljqN7WfVH8ccU5DX4exahJ3i/gl0t28n3+89R8eX9xY+BZHtJ1+0303l7oyC5DErtB9Mdzzwa5p9DFnoghe7W4t1+dvIbe0bKOc5HPB/TtWPqmtG3ZrNkgu7FRjEQK7Ce4Gec4PpV3wndWs0UDS2UflLuzBIcAMxxwO/HauuVShUfslJOT6Hi0cuxkaX9oqlJU0781n18zFsWutR0s3HkzSabdxbRPbqy7yAfvDI7DOenBwe9YeoafrFvHa311DN9mdWhs1RsLGAfRTwT78kV6pNqFlZLHBFeLKZDmFY8ny1JGAf16+tX5dJuZpme8jZJ5jlGXCRcAErjA/StPZtx912SM5Y506jlJKTZ4nqWh3zIt9daUyTSsAC6qNzAevqPpmup8C/DW91q2bUdTuGWwXJ8iNuDjnGf4q9Ft9NXVJFVrORjHuK7eCrY++ueAeKu6a0tnftbSwbNNC7WUMB8z85IA/X/AAoWFjzXbuYTzev7PlpxUX5foSWkmhxWtvb29qPsqoIzGygMg67t359a4zXvG1pfeIoYrOFWRUaMfuw2A3GWHc8fTpXWNo8ljcCSN7hLeQtEkLlSjr0JZsZHNZSaRaQ6g0riOW5iC7o+AD1AGR17da2klJKJ5tGq6M5Voq79epPq0MXibwWbRU+zSQSedExQk7gPvAgDJIOcZ9areHtJv7yzt5TuN9bja+0jDA5BOenIw34mp/GHjyw8L6bA2rTwafc5LeSZDl8LgYUAkkYHOK4uy+M0GratGNN0+Y2Cj786lTJ77Rn1yckdBWcpRTtc1p4fEYilpDS56Rb3gjtAt1I1gsYZJWgPOc//AKvzrx74nalqVndRxvrFzPoqTFri2GEWRT0VmUA9PUkc128cEuoMuqykJZTO7ZUbSCecEcdCeuKreIvDMuuKttDcJdMxA8wjkqfuqQe3U5PcUVYuUfdKwNeGGxH76Om3p6GL8NfGEerWsmmtLHbTRriKTGyOZQMDJ/vY7H04r0T7HB4fmvdRghmF5MvDK29XJAzgE9sj864S48G3FzbvDc2wlfbGmVjwQoXCqSDyTjOcVT0XxdrPhHUo9JvbxdR0yQGO1a7XdJG2FJXsSMEYYjPGOpqYylFKM0bV6NCs5VcLPpqv63O9/wCEbNrqsF9+5d7xgl7LAm1GAIwcHjdnn8a6JtB03TLa3tYvlDox2gAbmzw2RwcY/Ws3StSa2hCteqiljJJbyLyxI5A5+UDOao+K9LutYsWXQ7yQXSr/AKOGfaC3yna3twcDPetH7qbZxxl9YnCF/K4a9eTeE7OKRljSJVESTeZ5SOnTLKBjOT9awLXTb7xzcWxssC3Vfv8Al7VVSBgKCSe3U/1rk7rwrql/eWVrrfiia8hRgYrdomTAzyME/Keo79vWvpvwPoNnpOlxrEoJIGW6k18Jm2cVqUvY0fd7vqf0PwhwXgMRSeMxz9rZ6Lp8+5zei/BzTfLjOqA6iVGdtx84U9eB0rv47GOzVYoIwo6njj0rQBGCMYOcYqCeNs70P1HrXxdarUre9OTb8z9twuGw+Ej7PDwUI9kkl+BFJM8a4UMWPQHoKKUyAHacs2c5WiuT5nctOhXZV25K4471lXUbXDOig7cfe9a3mQSKccjGOKrywnbsBwOhPeu0haGBNaqBswMDpiuR1LwBYteS3ohPnyHcVLnbnGM7elehNbR2+SCCzHPXk1n3UL/MrbkyeoFaxqSp35G1fsc1bC0cVb20FKzurq9n3R5xc+D4mfKxjZ2AGKrxeFYoZMlc46dxXozWEkpAByo9R1xVG808Akbc+megpczi+aO5tKnGUXTklZ9DiYLWPRraZIY4Y8TowWQZBQDPGOpJFN1Lxtf3lusdzbRC6Vl8u3UHuPvls9Bj9TXRalp63FnK0YBlMeFYjBGDnr/nrXl134w0H4fhxqt4txq6cNDCSSowcg8cEnt7Cv1XK8xp4yj7ztJbn8e8WcK4nJcfJ0ot0ptuLX38r9Dsob29t1lvRdrbxLmLy2+9nHTGfpisrUrpm1I3stxm1mTlZpAmQATnP1PT615h4g+Lmpa9v/srSwtk67TPcDhmBByBjtzWQvhvxX4qxJc3V1dJggLEAFGSTt5OAPYetd7rbqCufL08ta9+vPl/M73xJ8bNH0O1WxhubjU5pN2+GIqwB4wFwOPpmvPtQ+IHiDX5s2ELaFao21Wb53br26A+vpV7w38LrqW8a3NgtuISN4mODjP3jjr+tez6H8LoLfR53vkheBdzARp8xwBgAnr6/hWFqtbfQ7XPB4Fe570vU8D8N+AL3xFqcLzGa8upG+d5MuwGeeT/APWFfQXh/wAC6Zo+lYe1hivFXaGcY54z9B9PWuhs9N0/RI44bK3ZIkYbriNMMwz3HGSM0jK0jQq8LiOOTbu2KXZQeM+3TrW9Kioat3Z5GNzKWKahTXLH8zK1ZhbzCB5Unim2h92ByxIyfxHofeobiynsb4XBlaQlgWkByFU8AdOc5H69MVr6hapcBZygFtZxrcZQbRLksQ2R6Zxj9a5zVNUg1a4nktANkY2IGQea54IAABzk/jW+h5sd9UXJtIFzPaTbRZS5JkcMzuTgkgkEDpz3/Cqera9oup6bcQXVh9omMxgyBwo3EBgOoyO/vVJZrlr6AXyXFs07AeRLGVI57euBn+dZviLw/r11HOtrcKlvg4jCEytjGdxzwR2HrUO3Lpq0b0lH2nLKVkzz6TXp/DPi+PTrm7hn0+4lKrNM+6SMZx82OR16+1ew2lnqMOqRRrqQmdCJLZYTkbcepI3ZwR+Ir5o1bwXLp1w5lTzrVpMfa0HzAnufX3617z4F0mTWPD9izXv2ie3GPMTOCpJwxwOOh/WuWlPnbUtz38ww6jCFaDTS6o6DXrGXVra6vL5Iw0UgWNo8q5zjDFc+vGc12PgDWZ7b7Pa3Mvmjs3f8fXjuK5vVo7S90yQwES3MwMUhZ8pGV4J59QODkHkVd8HLKt/EkyFHiCoCQOVxkEY6gg9a+V4kw8fZRrdVofq/hjmFZYupgOb3Xd2PZ1yQG6+9JIreZjHymi3J8pe/FOkI2nJx718D0P6H6kLQox44ZTRTipZQVPXpiip+RafmQtcIpYEbTQrCYFgMmkZv3jHGcjFVVjljEnlEdeWPf8K05jTluh1xHu+VjgdSao3klvGqeZlhndgKSTV5Yz5hBT0+ooubVdpZcb8cGjmuUrJmbJdQ7guGPbAU5zUEymaHKDZ9RVydUZkjC7XC8sOcUGN445BswB05q1O+gOKOS1qEW8ayyDcR2A/CvIPGHwm03Upr7UI45Lm5kcyMWflOp4yOR7dea9yvIfMbEx75x9Kxnh8yaT92SEJyRxW+Fxk8JV5qb33R5Oa5Nh84w/scQnps1un/AF06nhvgL4c/btWX+07t4orc7/3uWXac4IBHzDPevTjaw2cPmQOrw5AMajgk5wfzH+c1e1zwmurMhk82NVG1drkYGc44rA1Tw9eYC2t40RRzhyM5HXH4V95h8/wisnePqfzxm3hxnVRuVKcai1tZ2dvn/mzYs76K1j87atydxR4iQCE5BP4Y9+taVxqx+wwx308LwyF1lUDGAMDG3PTgDrXMyQ6i2hzW726y3Ew2tLGoPbnqR1+tZesyCO1juYtLlt54jswyMS4PXjnr65r3qeY4SqrwqJ/M/NcVwvnOCap18LJeiuvvWh1y6a1x5cttJH5fmb5CpIbHbA+pP5Ut5b/Y5JlhvJZJFXaIiSJDx8wPpnFcTeXuoXFtC2nxT2Mwwo+Tnbwdx565z1/rXK3Hh7xbJqsuoWUsaXRxKZpQVO8DtjPJPf2FZTzXC09ppv1OzB8H5piGnOhOK84s9C1rVtV8O6as+oz29vYRKqOspC5ByAvPHT+Vecah473SXV14ZtY7qGNmjaW6U+WCc/Mg+9nHoOKbceDtW1m+kfXprjUZ2HDSlnVRn+FSoxz34rr9F8NxaDGHh0v7ZcJyssqqAD67cH+dcdTNMMtZ1UvxZ72E4Nx8naGGlUl5rlj97seWWa+M9Uvjr1xLfXd3bvmOdifKRf4lAB4BGK9e8MfEB2Z21TdY6jH8xgiIeNvmwSrZ6HP6VsRWuvahE4tjFa2zDHlxIfz5PXmsg/B+5vpWmmupWkfIYkDJrljnuEp6KTl8tD3anh9muOp8talGFtveV192lvmaPhrXrHVJLmK/0fyNPul3wRsgZW5O5skD3P8ATitPSZ9G8KWt1bgRwB4zKywfeBGMAnHHH51naP4P13Q9NTTYtTuWsowRGrhWZQewbGccCuT1H4YeJP7Q1B4jHqcMwGPtTbWfI5yR3z39hXVDPMDKKalZ+Z4svDvO6EuScOaP913O/wDD+qaV4g0K5nik2v5xQxKFi2v95T/tH5tuPWtXQdP+xalbwg+Y4Zm3rnBXPygewGB+FcV4V+F+trqEd9qIt2kGNtoNxhQgYDerMBnGa9h0bQVs5PPnYebtAAVcDAHYV81nWZ0MTh/Y03d3R+n8GcL43K8y+uV4ckOVr1b8tzp7eaTy0yu3jnmp+NpPQn+dVYZBJGCMEY7d6bcXHl4AGCOfWvjOayuz9m5XJ2Rbj4VieWA/OiqMd4skwdX+XuD0opqcZdRODT2IFMkbMFZjG2cDFTW9vs2qGbbjPU1Ywrjdt7+tJJHubA+WnayNea+gkalQSSOPamrIsm4Y4/hyKWSESLtOcD04pzKNue/pTVySHyUXJHzA9+tMTZM4b7ozjdyKtcKozwKaWDICwxn+GqTHzGBqmmtNcfu+V7+xp9np8XlsB85JJIJ5q7qe6FVZTjPHXrxVPT9yIso+bH+sZuPyrnVo1NTqV5QEbSfMjP3gGHHPT2qkugpFISUDbjnpjHbit2O7RmAbI3chcdKsQxxqoJGAea2Uoy2MXeO5zsfh8ZyqKAcnbjFO/wCEbTdlhnPQdq6hQjKGA4Hc1FISpxitHZK5le7OXk8Lwq2dihj69KlXw3DDlmVcYGK6V4hJhh0X2pZrcSKMjI68/SofcfMupzLeHYW3OYVZ+gwOo7UkmmwWqbpIwBnoFzmuhZSuMLjaeBThD56/MBuzxxWb8jTn77GNa6TtlHyhR97cv+FaUVgi49cYq3tMfUY45x1pSmG4PParvYzcrlNrNN2NmVPtT5LSPHCAHrV4KG4xzUBAiLMx5zjpQ72EpXKTEQxhNuTnO4VFdK91tCMYzjuOtXTGNwZsKvck9KbJOq/LjJzjnpiuSSb0k9DZS1ulqQW6SW7bQwPXg1LtYqyvtYt6fpTDGZZAQ20dPlPWooY/IY+VuOCPvGoV46Fb69SaPZHJtYFstxRUqtysiqFXHTFFaxtEyldlssB0wDSbSzHpTeHI7c9adu29uK6r3MdhchRk8Gk28r6UCQyKeMe9RYkjnQx/6sj5h6H1pXAlkVNpXdTGULjv2HtUFxbh2LocMvr3NIs4KYf5TS5tTRR00ILy138sd3Tg060eEw+Uq8dOvWmec5DpM3zZ42jtS2+1pG+Xb6Vy83v3ib68tmWJbeORs+g6imxuWwuDtIyOOg9KX7WBIYSPl6bhU8Qj9wfStlZvRmTulqGGGMHCjtUN048tipywqz8qrx0zTPK8wZwB605J2Ii0ndle3vhHCu4/MeoxVpZhIisrcHkkVSlt5FLgRh1PKtmnRp9jtVVASvc5rOMpLRmkoxeq3LWxRyHz680QyBmbJ+ZeMCq6puZ5lQhsdDxn8Kk8xkwwQgEAepqlIz5ehYIPJJ5z6Uo+XJP3qrTMx+ZeDTFuPJVidz7jxxmnzIXK7E7GTscAVUuLgyOEI3EnBHp71YZzuAPTHHNV2mUXWRtbIqJy03NILXYjumdI8MqsPfv71JHtaEkZDH1qSZdwbC5APy1lT3EqyncuzaRjHFYyfI7s2gudWRbyI2UBG3KfzqSFmklwy4QdW759MVFCdqgNjdjk1bij2xnvk5ohqKWgrSKcI3IxRUjKM/Q0Vq731MUxkk6qQCOelSecduF69arycAHb8/XFNgmk5Zl56Yatk3sPlTVyfcyso5/yKl83cD8pFZy3DtJkgqG4DD61ejkXpncaUZXFKNiXaOcjiqN8qsqogw24dDVqRmVh3U9eKoXUi7gcnzN3AHWlUfujpp3uMuoljZfU96bNIYwfKYkkHt0pNzfMsnTqGbimyW5kVuMMB/DxXJJvXlOpeYyC42wxvJuJx6Vfj3yOH2jdwPUVkSqzjYVJA6c4OO9X7ZTHAm1yMcgZFKEtbDqRVro0lnUAguAfQ01ZGSUjcHUn7tUolU3AdsbuhNXG2qyvknsOK6VJyOSUVEnZvLClsKgHrT9qSJtxx1qISK3Gck9KZ9peOQrjj1rXmtuZcrexY2qvDYA7VDKGVjj7pPbrSNcLkKcHPvSSDdIpXn8aly7DimtwaZWXCnnvzzTFl3KBjCimyxq0mOVI7ipFUNHyrA461F2y9EiPb5gIJxt4zUEe1pCD1HIOO1SzrIzBQcKOSR39jUfltuBGFGMYrNmkdtyTziZQVO5T2qG8t2uY+OgGQp70RMRGhAKr3prXDTSJFGMY+bef5VO8dSkmneJEtttkj5Ebd1zya1V4x/SqQtVkYvu3EdOORUqLJGoG7I/vHtTp+70FP3upZaRVwT+NFQ7eAWyQKK15mZcoMr5AJyBT5I1SMnbkZ7UUVoK+wnkhlPGPT/Go4ylu+XI39M0UUWW5cfedmWGk3cA/iazbhi8ikBic4GBxRRUVNUXTVmLIshX942V+lUWJ8w+XwSfXNFFclTRo6KezJmki6l8tk4NRQsJmXLFdvGV70UVnzPmRdtDSXZHCecqelSRsPMjyGyeTRRXUuxyNEufmwg3L60zaJFLmPaR1x3oorV7GQoYyKCqY44OOaba+csY80Lu7haKKldwfYc02yQbhk4pys21mzwOAvSiimncbStcesIILY5xyKa0KsQehHpRRVWTMuZjZYAyYXIPQ02OzWP5h97GKKKSimXzNKw2ONoLgBRmPv6VMTu6Y69BRRS2G9dRhyrkE4FFFFLqM/9k=) | ASR 491 x504 080701 Fibula af kobberlegering
Kraftig fragmenteret oval pladefibula, bestående af S-formet dyr dyrestil. |
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) | ASR 491 x506 080701 Fibula af kobberlegering
Cirkulært emaljesmykke af samme type som x168, dvs. med fem ophøjede små kvadratiske felter anbragt som på øjnene på en terning. Centralt i hver felt en lille tom, cirkulær grube, antagelig beregnet til emalje. Langs kanten svage spor efter streg-gravering, der nærmest ligenr skravering. På bagsiden spor efter såvel nåleskede som -fæste. Diameter: 20 mm. |
![](data:image/jpeg;base64,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) | ASR 491 x511 080701 Fibula af kobberlegering
Mindre fragment af Urnesfibel, ca. 1,5 x 1,5 cm. På bagsiden spor efter nålefæste eller -skede. |
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) | ASR 491 x522 080701 Fibula af kobberlegering
Emaljefibel, Lille cirkulær med fire halvmåneformede fordybninger omkring en cirkulær - et usædvanligt mønster. På bagsiden velbevarede rester af nåleanordning. |
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) | ASR 491 x523 080701 Fibula af kobberlegering
Urnesfibel, Hel. |
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) | ASR 491 x525 080701 Fibula af kobberlegering
Korsemaljefibel, fremstillet med grubeemaljeteknik. Ingen synlige spor af emalje. På bagsiden rester af nåleanordning. |
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) | ASR 4M75 D08029 080701 Fibula af kobberlegering
Stærkt nedbrudte bronzefragmenter af en uornamenteret ( ? ) bronzeplade, måske drejer det sig om en pladefibel, da små rester af en jernspiral foreligger. |
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) | ASR 4M75 D10153 080701 Fibula af kobberlegering
Fragmenteret, skiveformet bronzegenstand. Fragment af broche, fibel, knap eller lignende. Diameter : 2,4 cm. Tykkelse : 1,0 cm. |
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) | ASR 4M75 D12610 080701 Fibula af kobberlegering
1 pladefibula af bronze. Rektangulær form (5,9 x 3 cm.). Oversiden stærkt forvitret og tilsyneladende uden spor af dekoration. Nålehoved og nåleholder bevaret på bagsiden. Nål af jern brudt i 3 stk. |
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) | ASR 4M75 D12663 080701 Fibula af kobberlegering
1 pæreformet bronzeklump af ærtestørrelse afsluttet med kort tyk 'stilk' i den ene ende. Fragment af bronzefibel?. L: 0,8 cm. Diam: 0,6 - 0,75 cm. |
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) | ASR 565 x065 080701 Fibula af kobberlegering
Fragment af genstand af kobberlegering. Med cirkulær? del? På bagsiden ? spor efter nåleanordning? Kan det mon være et smykkefragment? fibel/brakteat? |
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) | ASR 565 x279 080701 Fibula af kobberlegering
Meget korroderet fragment af urnesfibel. Hviding/Vilslev type? Største mål: 4,1x2,7 cm. |
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) | ASR 579 x065 080701 Fibula af kobberlegering
Fragment af korsformet fibula. |
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) | ASR 579 x113 080701 Fibula af kobberlegering
Fragment af bøjlen fra fibel. |
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) | ASR 579 x117 080701 Fibula af kobberlegering
Støbt knop. Muligvis fra stor korsformet fibel? Eller anden funktion/alder? |
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) | ASR 579 x118 080701 Fibula af kobberlegering
Stort skålspænde, kantfragment. Formentlig fra én af endefladerne. Kan ikke umiddelbart typebestemmes, men kan udemærket tilhøre Berdalgruppen. |
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) | ASR 583 x0075 080701 Fibula af kobberlegering
Ligearmet fibel.
Komplet fibula, Delvist bevaret nålefæste og skede - antydning af jernnål. Virker noget brandskadet.
Rx 1
|
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) | ASR 5M73D D02592 080701 Fibula af kobberlegering
Oval skålfibel, Ørsnes type N.
Bronzespænde af oval skålfom, noget fragmenteret i den ene langsidekant. På bagsiden er nålen afbrudt , men nåleskeden bevaret. Spændets forside er stærkt forvitret, men spor af ornamentik kan anes. Længde : 5,8 cm. Bredde : 3 cm. Tykkelse af selve skål : 1,15 cm. |
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| ASR 5M74D D03423 080701 Fibula af kobberlegering
Fragment af skålspænde, Jan Petersen type 37, JP37
1 randfragment af større ovalt, bukkelformet bronzespænde med knopper og båndslyngsornamentik på oversiden. På undersiden ses to opadstående parallelt anbragte afrundede rygge, der har tjent som fæste for spændetornen. Sammen med bronzefragmentet fandtes en forrustet jernklump afsluttet med en sømlignende spids, totallængde ca. 2,7 cm, der muligvis udgør en del af spændetornen. Bronzefragmentets længde, ca. 7,7 cm. Br : 3,45 cm. |
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) | ASR 5M74D D05404 080701 Fibula af kobberlegering
Ornamenteret pladefibel. Bronze. |
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) | ASR 5M74D D06103 080701 Fibula af kobberlegering
pladefibel? Største længde: ca 5 cm. |
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) | ASR 661 x4 080701 Fibula af kobberlegering
Fragment af korsformet fibel af bronze. |
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) | ASR 708 x07 080701 Fibula af kobberlegering
Fragment af fibel med fliget fod og markant rygknap. Afbrudt i begge ender.
Særtype med femfliget fod. |
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) | ASR 708 x44 080701 Fibula af kobberlegering
1 fibel med faststøbt bøjle. |
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) | ASR 75/61 C0176 080701 Fibula af kobberlegering
Fibula, bronze, profileret bøjlefibula. På bøjlen punktrækker langs sider og rygmidte. På spiraldækket paralelle streger. Længde: 4,5 cm. Spirallængden: 4,5 cm. Største højde: 2,6 cm. Nåleholderens højde: 1,2 cm. |
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) | ASR 75/61 C0178 080701 Fibula af kobberlegering
Fragment af fibula, bronze med trompetformet hovede. Hovedet samt spiralen er bevaret. |
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Fragment af bronzefibel - antagelig foden og noget af bøjlen af en næbfibel. Længde: 3,8 cm |
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| ASR 872 x032 080701 Fibula af kobberlegering
Cirkulært smykke i Terslev-stil, med slynget flet-motiv på forsiden, forgyldt. På bagsiden rester af nålefæste og -skede, samt rester af øsken. Diameter: 2,6 cm. |
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) | ASR 872 x034 080701 Fibula af kobberlegering
Fragment af fire-armet (korsformet) smykke. Råhedefibel. Centralt lille cirkulær forhøjning omgivet af fire cirkulære gennembrydninger. Herfra udgår to bevarede flige med cirkelformede indstemplinger. Bagpå den ene flig er et fuldt bevaret nålefæste. Største bevarede mål ca: 25 x 23 mm.
Passer sammen med x090 |
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) | ASR 872 x046 080701 Fibula af kobberlegering
Fod og hovedparten af bøjlen fra næbfibula. Spor efter ornamentik på fladen, der desværre generelt er ret medtaget. På bagsiden rester af nåleskeden. Største mål: 3,7 x 2,5 cm. |
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) | ASR 872 x048 080701 Fibula af kobberlegering
Foden og mindre del af spinkel fibula - evt. med dyrehovedformet fod - dvs. spinkel korsformet fibula? På undersiden rester af nåleskede. Længde: 3,2 cm. |
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) | ASR 872 x052 080701 Fibula af kobberlegering
Fragment af Urnesfibel, ca. 2 x 2 cm. Hviding/Vilslev type? |
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) | ASR 872 x053 080701 Fibula af kobberlegering
Fragmenteret firearmet fibel (Råhedefibel). De to arme med nåleskede og -fæste er rimeligt bevaret, de to andre mangler næsten helt. I midten lille rund forhøjning, omgivet af fire cirkulære huller. Forsiden desuden ornamenteret med dobbelte parallelle streger i krydsmønster. Største bevarede mål: 3,5 x 2,1 cm. |
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) | ASR 872 x054 080701 Fibula af kobberlegering
Emaljefibula. Fragmenteret, men antagelig rosetformet med 6 flige. På bagsiden rester af nålefæste med lille rustplet fra jernnål. Største mål: 20 mm. |
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) | ASR 872 x056 080701 Fibula af kobberlegering
Fragment af næbfibula. På bagsiden rester af nålefæste og jernrust fra nålen. |
![](data:image/jpeg;base64,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) | ASR 872 x065 080701 Fibula af kobberlegering
Model til fuglefibula, ca. 4 x 2,7 cm. Tilsyneladende flad og uden spor efter ophæng på bagsiden. |
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| ASR 872 x068 080701 Fibula af kobberlegering
Møntfibula. Yderst ses op til to rækker af grove perleborter, dernæst en fin af slagsen. i det centrale ses en højrevendt buste med markeret hår, øje, evt. mund/næse, samt skulderparti med tøj. Bagsiden er udsmykket ligeledes med en grov perlebort, samt to krydsende kors, det ene dannet ef to parallelle tynde furer, det andet af en skråskraveret areal afgrænset af tynde furer. Del af nælefæste bevaret, mens nåleskeden tilsyneladende har været loddet på og nu mangler. Rundt på selve kanten ses rester af en nu næsten forsvundet grov perlebort. Største diameter: 26 mm. |
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) | ASR 872 x069 080701 Fibula af kobberlegering
Lille, komplet Urnesfibel, bestående af et ret simplet dyr i s-slyng. På bagsiden bevaret nålefæste og -skede. Ltørste mål: 22 x 15 mm. |
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jK5HPB6mtPXvD/g/R/C1taW+j3lvJLFvuJLi4XY5AJ2qI5GU5HRnK8DgHORysXi+wnit2ivIxqNu2VsY5HjiC4H7tpDgAnkYAGTxnvWMo04yShqupUeazb0NBfGOvwvJc+I7LS7nVLW4RiPsMS+YhB+RkC8546k9ARipbfx340s7gPfWiaYt2jMBblkhlG0fI8fQ8HhlwR9OKo+KfB8/hMWN5Df3WoLq227Ny8flbZs5Hljd8ydgTgk49eNTxpc642j+G76fV/7Ut7iB2kH2NoTbDKEfPubevzBTtVQMDg9t507c/u/jsRzP3bSPQP2d/jpf/DHxxp9zFCz2N1KI7m1jlZlVdvCANwON2PQntX6pafeQ6lZQXcEu+CeNZUbjlWAIPT0NfjT4CtpdZ8R2UOnmKS8vpViSD7zoVOSzEfdHT3xnHpX6/8AgO3+w+FdJtV8wrb2sUKlgckKiqM8+1a4ZSSd9jOtyt6bm+qj+9/L39qq7R/ayfN/yxPp/eX2q2pP+1+vvVXP/E0Thv8AUnsfVfeu3qc1tCyV/wBr+Xv7UbR/e/l7e1OZuv3vyPvSbuP4vyPtQFilbgf2lefN2Q9v9qrLKMfe/wDQfb2qvb/8hS7GGztj7H/bq0x+v5H2poTWgmBn738vf2oo3HP8X5H3oqQsYa4z26/+zfSnx48odPu/0HtUCL83Vuv94+v+9T4h+7H3un94/wB0e9baC1ILTB16/wCn+ph/9Ck9q0uNh6dP6D2rGsc/8JHqQ5/1UHc/3pP9qtYA7c/N09T6D3qNCnexOuN3br7ep9qpaXhhdcDInf8A9l9qtqvOPm6+p9T71R0cbvtn3v8Aj4cdT/s+9GlxO+hpjG4fd6+3v7VFd5FnMV2lvLOATgdB7UYIYfe6+p9/eo7r/j1mzuH7s9z6D3o0DXsGk4XT7XoP3a9fofarIxu/h6e3t7VT0tM2Nty33B3Pv71bVPmH3unqfb3paXDWxwvx28KweNPhV4n0adnSO6sZV3wuFdSAxBBxwQQK/MTxv+yb4i8L3l0mmCW6tiARJM4d34Gc8d89q/XDUNPj1Czmt5d/lyqUbazA4Oc85rmb74a6dqEe2WW8Yf8AXw2e3vU+59pXH76Xuux+RNv8C/Fes3Fvp5NzCS5DKwYKoJOccex716hrH7G98tsbu2hjiEiKHjVQA2NvJGMHqa/Q6P4KaPHdeYs2oK3fFy/q3vW83w/tmtRC1zeNGAAAZjx933qo+yjeMY6MTdVq7lqj8iPFvwX8V6M32WMyS2idIWMoAPOMAluRj1xUPhz4W+MtctP7L+zXklnIwJt97KgbGAeg7N06dTiv1ivvgppF9IC09+pBzxOf9r3qXTfg9ptjIpjnvV2n/np1+7SVPD7uP4lupXtufKn7Nv7Lb+F/EGjapqkam83yOwYhtv7tx3HXkV91adbrbwJGoUKoAAGPb2rMsfC0VjcQy+fPJ5ZIVWIwMgjPFbSx7f735n296ba6aIhKXUeuPb9Pf2qnuH9sKPl/1BPb+8vtVtV/3uvqff3rP2j+31+9n7Me5/vL70h2djROP9n9Pf2pOPb9Pb2pGj/3vzPv70bPdvzPt70x2ZTtyv8Aat2OPuRnt6v7VabHqv5j29qpQr/xOLvlv9VF3b1l96tMvu35n296SsKSdiQ4z2/T39qKZ5ZJ6t+be/vRRoK0jn1Z8kEd/wD2b/dp0bN5Y+X+H/2Uf7NRLKv95evr/tfWnJIvlD5gfl/vf7I966LEX8ylYyN/wlGprt4EFufb783+zWwN204A6f0HtWJYsP8AhKtUO4c29v8Axf7c3vWv5mE4bt6+w96zRT2LS53fdHX+p/2aztFY4veB/wAfL9v932q6snzHB7+vufeszQW/4/8An/l6fv7L70A+hsbSXHTr/j7VFeZFjOcAny2/kPapN3zDnv6/73vUN8f+Jfc8/wDLJu/+yPekNDtMB+w22AANg7/X2qxtPTIBx/h7VX09ttpAP9kd/r71ZVsMMnt6/T3qeodB3zLngH8fr7U5QcDhfz+ntTWbrz69/r70qv8AKOe3+HvUjsx6/fPT/Ofalb7vAXt3+ntUayfvCM/r7t70b+2fTv8AT3ovqFnyk4+90X8x7+1KvU8L+Y9vambsHv8Ar7+9LE4OcEnn39vegdmP53L93r6j39qcP+A/mPb2ppPzL9ff/a96cM+/6+3vTCzBT/u9fUe/tVDn+3hwuBbeo/vD29qvrnPfr7+/vWd5w/4SIRZO77Lu79Nw96OorOxot3+7+Y9/am/98/mPb2p5z7/r7+9N59/19vemOzKMLA61djC58mLuP70vtVv/AL5/Me3tVOEt/bV3z/yxi9f70vvV1ifU9vX296SCS0DPX7v5j39qKQ53Hk/r7+9FGhNmc4mc8A9fQ/3vpUkefJHH8Pp/sj2qBGweq9fQf3vrT4W/dD7v3fQf3R710ENsp2Sn/hKtT+Xj7NbDP/A5vatfnb07ensPasOxJ/4SzVOVx9mtvT+/N71shjsPK9Pb0H+1UIqT0LKr83Tv6e59qoaKq4vTt5Nw/b/d9quKTu6r1/qfeqWhqV+2/dANy5/RfekLojU2AsOO/p9fal8lXUqyqQRggjrwPakGdw5HX/H3p6g+o/zj3oH02M9PDunbt32SPOSc4Pv7U7/hHtP3Am0jP4fT2q+mfXuf6+9O2ncOe3+HvUu1xq9kUW0HTznNnEcZxlfr7U1fD+nf8+cP/fP09q0WVtp9ef6+9OVWOP8APp71IzM/4RvTDID9ih4/2R/te1KfD+mnn7FBnj+Ae3tWn5bbj/n+970NG/6j+nvS6hry7FIeH9OPWytz9Y19/ahPDumBmP2K3ySP4B7e1aAD7v8A9fv70ANu/H39venoOz7FH+wNPDg/Y7fr/dH+17VMuj2C8C0t/wDvhfb2qy27cvPf3/2venANu6/z9vemK3kVI9HsF5FnbD/tmvv7U6KwtbebfFbwxsVwWRFBx8vHSrKhv19/f3pu1vMX6e/+z70dRNabCMq88L+nv7UeWnov6e3tTmVuf/r+/vSbX45/n7e9O4+XyM+FF/t28GFI+zwnoP703tVxlX0Xt6e3tVKHf/b15z/y7w9j/em96usG9e/v/s+9JPUco6bAY1PZfyHv7UUjB/X+fv70UEW8igvh/Uu9v3/56j1zTo/D+oqgHkY4/wCeg9AK7KinzM39mjgLPwvqsPiLUbprbEM0MCI/mryVaUkY9gw/OtP+w7/bjyu3/PRfQV1lFTcORPqcwmjXqt/qu/8AfHqap6ZomqwyXQltVSNpmZD5yklcLzjHHINdnRRcORHODS73cP3Q6/3196cul3g/5ZD/AL7HtXQ0UXHyHPLpd4v/ACyHX++Pf/Gnf2bd7v8AVD/vtfat+ii4uRWsYLabdnP7r/x5felXTbkdYh/30Pat2ikPkRi/2fc7v9WP++h70Np9yf8AlkO38Q9vatqigORWsY39n3H/ADzH/fQ96T+zrnP+rXr/AHh7e1bVFAciMU6fcbh+6BGf7w9/aniwn/55j8x7e1a9FAciMdbCf/nmP++h7+1J9guNwPlDGP7w9vb2rZophyLYxjp9xz+6H/fQ9/ag6fcdol/76Ht7Vs0Ug5Ecna6LqC6/f3MkIWCSCGOM+YpBKtMW4xkffX/Oa0W024b/AJZjr6r7f4Vt0UA4pmG2l3HP7sf99D39veityimL2aCiiikaBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//2Q==) | ASR 872 x070 080701 Fibula af kobberlegering
Fibula i Urnesstil. På bagsiden bevaret nålefæste og -skede. Største mål: 28x18 mm. |
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) | ASR 872 x072 080701 Fibula af kobberlegering
Del af næsten smeltet Urnes ?? Største mål: ca 1,7 cm. |
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| ASR 872 x076 080701 Fibula af kobberlegering
Fragment (?) af Urnesfibel. På bagsiden rester af nåle(-fæste?). Største mål: ca. 22 x 16 mm. Type m. tværstreger før tre små kløer |
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) | ASR 872 x077 080701 Fibula af kobberlegering
Møntfibula, noget bøjet og lettere fragmenteret. To rækker grov perlebort, dele af tydelig buste. På den glatte bagside dele af nålefæste og -skede. Største bevarede diameter: 24 mm. |
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) | ASR 872 x087 080701 Fibula af kobberlegering
Fragment af lille, spinkel fibel med dele af hovedpladen og bøjlen bevaret. På bagsiden af hovedpladen rester af enkelt nålefæste samt lidt rust fra jernnål. |
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u/X1pcjk549KX3/AJU3jdn8qPQQh+mfpRQc89qKWoit7Uv3uaTac4PSnL29axXoWJ2yKbj160/jj61xfxA8Z3Hh9rezskX7RODunfpGO2B3NDlZXYb6Eni7xh9hkOm2MgW9ZfnnP3YR6+5x0FeJ6v4WEWq3BuLl0vo59shaMszHPJ+Y8EVqXGl3Vx59y9zNdSb2eZSQhBx9cnBP6Vq+H/Dur+JmmwkIAB3z3pyDtA655z7+/NcEpPmvfQ3VoozF8MvDYRFZReRcl2CvtUHHXcoweD0yOODUttp/9mh5BMyKNu1lcFWU9vf8OlejSfAfxnpeix654b1DSdchWIiW20+ULcAkfPG6sAXG0noWBHHYgeb2PiJNQ1iW21LSY7CdFaOXahjCsM4ZkXAB6A4H4VajoZJt3sdtZ+Ote0bTWtbPU5rqwjjyttcXDNGOpICbsdzxjkMfWsm41weIpltzaFZ4xvU28bEhMAlQevy4br68mqklxFZ7pBEkUpOVmMWM4zzj8Ow7VJNrFx4m0+0txcxpJbyBF27Yo+M5+YD3BPrmst2mR8O5tX2lR6X4fTW7a5hVJnEMmnbVE6sy8EnnqCCBgkjPINcj9oGq3QS4DfZndVld5Srq/Xcx5xjp0xVyViIXUS20cxGSFmLHgEZGeOeffp0qTwrYrFHqMV0lqyyDESzMGIwy+2eATkjnhsciuiEHFGLavdjNf09dFQLYzo9nPuEm1klUyoeUVh1XoQenPfrW9qmlS+JLeylhBjmaFWhgkwWbGMYx25P5e9Zmp6DfXqvbWdoo+ys00pZ9mzHozNyOnv0x70NKnubZdQhWdZHtR9oVVzhuxXjno5z/ALtYyjp7p1U2pI6G3+H8yvJD4gmGhyR9IprZ/Nc5Hy7QMjKk4Z9q/IRuzU+nR2uhw3K289zb5V1+zyEKuAOrA5OcgYHY4OeKni+IF2+sCWz0+4ewe3JCXk/2xlkZSNymUFODhsYGMkAgnNc7qVxea0ss2dtxM+x92FB/iLnA6/jmolFO1nsGrbuM1XVJLqJxZLJGinc4mdi3P8XJPXGPwFWtHt3kjLuPN2YLepHHAx1I/wA96TQ2Md1J5sSs6oeozGwzzn1HWtDQrm1s5L23/cCWRfMBkiDYUZJ2kMu1trN1BBxjrjE+0XzIcWtjRs/sOnn7ZrNrdwBt/k3RhVI3PQAFiobkgNgng9DT2v7KG9j1Hw/cpLeQujxSxjYLfagcsVdWMmBlflG3I9MZoLeWGpvFa2+naxfavdJJDbr9oEKxMcrsBC4dWUrncB1xjHNUpfhmtzA8V74ttvCaK43WN0rzPAx+6u5V3Dv820LxgtxWnKmkluEdWrnqkHjay8T+Go7W61lm8S6VsEEUgXN3E2RtBVMAKCp+YrgLt78WbOdrm3DlWR+PvYzyAQeCRyCDwT1r55v/AAHq/g3XDcvcW/iS1VfMuLnSrgXKGMjJJZT9Qfoa9v8ABWi3Wn6Fb3cckk2i3ShrXzWy6tgbs44UYxgegPXBropycZqLehrNK10b2OPxpPp+NO/Sk4//AF139Dm6jf5UUen8qKpJjK/pg0enH60H6Uctxj8aw2KM7xDqy6Dol7qLpvFvGXKr1/8A1V44vjwXWl3Ed6Yp7zzfMDxzY37gMFvYDAAUjGK9N+JyPJ4B1wISH+zMcj8M/pXzFZXvmSJMwwY0CHavt1rGonujaK0uei6hrNvNpNpOWikkEr+Z5YKgttHGM8njOfrXOeJPGk1npdra20LW8uQ/mxueMZ/X/wCJFWrjS5b3wO+o29vNMtrc/vioJWPcBhvoSMZrf+HvgrSPiJps2k69q9r4abyzdWWoahIkUUmHCsAzEZ+8eBn7p9DXPGLcr7+Q3yxOK8OfEzV9J1KC7hmT7SkiurSorruHqCMH8RXf/EiOLxdax+IbO2u01oKr3cLS745I9p5Rdu4bSrA5PAx9ar+JvgXpfga3tp28SWeuSXcfmwLaMvlouGyztu7Y6D9alspI9YhYWl6xls/3K3MLlRN8xBIbAO3Dfz6Zq5S10RnKS5k0UtNhjuGglFpcW1lNGHiNxKZimOGyQozznjAr0210fw/b6TY3lm1vqNoeZ4ZIGILA8HgKwA3EE78cfdxgHjNDs441lilFne26hiY7yRxsx1xtIZXBHGRg45B6V066lZaS0jx2EhSd0WFcLKgyTlsqcOw6DpjkHNck5ORPNysqap4d0rVrgSaRpgtLt5N8qwEShVyQCVUYUDbyNg6g9xTtL8XWkGmyaZrTWl59nn3/AGdhGn7rsFZAGYgnhWJ24A4FW7XxNZaA0NqFNwZdgmDAxDG7AXaUBB+7xkjvznjUu/CNrqTahqNnbSXtha4NzHcQpGbbf9x8LwDwTtGQNvU5qoNq6exnKUWtTE1hYtak09LYXRhT7j3loImCnACuVJ3YOen5da5fQ9NvIdSvo5oAzrFJFvONyZ4yo6Hr79eK0dP1CHTL0x6lcXKJONkgmLuVxk5XkYye4/8ArVo2WvnULaWMJHLbIGiE8pLySKR8q59iQOecEjOBik72ZvTUYKyK2nww6ZM9rZ200UjxlG/fbzJIoBBBAAAPsPxqtHp+pW8TRXVkzK74jbepZGwOp69O2asWesQanIt1e3OyRtpdlQr/AMB3f4kDj8autHBM0rpuOGZ94YGNck8HqScjqW796h3sTfXUwNFkit7y5ivLyS23qcbShA9c7iPTp1JA4qzqF19jSzFrc29yXY/u1YsGBwCoVl4bB65561S1SCSO5aO9tjIJCOFzHtJGQCfoc8eoqiLFF1GKaG0cSxyhokQ9MEAZyPX1601qtd0a6aNnW+F9cW1mkn1BY1eW4KSbIUVgijgKu9flOTle2AcHgV5F8SPHUms+JZZYLNrC3jyscTEFucZOcdM5IHOM4r0Lx5dR+BfFSwXks7CZVleGym/dSRuCc+YP4gDjocg+h59C0/4E6H+0PpGk3Oj6utprccb239nxxqXwpeTeT8ocbSMkHKlemGGOiMvZvbczjZPmPEvhx4z1O4vls43ZoQpaZSoPycAk8dMH8fxr2Xwn4i8ua20O3gtbtFd2F9GmZNgAJXPBRASPlPdjjg8eb6x4Zt/grrE7pHO9zbgwM0rZLsezqpG0HOQM5yO9X/gn4gbVvGV+0kQjeW1LKfUBxx09KuMffTtbU0lqrrY9v6N7dKRv5073pvHSvStocwxu/bn0opGy2aKViSLkAccULnn1pvXvijr9PSpLGXdrHfWk1vKN0cyNGy46gjBr5L8QeHbnwXrtxY3qMEVyqt0Dp2YfhX1x0HNcz4+8FW3jfQ3tX2pdp80ExH3W9D7GplF2ujSMuVngfhnVHheSzN5Imm3CeVPtbhVOPmKnrhgDj2/GtT/hVPiz7HFfaJaLr+nu4Ed1ZASKrEkAOD9w8HrWP4k8C3fhtvLdZ1YffVxgN7qe4rN0nWNQ8O3AuLK+urGTriJ2Qnr1x161yyWhq9djq9G+D/jHWJdt7ato1op+ee9bywM8YA68k49Oa3vFOtQeH9Lt9M023Jt0tow11AQgkKggl1xy3Tnjv1rnbnxlf+JIBDd6rdNGRiVc7Qckck55HA6+lRapqVm+ixW0S+XJDlDCCS0nXLkn37Vlq9yHruXbOC/8RaojSXrw+dlknvHA3ErnbktznoP8itHwv4nuvD11dFA32NoDG+xcxuCcbmBHzAH261yNuzx6ZBFLLMbdpQzJJHlFHHQ5/oOlaMc6eGb5WaGK5RZFZbk/OqoR93GcEY/EEUuV20FZbHqza1prWcBluYQlypAinyDCM4+U7SSvPTGQOnSufUWyyXFl9vgDQx+aLyHzFj3dcLuw56gdO+enNZ1v4mTUFmtrGztblGH7z5i7HkEbSw46Hgev0qGW+hkkzCktnvfckMbqMDGCcgAHjjoKhJRfmYWszUm0G91SOK9vbxTFu2JE0gV3/wBrGMrng8gA1rwj7L5JsJTabmw0Zx5ZGOSCW65x2rIs9SFvCXYu0qqArSHlFGeADkDPr6VDfX1rfq1692tvcMfmtyhCvgdiOucHPuffNEYuTSe5DvJ2exrR6tJYO886RKyzMzjG2QnrnH3SpPp6dKa3ia9hxAblQ4g2eXEMKAAoJJ4LdAeDn69K5m31OG8vWNz51xFt5jXOCBx744784rEutQWxvrtVleWENtTzeWHQgfp/9atHT5nctRe56ROV+yWzRrGLiOIvtVWUyNnaVYDjj5jk8gEjPPOfDca2slvNalZXCn92BzgnA4xh8gckbs5561zGla9qMyo0qGNdpjZuA79fvMACQR65NaNpqCrdOzwq6lWCtM2Y1JGDgcZOSDn2rPlcdOoWaZ1kGjaH8SdPu9G8QX8OgX9u7HTZgFWNX2ksrtn/AFZYDnPyluABkVzXiD9nz4k+E/LW1+xapaPG0i3OialFMrbVyVIVs5w3AxznjNNuprW4tzczyWT4RoxBaBkBIPD8KAQcnjrjrVvQvG2seB4pF0/UHtftA+c28rBJUwQVkCt39Cc1vD3SlKSWhW0j9m/xdJeGDxLHNplyHAXTJQWuZT1+4OQMfxYIrqrfw9pPw98WWmmW6JFqn2lbaSBJFb5QMM+4sTknHAGD82D0rm5vHF7fedcS3aRybNinzHJAH8CjJ4OehGOTTfhTqh8YeMlubu2E8tjC266A5LE/KX9wMgY9BSklJvm1ZrdtHubHAz0phz9aM+vNIx45r0vNGIxjxRRITtz3op3YtSL6fypxGDxkUvQ+/ag579O9Z3KG4K8dOPWjrjmlwOO/0qPaI14GPSnra7EQ31jbalbvBdwpcQsMFXUEf/Wrxv4leBI/DOmzalExvLLzArRScNCDxkHv6fiK9rOWxXMfEjTTrHgnV7dCC/kmRQR1K4b+lTKKWpcZNM+cLPw/e3gS4t7ee6s2XJkjiYqMfwk47VorptjYrDOjzS7jgoTsMbZ5XJH61heH5L22lS4tr6aymQ/u3hlZGU+xFdVJ4mvtUURatNDqgyojnlhXz93vJjcRz3JrllfmOmVraGjA194pvk0uGNLeNiMrEd0SgfxAsffp6mtbWLP4d+FillfNquvyAjEkNwsKYyCRswccbh6ggHkGuf1y5hXzrdIiioPLVydrHjglcng5HPNeea3a3VnfyRXJZmXozZOffNKKU3qzGMbu57HeeCdCvtPfUvB+rXCyJg/2fdt8xyOVDA89frXGabNBczLulaKRQUeIqS24DjjuM9ayfA+vXWl6gcT+XAVw7NyB/wDXrU1ERHxGbu3TEdwokwpJBLLzjjjnPFOUVHVsVmnY0Pst1azBhL+7LYdixX+Z4FaFrdbYxFcXCzWjOJGy4KgjjH+yelZ/mJdQhLjHygvHt7EHoSex5pfMs0nACOpwGVvLDDcOvQ1mtUL1Oi1If6HbSwyW80ryusdvC29hgZ28djkYPQkH0rmLfTDdXk0l6ksUchIEbgqd3GAcDvV7SYoJLh5hNs2Lj51K5x6f/Wre1DTRdWglgWaBtoVIriTPmEFuUdQQRgqMHnmjmv7qJ1iYVzdS28caFmiijb5dp+Xp/wDWpojjuNsQjaPKny2UllI9cHJ5x1rH1i4kS4eGYLuHBRRwpHUc1PbTxQoimTcvCtjjHOfr3NL4tirPc6OxtJr+3htYUlZLZGO2IM67s+wOCx4zj0q2tvbTW6xS2lwmoMx8x0ztb/Zx0H/1qwmkljV3j7DLhW564xjPX3qS31SSzkWQK7wZzI0pYg89D6cZqOXfUm3UztYkuL7xBDoNrwbiURcjkZwM47H/AAr6G8IeDdN8F6aLXT4sFhmSZhl5D7n+leKeF4v+Lw2Nzc262kUzu8MYO5Vyp2gHJzz619Dbjjpiu2nFPVFS0SSHcU1uPYUh+ueaTn+vNdPyMhD8re/WikY8ZHSih36MA3HoRSbiuMnFN9zSMwGKleYx+4E+gqP2zzQ3X05oGF5OaQC84pkkayIUdA6sCGHsakUYanKvFXa4jwjxd8N5vB8kt7aR/a9KeQs6k8w5PHHp71xsysbx5IEWRVKyBscqeo+pr6nmtkuoXimQPE6lWVhkEHgivJ/FXwzk0mSa50u3NxYyAs0CnLpjsB3HWuKVNx1ibxl3OJ+I+jyRW+neI45vtUEqqk6pysLjkA46fTA7etd94R8bfCzxJ4Zj07xrYXaX8ESw294sYZR82SSyMG6cYKnr1rzey1zyZJtM1ASJp82VkglXpxwcHocjrUsvwr024xc6f4hhntmjMq26EGcH+6VyMHqffHrxUx5XpJXG0rWZN401bQLHxCbHwhpi/ZlHlo0hEnnsR9/Hb1APTPNRX3hqfwytjFeXMc4njDBI5tpiHo+fu4JI5re8F+EdC0NU1jUJJryMcqzMqbSSQG2k88qemelVfHFwbjVJ2aSIQ2u5LZHYAN8x/hX1Izjt+NZN3dkrISteyKlxHazNBJbsywbOV6ELjn5ueg9qy9avLGO3WysIHnu2P+uUkn8FxnNNutS13V44bC3uLif7Qdv2NBiM9gcA4JHqemK9n+HPwttfCcCXl4i3OrMMl25EWey+/vWkYX0WrFa2rPHGN/bWccU888F1kyhZIArDIA+9jOPbOPapFurnVma2v7lisDF0YLgckZyQM4r6L1zw3YeIYPKvIQxHCyDh1+hryTxV8N9T8N3P27TJWmtk5DYy6ezDoRVyjy6rcLpnKahpYtmciSF1LYV1YE56njPT3NUDDGkgRysLE4JJJB9/arGoah9qjMIjSOSRyz7LdYwrenHUdOgAqrdaewV7Uy+fcqR3zgYJxj1/lXPvLVmnSxu6focV5bQSW6iV0O59hCn3JHXA/rXVW/hWFrEyTFp3dBse3jUqmT/H3x/jXG6bFdabfW2/PmnB2uMDOP5cc1pw39zcLJDbXAlDIzyLK5VQFznknpx2qXFfZM+bsbuoeHhpsmkz6fd219qNoEmKwtIdo3ZAIdQRgcEfWvWNL1CLVLOO4iPDcEHqp7g15h4J1aD7B5Vxfwq8kmwLsBZuSQA2MgDvz3r2DRfCcui6eUNoLtZljnkmtzmRHYHhfm2uMbeBzz7GnSlKlO0tmEleNyEc9B+FIccCo47hJ13RNuXJ5xinnpzXq+aMgbPc0UzjntzRVK7JBvvEKTim8+mKX/PFA+hHapGHXGRmlH55oRTtx+tSbf8A9dF9AGqp65NPA96Vl/zinbe1G7AYV6U7HPDfWl2nj3p23tnjpStYDmvFHgXTfF1qy3Eax3GPluVX519vcVwl18B5o5Fax1fYMbfmUpn24r2FQB05FC5wM8Cs3TW5Sk0rHidz8Ary63ySarHuPO1Q3Jx61zL/AAR8TDUktQiyW3H78yDYo9etfSP45pPxo9lbZjVRnOeDPA1h4O0+OKEedc7QHuWHzN7ewroh154FO/Cm9OhzWkYKOiJvcOfpTTwOx4pemfWkb3//AFUbBfseSfFf4d+dG2r6VbMzj/XQw8ED+8vr9K8ms7h45Nt1+7mDFkaTIyw6Enrn+uK+sTz1FeZfEj4Zw6sj6jpyeXcqd8sKDh/cD1/nWFSnfVGkJdGeWhJLi480373UYXexOc5/2v1/Otc+H51xfKFuVmXcqQusgC8gltp4+jc1zFxLPpKyRliTM+WOOqj3/p7Ct3R7OTyftVpmWyUgTFjjgjsPX/GuKTad5GmyNL7PZ2YjPno9rK211TPmIcdSMe/0rt9B+KEngFn0yK/+12ksWz7QxEkcchXAZSD1UNkHGQc8ZrhNbgh+zpLDdLMN5WNRkNjjlvTvWdeQrl55SodQkifOuCpPUDrkcce/NJXT0GtUfR3260uNUuYbIb4o1Vnk5GWwBlh2Lfex23Adal3DJH51U8KfFLTPFGhvaLounw6nJAsUk8g2lChDF4sLjLbW68jOBkVabsf8muvDaQt2OaW4etFLgAetFdj16iBV9qcoI465p23B/nzS4/8A1UtgE+n407bhv6mjB6HrmnY5/DvQt7sBM4xTgp/DFAX/ADmnL0zjmn1AAvFG33xS7h7UvvRa4CY44z+tJ06E5+tBzTTjgdPrRsAfjmk5yehpCfr60jdKnpYVx2eo/Gmse54pCcN05FB+9V+QwLbR1IHem/Wlxz601l/P0oD0G57nNJ+Hanf1pDjJ4qd1cDxb4mfCu7k1SXU9JRpbec75bVOqMByQPQ1w013PYhLaa3KqxBC8BSQep4+tfULKARkcdq8w8ffD26uL59QsT51qW8yayAGc45K/zx9a5qlPTmNoy6M4iwjsreISlJmnwQI5IyVAPcZ9O2DVO40xY2M6kbS37zbz17Ypmn30i6gsDyMYociNZxggZ6DqCBWzq9np8KpIt+0EbHDbsHaw/pXG4u9i9tTX8A6zZWbPpkcBS6vJFiikJO/k4AAGQRznt0PNeyqjR4XsOlfP/wAJ9Nk1HxxJPbN51rAPMebG05zxx25z+FfQJPv+ldlGKi5W/r+tDGdri89aKVeRnpRXYloQSHpS5pre1OC1LAcvWj60mOe2adu9abEOHzDHFIT7/Wk7HHSg/T60vMYvVvek3DdijJ4o469fXFHkIX8aafTNHfpSbsn3p6MQjN1HFNbjI9qAxwAeB9KOvtzQMbzjn160p698Ue1GD/XFT1uAnTOB+dIR+VLgg8dM9aOvsKPQBv3frR+PNLyMk9qbjsOTT6jAjpTadx17Uh9cGi3YRxeu/DOy1SS5e2cWhnO6RfLDDPqPSubn+B7X8w+1auzRA5ASLn+der8D3xS+nasXSTepakzm/A/gm08Eae8Fu3nTSNmScjBb049BXS/40gp3RvUVpGKirIlu+rHfTrRQFPBz9aK1Qj29f2L/AIx558Hf+VSy/wDj1OH7GHxj/wChO4/7Cln/APHqKKw5mdnsoiD9jD4yf9CeP/BnZ/8Ax6l/4Yx+Mf8A0J3/AJVLP/49RRRzsXsYh/wxj8Y+f+KO/wDKnZf/AB6j/hjH4yf9Cfjn/oJ2f/x6iijmY/ZRF/4Yx+MnJHg//wAqln/8epP+GMPjJ/0J/wD5U7P/AOPUUUc7D2MQP7GPxk7eD/r/AMTOz/8Aj1H/AAxh8ZN3Hg//AMqll/8AHqKKOdi9jEZ/wxd8ZO/g7/yp2f8A8eo/4Yv+Mn/Qm/8AlTsv/j1FFHM73D2MQ/4Yt+Mi4/4o7P8A3E7P/wCPUD9i/wCMnX/hDv8AyqWX/wAeooo5mHsYif8ADFvxk6f8Id/5VLP/AOPUv/DF3xk/6E7P/cUsv/j1FFHMw9jEZ/wxb8Zd2f8AhDuP+wpZf/HqP+GLfjN/0J34/wBqWX/x6iipuw9jET/hiv4zdf8AhDuf+wpZf/HqQ/sV/Gbt4N6/9RSy/wDj1FFVzNB7GIv/AAxZ8Zv+hO/8qll/8eoH7FXxl/6E8f8Agzsv/j1FFHMw9jEX/hiv4y8H/hD/APyqWf8A8epw/Yt+Mn/Qnflqdn/8eoopcwexiH/DFvxk/wChO/LVLP8A+PUUUU+Zj9jE/9k=) | ASR 872 x090 080701 Fibula af kobberlegering
Lille fragment fra firearmet (korsformet) fibel (Råhedefibel). Største mål: 20 mm.
Passer sammen med x034. |
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) | ASR 872 x097 080701 Fibula af kobberlegering
Stjerneformet emaljespænde med 8 takker - meget afgnavede. Central indfatning evt. med rester af emalje. På bagsiden spor efter nåleanordning, incl rustpletter fra nålen. Størst bevarede diameter 17 mm. |
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) | ASR 872 x118 080701 Fibula af kobberlegering
Fragment af fibula eller beslag af forgyldt bronze. Oprindeligt cirkulært i gennembrudt arbejde. Nu noget fragmenteret og bukket. Motivet, der ikke umiddelbart kan tolkes, er forgyldt og ud over gennembrydningerne ses en del tynde turer. Centralt på bagsiden ses massiv, let fladhamret nitte eller tap. Bevaret diameter: 26 mm. |
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) | ASR 872 x124 080701 Fibula af kobberlegering
Cirkulær, skiveformet smykke med rester af slynget ornamentik. Bagsiden nærmest flad, evt. små-rester fra pålodning af nåleanordning? Diameter: 27mm. Dårligt bevaret, delvist brækket. Afventer kons. |
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) | ASR 872 x126 080701 Fibula af kobberlegering
Komplet næbfibula, rigt ornamenteret med indpunslede prikker, samt liste langs ryggen og kanter. På bagsiden rester af enkelt nålefæste (jernspor efter nål) og nåleskede. Længde: 5,1 cm. |
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) | ASR 872 x127 080701 Fibula af kobberlegering
Trefliget spænde. Bevaret er den ene arm og midterpartiet. Største mål: 3,5 cm. |
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) | ASR 872 x128 080701 Fibula af kobberlegering
Fod fra korsformet fibula med plastisk dyrehovede. På undersiden rester af nåleskede. Længde: 3,2 cm. Brækket lige i overgangen til bøjlen. |
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) | ASR 872 x135 080701 Fibula af kobberlegering
Bøjle fra fibel. Tagrygformet, hul underside. Længde: 2,3 cm. |
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) | ASR 872 x138 080701 Fibula af kobberlegering
Fragment af korsformet fibula. Store dele af hovedpladen og bøjlen er bevaret. På undersiden ses enkelt nålefæste og en del rester af jernnålen. Længde: 3,9 cm. |
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) | ASR 872 x140 080701 Fibula af kobberlegering
Fugle-fibula. Venstre vendt fugl med fureornamenteret krop, vinge og hale. På bagsiden ses rester efter nålefæste og -skede. Største mål: 27 mm. |
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) | ASR 872 x144 080701 Fibula af kobberlegering
Cirkulær emaljefibel med fem ophøjede kvadrater, alle med rester af hvidlig/lys emalje. Diameter: 26 mm. På bagsiden rester af nåleanordning, samt filespor. |
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ihUOu4HMjNyzHPqR26AV1HhTxJZ3fi3UdMvNQjtLySTfb+Z/wAtR/dXnkgg/mKZ4s1U3+uC3ugkFxDHsZ3Ugbs/IoI4z3yfUV9bRfLT5UfEYqUvrPK+hzsqR2qw3Fw5jEp3Kozg89ag03NteR3E2ZAshdNwOG5+vTpVq+it7OEJqUfl3CgAyOw2KM5xxnJx1J6ZFKs0NuEu7aJCLdNw/eiSJ1PBwOvp69aVtGVzHTfGvRbvVvh7HcaZ5VmzxeSuwDZGzH73Hbg1yXhXTbrR/DNtpx3ym1jKecEBzgfMvHUZJPuDXpc0g1b4e3Ts6xx+R9pCZOFbG4cdxXm2jQtDAu1wobEcr87UBy3y/Tr+YNenkUIx9o+uh+dcXTnejH7Ov36f5lq2kEbRWZEEcMjBhN8wWNgOPbPb6GrF9p72MF1IC2xNwZVJZjhcnC9+cdD1we9RSbY4P37q0bHcvlyEDJPB59uR6jIpPF1xLqHh29gTc8ptpRhihUrtIGWznjPbt7ivp9tT4KC5nY8O+LXiR9H03TJJ/wB3FLMY5biCHEedpcDI42kuD7FiKo/CHx5ps/xB0bRDaTKs0+3DJhTIqZTB5DfN79DXnnx6/wCEs8MtPqUEbXOh3aj7TE2SEIYplh2zg+2QccYrzfTL/wASaWNI8c29raLZ2N1HeRqrBpW2MMgkDocEYPrXzOKw7m582l9j9oyjFQWFpxpa8u/5s+5vjJfaxEoFtFDc27gFWkXam8MCA2c46dSD0H0rC8JxPrEbajewSWF9bSENbqAqCQDG4YzlcHpnHp2r0ey8R6F8RtAtNV094b2yu7dJ5bdmVjGXQMVPbgnn3/GsL+z49DtXijjW3icsAsfyjbjj8cj261+exqNw9jJWkj9PildVIvRor2WqB4UkLMZ7YFfLGM455z1wQf1rF/4TXV9O8aaZqMc4BiuFieDd8hUnawPXOVJHQ1pSSwrptxcqwJ2NiTbnB9/TpiuO8Kx2GveOLSS+u1sLGHEhVkk5IIO0bVPzE5PPp1r1qMIRpylJbHn15Sk1FdT3Xxhpw03xBPHCh8+1YlZDDiNUbaMOQffqe21iTivPfGGuTr4nNi7uDPFG0QLYADkjLA8qSFCt7kYA6j0TUPEn9uX15MzwRTQyKyKImEm1ELEnd1OG/iH3XYAFhXlHj5oI9cikvF8tPs+1nKmQoxj2/Pjkk7iD3ZcMcAV9ZlUpTp05T3cT8QzrkhiKsKeiUmeeePNQGg6ppU9z/olhLK5t2uFCMyvuJU46kMuCM4znrmvW/il4m/0K0v8ASTI2mSWkKwseGG0KH2sehyJOByeg614R+0Zo9zrHhGCK1JaTTrjzltghB2IoUucjBYdD0HClc5JqS48TeJvFnhPTTqjsunWNr9ns4dLO1YzuBLOCxK8E+vJ6Y6c+aUVKtCb2/wCAfXcLYhvCzprdfqeqeAVstd8O3Eb3AmRpid8ZO9MFjyGHC49q9E8P6dZbC6qI3liyflYYbhckEcfpmvkO7+OUOi2NlDp8N6PFcLmMeXCjJdqR1cDA5+9wDzg49MSHx58Sb5mMuoTeFre6YLIseWMjHOSnB2E9yCPUdK8GeAnWbcXbXqfffXYUUlJXfkfYelyLNHrUHlsVvoMtNEWLJJG2DwPug8HA9azfDPik6t4v1C1sy0g02BYJAJFTbIpPUMMFstkHkZXGCTivI/gLrV34L1jUbZLm5uYp4bqO4aWVpXJ2sPMOc9Aud3tXofwP0cQ6bf65d3z6lfXZiU7YSxaN3yyBiM7lIyDzgnjrWcacaWPjd6fq9EeTmUqlfKqvJp39FZs9Z0eSHTo7pVMht2cs/wDo+QpCEgjHIHBIX7zAkHAGKKzVsVhUSxwxlJUPH2d4iyuchxzjJx36P1znFFfUuMuh+RqUUtT6G+2KijvXK+MdQK2khDYGD0qe5vtseScCvKfir4+ttF0uYtL82OgNfCUlz1Ej9/lNQVz5y+Nl7c29419p1w9vqNu7SQSxHDKwHXP516T8L/El34y+HOl6t4pu/wDThFxJ5YHnpjgk9M180eOvEOo+PPEi6JpJJu7n/XSKeIY+/wCOM19HeHfBul6Dp9hDc5mEMQia3aT5E2j72cAN+Gcc19ha1NabnxdWsq9aWvwm9/a1hqi7Fure5+QxvHcZClSOgbHBGByeuK2/CkPhfyXtbvWYbJVDARx4JIzyOSOeBg9/TpWJDqtjZuVgvR5Z5WOC3DAY4xVy9ksrqEB2gmBVWLywbGX8fWsY+67WB6rQt6fqjWcGs2doPtNlNAyrFIuRgMNrHHQ4zVfTpwqFFlKkEjy45MfdXjr3Hr6+uam0u4bTg1tLZJDHdMsb3RIYFW6fN1AwBVS4s5NNvrqwuVKtEcsJCCWBOARnqMc/Q+1erlMlGtUj3S/D/hz4fiynKVGjUts3f52/yNZ1lmIjeJgBgoV2lQuMkDP5jvnNVbi1EmnXCyJHJEkbP+8jVVICknJ6Ac/zFSR2cUNnbynLrIQ4jKYPJ9vp+Y96i1W6bUdNuDvjimRH5hRsIzA4x7MBnGOuc9a+ldj83i3Fpeh59qWlQeKrW5s7xI20yQoDaSSeYXUk7gx67sAZPBIweBXz7qWjxeBdWl8J3ETReH9ZiMmnyv8AdjkbO6Mnt8w/Pivoy9Saw+S3s5Vmd5N0SpuG1UAyOmBg+uWXOfSuT+Jfw9tPGGi3ekShi/yvHcMCggkSPKsrE8AD8x0rzq1NVocr3Ps8txUsFWVSPw9T5i8D/GzxT+zr4iu9LWJL/Td2DbTDGVzkFWxnHJ49zX2B8NPippnxc8JrrMOUZX8mWHPMUmCRuP8AnPNfI2ozf2PfHQ/iBpq3FwoAhvcr5cir0O7sccYyPQ81TzN8O9Si1v4b+IY762ljWe70sSBsYH3WQ/exlu2R2r5bGZfCvrblqd+j9T9XwWZOmlKMuam+nVeh9i+ItdttKt9hSOSQx+W0MSkg9sjHfPPPOTV/9n2SCTVtbtMW8ioqTBH5dPvDHuPp6/n8q6J+0JBr955Oo2i6JLcDY7oCYi3AHB6cd/evof8AZlWzvfiRNbz3DW63GnyNDKj8bgVYEZHPAJwK83EYWVHDTjLRnrUsZCrWUo6o9d03TZ9Nupj5lx5sk813bMJVU5YnaoB7jJ2k9CGQdc15/wCPo1n8QSTW5jhVfLhmKoWK8klV7NwpYA9shieBXrBkjmmn03Mkcsc4RCZkBYliS698EjB7ggEYHNeceLdRfTvELre2rpJPbsJljdYwWyVV1xkAhvmBxgHd1NfT5Z/Dp/4V+SPxfOF/tFb/ABP82cnrVut74bugZJVc27eSzXQYsJCfmfjJ+X8WVuMAZrzPwPr8918K9RhjFudQsv3fEeGIIwuTgjOR17eg616Zqdq4S7t55kDQDa8YhVwrLGSGU9STuzjBJ+cHA4rwz4erPZtq+keeiC6kIPlpk71zuBbGOPQ/XvUZ3H9ypPoz6Pgyp/tFSHdFa+t7bVNYaXU47fRZmhVo7mWZAAAQAmSNoPoMnp2xiti10toZLizvLoRypAbmGSbad+0g7V9DwowDjB4puuaGktuJL+xiEN5uVLa6IZLfsCOMj1yPf0rkU0uGK4/sy1lW4uTMUM8crSn5euGY9wAB9a4ItRp817JH2kryqctrtnp3hPXrfT9J1d1uI/OmRreKIKGkkLo4c5zwoUnJweSK94+HenXOrSWt48E2kTQ22xLC6LqQAArMSuB8/Bx1A2njkn5z03wRfW+qWUkVstna2EwumbdgSDuqnPOQfXtX1Bo1xFE0VlBD9kby4zuD/wCuR2yF6nphvlzyNwJGK4cDyYiu6z36L06nm8Se2weFhRi7xb979EdLb6hDaqUVYpiGc/aJrg7c42CMZ6Bsfex8rghaKzvtAu2EcqG6LEbV+Rz98ZJYfh82OylRyTRXvNH5kuZ7EnjT4sW2m27rF5l1Jg4SIE18g/FD4ja54415tM09Gku2OFiXkRj1J6ZrZ+MXx0k8Ta0/hrwREuxm8t7uBMfguP1Ndd8Ifhfb+BbEz6ii3mqzNumZmPy8ZIzjpzg/UGvJyfKZ1Gp1D9A4j4ihg4OlQd5EHwx8D2XgXwjc3l15bayymS4nkbcWUkfIAfTrXoEN9a3S2jLbzXccsR2Nb4VNjYPznPI6VB4q0kX/AIZv4YizXDLlen7vg8DvnP8A9frXztH8Tta0fw//AGSkr2xtw1uxVduASeMfif5V9BmUYU3CMVZWPjuHsZKTqyrSu27n1VGqbkSC7jtkVsBI4Rk+zHt+tagN06RvDPCWXiSKXJ3duuMCvBvgj4kvda0XUVv7k3BidXD7trEBhg+mcE/5Fe0WUCSWrvh0lTnzd4IKZPOM9ePWvJfLGN+h93CXtUpIbcMZW8sxvZ3TKP3TH9zN7KwOMjt/Kuk1fTpRpFlqgX7VLAqqQx3naBhck88YI9e1eE6x8bpdD8Uf2VfRxTaYWxIwJZ0UkYbIGMjPrXoA+Kel3N4PD9new3cq8tK275sgDCj1OR9M1NNzjVpzpb3/AKR5+ZewrYSrTrPRL7n0/E6KKYmETBim4jPJXb8ucdOg/wAO4q5DJLJazopaLzF2na3zn5T0HXrz65+tUmk2qGjkfyTl1RW2lj0yc+hz+OQOtGrTyT2tz5TN/qn2sm1snbgYPYf57V9rLY/FqaXMmc0ujR3GyKGeGBWKx+YqursGcvx82AeMgdB8wY1S1KSWe1vR90eZuXycgEEgB8EAkkAkdCcsO+a17e88x31GCVLWeMFSkVwNg2cKdrZUAtyOAA3HJJrRaScWpCRPI27ETLsblYyxBX3b5gP7wIPpXnqWp9JurnBar4a0jxppm3V9KS7hLAyRyIuQpk4YEYKrgfe7BlxyCa43xF+zb4O1hfNsWbRNRKGSOW3TydvzBUyucAg5DDr0Ykd/Tpr7yQJDCCI2jZmYHBbaTkAdjyRgZ5KqKoQ+RHaruQNb/JhZJHOxlQsy/N0XlQR02kE5INbWTWpMa1WDXJJpnz3deHZ9PunsdVlhv5rWbyRdIhHmDPDYboeme1emfB+yvU8USNp93JaXsFriN0BOULqGyPp/KuY+IsyzeKG8uArMsSB4gT6Z6n72Mjnviui8M6HcN4P8QazbalJpl1p9nI9vLE5jMpKn5M5GMbc18dmUlTjP7j9gymbrU6cpPW139x9E2txBdPJfubd72SSaRpVgOz5RsIxjpjqv8QIYYArnfG1np91rNs8H7qO1SGOV2QMflbG1c5Ix0yD3Tb0Jqz8JbGSLwbpTTO0avEDhgy53PnIB69CcZ/vAnkCo/G1ndIxunQmGXLF1jaTYNpYAMMEgqRgAZZcjgAV6uEj7OEEuiSPzXGyVarOfdt/ica1vbzQT2LIqOtu0VvE0TDczS7irHPbaWUZ4IwSeh8kj+DkUfjZvEkchkSeaSR492BuyTuAx3rvNS1uWDyoIkSMF0jCKzZJVB820j5sbuvTpjPNdA1jFNIrW7uLcD7rAgrgYPH1rHNsQ4qNJdVqfUcKYJN1MU9k0l67v9Dk77wjZTyIl40gYA7FViNmRnK9e+etQWfwtgsdWtPEISQtDIUZCobAIALYJxjnt9a7C6UagIzK/72OU4V8gnPbP4nn3ro44xb2kkdwPlSMuoGQWA6ZBPXFfKzqT5OW+jP0uMYc/NbU51YVjLJEOC/URgjaTjA9vqK9Is/EC6hpulWqmNr+xjkVHjKKzRDO0sp6gNnrgD5SeK8lb4j+HFuCkmswWtxHIXbejbUIzlCcYyD6H19K9B8PzW0+n3d1pjR3DXHmMsrW/yuMhcndyExntjDbsEiurB037eFul3+n6ny/EOKpvBSjdNyaSt9/6HRW8zLbOGR55NykssC/O+wk4xg4OSPU5YcDFFZu6LTbqPzoQZJEmiK3iPG3VRyRnB59c8Kx4Jor6Zn5hFu2p4t8K/hXY+ArZJJIVn1iVQxlKkCPJ6D3/AK59a9VW3eTKSbvMc4XbMMjJ9Pp09RkVj29mbNnQTAxq/wAh8wggKuT+HT9DV23a5jn+1SllAK/dUMQcE/XOf1+tfWxjGnFQgrI+MqVauIk6lR3bLF1bzxtIpQyOA+flDrjgdQfT9PcV5Dr3wS/4SHxFc3p1FILWWQSPHEpVvTv3/qK9ijh84wyCPD4UDCldx5Y9O3cfiKiW3uGeGSMr1Hyq+Bt6459a5alGnX92orm9KtVoe/Rdj5s+Ingx/hlqVrBpuo3E9tIpKSLLjcOTnjrk/qK1/D/xul0/wzLp+pW11qd/E26K7EgGMjOCMZx/OvctW8C6N402adqUKys3/HtcDgRkgllJHr/PpXjeofs93Nj4mthZzLPpkjsfOnOxjz90j1/wr5vF5fV52qavFn12XZ4o00pytJfieZS+Hda1SzbU3spnt2O7ztrDeCckn/P8q6n4L+H9Rm8URX8MbpBAdzO7cYznPPX39q+h4IbbS9O/s61jiNsy7cnjdnj5Qemf55q9YWq2FvE1rCsOws2xFUqBjHTuOv8A+sV3U8qjTnGXNseXVzmdWE48u5oxrJdPGzhniGOGZScnqT9R/Q1E0xu9PmtdiH5GTY6AEgknnn/6w/GpGYtcPJACQPmVZIsjhcEYz2/UVDJbnzjIgxI3AEY2ncF4GTx36njH0r2Z7M+fp6yT8zGtJJ7GGGW7Qy8LFcRqFeSaJtzMRgZB6c9cjjAatLUbd08p4yl1Hd2gcqOixO4Ib5eM8DIxgMASTmqUemIl3NJN5MUUW9Q0qsMjywMADnn25wO22rf2/T7Of+yVnW4l80SpJLKFSHbHzH/wInaeNoPIycV43OfScjT1Mi7t/LeS7WSK7uWZ5IlDtj58KGJ6/MASMchhgACk0+1kvpL04DLMJG3QFcNj5RtBGAAc8dAcrySDXRfZla4EZ84Ruqg28M6Moxud43B7k7Qc9CVY4HFLYoJf3CGcwfLudoV3Dew+8R2YjaT2OCo5zU+3aNlQSd2zy34pfDG4uY49YshcXN9ar5c1kse3zIVUFSrD7zLknBGWXBOMVxHhLxBpWtQ6Tp5U/wBsee0csEds53WxG5i7gneMcYUA4yOSK+mbqWGLPnKsDSPsMTZDrlzxjoCDnI9ScnmuN0H4f6N4X8TTapo0LW99dK5WKG63LGztgKpI4BwWX1+ZeK8jEUPrFRS6dfkfRYXMamFw8qPk0vn5nTaPdPYWsdrDOfKXaqhpMKu1MsPm46keykIxyaq60gvP+JdI4mlEARBvYSF3ZSQSpxu+UsM91OcAgVpsyzWQm/iCuwXzYztK4VQoPBXBOOwyV5NZ2pag39p5RRtZ8vHHPFEzoq9cnqASvzE9dpOTmu++uh4XLpfqefeK/A934gtfKtZWa7Y+ZDfecrYbeAhCnBIO0jHuygDg1zq6h490/TpbeXSbW2uwV2akDvgwSVLFRySPQZHPUV7db7r2OGNY5JZVCRcqr7jjeTxyNxByOocc4zxjrpYu9VQzBVWPYzPM5jC/KzEn6c+w5AyQKmcaddr2qvY78PjsTgYtYaVr/wBX9Tz3S/F2paLNBD4qt7PbeQG4s9Wt08uC5QHbgoSWRs9j1HNdHH8TbSFbi1trS41a+VFWK0hj2hwQDu3tgKvOM84Pat6/0DQbyyj0bU0TUWmMMtpC5V/s0mSzlmzkBucjqc5yARU8OiWdjHBDZ25sbSSMxpH5Ecp+ZxuDHsMDGR0O1lzya8yvl9KpUvHSL6HvYfiPE06HJJJ1F1KWnaXp2reWlzodtCjMspg+zJMI32knGOrFs++7IOARnespre002OEeRaXEHk7VRWDtGnzZHbKZyD0wcYJFUlEULPFEVCyb3EktsyMpY7DuAJ9lYDoQGJrRmdLVZJdzRrHwN8mGDZCg4P8AFnPPqcAYbNelG0VZHy9RyqNtvciuUN5CttIkKMpjxJHK53AsznAPtyB3U4bkYoq5NqSLJFtiMUe9sKrI33V+6AeBlvmXsCWU80UGdmffn/CqfBOFH/CHaBhfu/8AErg44xx8vpQfhT4Jbr4O0A9v+QXB/wDE+wrqqK9fmfc+o9jS/lX3HML8L/BqtuXwloQb1Gmw5/8AQaG+FvgyQYbwjoTD302E/wDsvua6eii7D2NL+Vfccsnwq8FRnK+D9AU5z8umQDn1+7Tm+F/g12y3hLQmPXJ02E/+y109FF2HsKX8i+45dvhZ4LfG7whoLY6Z0yDjJz/d9aVvhf4MY5PhHQifU6bD9f7tdPRRdh7Gl/KvuOZX4YeDV4XwloYHtpsP/wATSt8M/B7qVbwpojKeqnTocHjH930rpaKLsPY0v5V9xyrfCnwS+d3g7QGyGBzpcH8Ry38Pc8mmN8I/AsjBm8F+HmYdCdKgJHGP7npXW0VNkXyR7HLt8LPBb7t3hDQW3DDZ0yDkYxg/L6cUD4V+C1kaQeENBDsSWb+zIMkkbSSdvpx9K6iiiy7ByR7HMyfDHwdLt3+E9DfaAF3abCcY6Y+WkX4X+DVdnHhLQg7cFhpsOTzn+768109FFl2Dkj2OYHwv8GrnHhLQhnr/AMS2HnnP9315pp+FfgpmVj4Q0Esowp/syDIHPT5fc/nXU0UWQckexy0fwq8FQ7vL8H6Am7dnbpkAzu+9/D37+tPPww8HMcnwloZOc/8AINh6+v3a6aiiy7ByR7HJSfCHwJKwZ/BXh12HALaVATwMf3PTipv+FXeDC27/AIRHQt2Qd39mw54GB/D6V09FFl2Dkj2OXX4W+C037fCGgrvUo2NMg+ZT1B+XkU6X4Y+Dp23SeE9DkbrltNhJ6Y/u+w/Kumoo5V2Dkj2OV/4VT4J3Z/4Q7QM425/suDpnOPu+vP1orqqKOVdg5I9goooplhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf//Z) | ASR 872 x147 080701 Fibula af kobberlegering
Lille fragment af fire-armet, gennembrudt smykke, hvor armene ender i tre-kløvere.. Kun området lige omkring det dobbelte nålefæste er bevaret. Rester af jernnål. Største mål: 18 mm. Råhede-fibel |
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) | ASR 872 x148 080701 Fibula af kobberlegering
Fragment af venstrevendt Urnesfibel. På bagsiden rester af nålefæste. Små støbehuller i fladen og på nogle af 'bruddene'. Største mål: 27 x 21 mm. Hviding/Vilslev type |
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) | ASR 872 x173 080701 Fibula af kobberlegering
Emaljefibel. Celleemalje med spinkelt korsmotiv. Den røde emalje er usædvanlig godt bevaret. På bagsiden ses rester af nålefæste og -skede. Diameter: 16 mm. |
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Ax8+BlsDj2q1qHgXR/EVhM+l31pHLFu3ScfZ26fJuByhHHTjnp3ribXxNrfgeTVNLguhZyTK0c1rcYZCDkbkYHGffoeOTW7m6zUoboz2KU+q3y6UR5q/bgm2K6IVV25yAMcZHzDpmuZlhnaR7m4ka38tQ8rbsqg9cgg7iT6Gun8E6e91rUVrfJO9ssbvLGgGWx6cEZzznHrXb638G3uoZJtM86WKQlXguY8OM9uu09znP4em/tI0nyj5W1zM4zR3W409Z4dzSxFZY23fvGU9Ax/P8Ca6Hw9cSal4o066iSGUO22RZHH38AKdoH3cDr7GlsvBut+GgTd6XdfZ1UoSzZToACC2Bj8a3LC30q3t1msbq4TWFfY1qwXKEkgAcH+fU1E6kXoupnyu2h3viDWLeRrKytWU2NpH9qvWXADuoxEgJ9SPyHevPfEuk7tU0PTgPNvp4TLNMseQqSMeSRjoFJx3z2rf1LSYl0phcXibtytcyMdzMc8jdjoFyAMdhxyRUmls1vbxSm2t4TO7IJwGDrbgZGWI7Y78YrhiuXWJUp293vuUtW8OW2n6JaW1ioe401gysyBC+AMk8856457Vj+KE07WtPmbTbieSxS4WSaOMFB02nHfglefc9q7S1s7S+jkj/1lnNEUUQtvXBG3dnB6HOMelcd4d8JiDWNSsp4zB5cZTcgwrrjAcEdsH07jpVwbh8T2GnvqcnLJd2EjzWzuBt2FI5CGbGME+p5/U19Y/so+IH1jwTdwyyNJLDOHLMxONy8LjsflycetfJen6tcQ6lLBPayedGAJN8Z5YHB/LA6+1e1fsueKG0rx/daZJMFt9SgOVZQv71TlO/oWAr3MNJRqLzOWtFyiz6+jkz7VYjY9+tUl+9VqNjgV7ckcUWb2i3extpNdTDJvUHOa4C3kKSKQcV2OmTF41yalGpo0UnvS1QwooooGZF9Y7skDmsiSMpkEV1bKG6is68sQ+SBg1k4iMH6UtSzW7Qk5FQ0hnM+OPh7ofxCsFttYtPMeM5guozsmhJ7o/UfToe4r5J+Lnwd1H4dyPdaon9r6NkrHq0UZDRLwAkw6L256H9K+26huIYby3lgmjSaGQFJI5FDKwPUEHqK4q+GhW12fc1jUcdOh+bmr+F309jJo19zMP+WBwW4GFZOQf84ArlLLwjP4q8ZWsut6odPjjj2/v8DfhhhB0GTk9cV9m/Er9lmLUJJr3wldrpwc+ZJpUy7onYHP7tjymfTpn0rwHXNEkdri0vLGVJ7WZllS4JguIyM4GWPzDGCCR0IrxZxqYd2l951KSmtDb1T4cpaiBIdNaN4MtHc2jeSOnGNpI3H3B9+KotNrnh2T7RdPJq2lmRd1xhopIz0wQNvboe/HeqWk+JPEXh9ZIbO5W8tEAUWWpAlhnn5SDnv7j0FZni7x5N4uWztE2aRbXEgtZEWQSZJOGYnoB29eMcdK44xlJ2k7oabi7o7a7+Nem2OhFkge2kVQ3l3G7dwflA2nB7DGfbBrzaw8dTTeKPt4tIYbG53AGJNrDJHzKmMHgEY4PJ987us/DvTLPw213o91dS3Vunz+ZLkTL0dwB04ORj0I9K4Npo9MUKJzLdSYOYiSOgA+gwD3rooxpyi+UTPVtPvE16bebaWKw3BcFcebx16c9+c/zrotQ8oxxuVYBECMqkjjHAxtx+v171594Z+IU9vp8GnahYKzQodk0TbSVAAGRu9T19Md60W8eaQrFvsjTxTW583fEpJcEgIXB7ZOOD1rmfNzPQmUW1udWkiRxqsXliKR9zFRgL1JJwfYZFcP46ju4Vs7yzicTxHynZR93gkE/UhuDn73ery+KrKSCG7SI229fn+zoS5ZcEDpgDrz1p/9qx3puLW5Ae3ugQrdVUAdeeT1zx3NUm92hQjys8xkGoSX8c8svm6j5yu/mjcGA5CsMjggEcH2qXw/q11pmpRX9nM66laSmSNoR/qhnIOCfwzjvirN1ZPJNGRuW4TiOZsbiBnnjPPXn/69Z9zDIPMXEktwwKmQMMpzjnn6V6Sa0sW0z7Q+Gnxvh1af+zvElza2l1sUxXRxGkpPUNk4B6Y6A89K9nXG3ivy6vtP1SwsWuJre4S0lUKu9G4cdcHGAOh6V9Pfs8/HzU5tSsvC+rrJfws8dtHPktJCxA2qSeq8jryO3pXo4fENrlqO/mck6SWsT6rU45rd0fVNpCPxWCKljJVgQcGvSMEd7FIJFyKlrmtL1RlYI5roo5BIoOapO5Q45opCaKYwpCM9aXj1pKRJWuLRZF6Vi3li0ZyBxXR1FNCJFPFJoDlMHoaT1rSvrHaxIFZzLjNZlDOa4z4kfC3R/iTpckF4n2e+2bYb+EYlTuAT/Euex/Su0pNtRKEZrlkropNrVHw140+G2t+CdTWz1e2lnTPlx6lHISrxnjK+mBjg9CDXGaX4B0G1tZ47mSbU5Zpyy+UxQRjGRjHO7A+90r708e+CbDx/4bu9JvlA8xT5U2PmifHDD+o7jIr4Yk8P6h4N8ZPoeqRmJ7eZjM5wyOF5B5PQjkcV89icPLD6xeh1xlzrTc3bXS3s9OmZwbiziA8tJFy6qTjGc/dzweO9c3o/hrRF1K+jv7mOWW3VY0t2uAidMkbs5wM4z/snn1r6X8Q1j1eG0hQXei3E32VzK/y7tx3EHA5Ur64x9KydZ8LXV34iuIZJZJLia88jzhKpAQsSpJHA4P8ADycdutcEYzTak7XNFZHWalqGj6fYraXDaSlrC2yBQVfjr3B5yRzj8e9Qfbbie8VIVt4gFPlOxQqQBxgK3yjk4BxnjpzWH41nWEW8UVulkqz7I0ijw20Mo5J6nk/5NWf+Eo1XT7cNBcq8Mi7E3Jnyiewz34/HoKcaMpRUo9Rc3RkqtI2pypfXFuR1ZA+dozwMYJB5/HpVfWpLa3vIosyCBclVkBQJlsZG7kjvnPeucXxM19IBcJGI2LNvAbaG/DgDn/OKu3GpTlzC13JNFtw0UjK8TZG4A555z29a6FRqRd0Lmj1J7hI1jhljmaeOUkhlH3B7EcZOR19T6VY8JWP9teJkhWEJ5KmSWSQ8MQCVOO+eM/1wa5rWb75vKKRWloeY5LXhPoRnt/XNX9C8QporNHFfQWurRr5uTISkowwAAx06cZ/CrmpRpvuWlzM9I1bSYLm0a3KyKkoJlUH5M5yRg8enPb613H7J/gGK68SX/iGKJF02xHlRHBPmXBXBOT/cU/mwrxHT/FGpa3azS3N8JUCK6MBtCnOCB0yOvNfbfwF8NN4X+FuiQTJsubiM3kwPXdIdwz7hSo/CujAUGp+90MK0rKx6EPSnCm0q59M19AcZateZVxXW2LHyxmuW02MtN0rrLUbVFUgZPRRmirEFFFFIBaKKBTAr3EIZTWDeW/lsSK6YjcDWbf2+5Se9RJAc/SVJKu1iKbUFEZr5r/aq8G7dS0jxDBAzRXQbT79oxn5cZRj+G4Z9hX0v5bN0Fcl8VPDk2v8AgXU4obdrieFPtEUSglnKclQBySRkD61y4qn7SjKK3NacuWSZ+YWi3j2dx/ZkZm+z28jJNI65G5m6gfnjJ6HPauz0+eCHUE0+KbzZ45shQC3yg5ye+Og474HpXe2P7Pvj3xp4rM9j4durWyaRWS6u7f7Ovy5xkuc9O4Bwc4HQV7N4S/YpvG1S41DXdTgs/tKLvttOUyMrDriRgOvX7prxlTqVfhjuvxOqUox3Z8u+OL5rq9sXjtcqs2XfHy7mKjB9MY+lbcmjyNpNosgbcVWQyquNijnBxzjrn6DmvtjQ/wBkXwNpzWrXFrdaoYDuxfT71kbOcsoAB7cdMDpWzr37Pfg+6kjlTQLGJo/urFCETjoSo4J9yK2WBrcsVe1jL2sLn5tz6HKuptHBbfbIxIQZoyflPoMH+ver0PhnW9Y16z0/SdJvpbu4kjQx+U4QHAAIJA+XqSTwO5r9G9G+GdlpqiOG1SNF4AVQAK6ux8KxwqPkA/Cu6OFn9qRk6i6I+KNC/ZO8UX4jh1VtNtbKOTf5bSmVn+bOCApHT1/OvQ/CP7JOh6b4gfU9b8jU06paW8RhiLbNpLBSM47AADvX1PDoES/w1OujRKc7RW8cHTTu1cn20rWR4/o3wV8HaHN51h4XsYZQ+8M0W/Deo3Zwa7VLGVuNuK7NbCNe1O+yRjotdcaajsrGTk3uctDorydc1rW+jIqjcK1liC9qftqrAUotNjh5Aq2i7RTttHamAUUhooAuf2bc/wDPP/x4f40f2bc/88//AB4f41uUVfKgMP8As25/55/+PD/Gj+zbn/nn/wCPD/GtyijlAw/7NuP+ef8A48P8ajm0m5kH+r/8eH+NdBRRyoDjJvCt3I+fL/8AHh/jT4fCky/ej/8AHh/jXYUVPIgObj8Pun/LH9R/jUn9iyr0i/UV0FFPlQGENKmXpF+opf7Mn/55fqP8a3KKfKgMX+z7j/nn/wCPD/Gmtpc7dY/1FblFHKgMBdHmX/ll/wCPD/Gnf2ZcD/ll/wCPD/Gt2ijlQrGH/Ztz/wA8/wDx4f40f2bc/wDPP/x4f41uUU7BYw/7Nuf+ef8A48P8aT+zLj/nn/48P8a3aKLAYf8AZtz/AM8//Hh/jR/Ztz/zz/8AHh/jW5RS5RmH/Ztz/wA8/wDx4f40n9m3H/PL/wAeH+NbtFHKBg/2Zc/88v8Ax4f40VvUUcoBRRRVAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/2Q==) | ASR 872 x174 080701 Fibula af kobberlegering
Den ene arm og midterleden fra et trefliget spænde med simpel geometrisk udsmykning. På bagsiden rester af dobbeltnålefæste samt rustrester fra nålen. De to arme er afbrudt. Største længde: 3,3 cm.
Hører sammen med x241 |
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) | ASR 872 x175 080701 Fibula af kobberlegering
Bøjlefibel. Mindre del af hovedpladen og større dele af bøjlen bevaret. Ret medtaget overflade. På undersiden rester af dobbelt nålefæste samt rustspor efter jernnål. Største længde: 2,5 cm. |
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) | ASR 872 x176 080701 Fibula af kobberlegering
Bøjlefibel, med dele af hovedplade, fuld bøjle og afgnavet fod bevaret. Ingen erkendt ornamentik på oversiden. På undersoden dobbelt nålefæste med rustspor efter jegnnål, samt ribbe på foden efter nåleskeden. Bevaret længde: 3,8 cm. |
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) | ASR 872 x179 080701 Fibula af kobberlegering
Trompetfibel? - Slank fod der ender i en afgnavet spids, bagerste del af bøjlen noget kraftigere og ender forneden i en lille tværstillet afsats samt rester af nåle/fjerder-fæste. Længde: 3,5 cm. |
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) | ASR 872 x183 080701 Fibula af kobberlegering
Den afgnavede hovedplade fra en korsformet fibel. På undersiden rester af dobbelt nålefæste. |
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) | ASR 872 x207 080701 Fibula af kobberlegering
Korsformet fod fra formodet ligearmet fibel. På bagsiden ses svage rester fra enkelt nålefæste (-skede). Største mål: 2,7 cm. |
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) | ASR 872 x208 080701 Fibula af kobberlegering
Lille firekantet smykke med gennembrydninger og hvis hjørner ender i dyremasker. Den ene del (hvor nålefæste har siddet) afbrækket. På bagsiden rester efter nåleskede. Største mål: 2,55 cm. |
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) | ASR 872 x213 080701 Fibula af kobberlegering
Fragmenteret, cirkulært smykke, opbygget i celle-emalje. Dybblå baggrund med rødt centrum, turkise kors og gule pletter. Ca. halvdelen af smykket er bevaret. På bagsiden umiddelbart ingen rester af nåleanordning. Diameter: 26 mm. |
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) | ASR 872 x215 080701 Fibula af kobberlegering
Fragment af firearmet (korsformet) fibel (Råhedefibel). Med central forhøjning omgivet af fire huller. På de to bevarede arme ses rester af cirkelindslag og muligvis også tynde furer. På bagsiden dobbelt nålefæste, med rustspor efter nål. Alle kanter er mere eller mindre afgnavede. Største mål ca. 2,9 x 1,7 cm. |
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| ASR 872 x218 080701 Fibula af kobberlegering
Kraftig bøjlefibel bestående af hovedplade og bøjle. På undersiden er enkelt nålefæste bevaret med en del rustspor efter jernnål. L: 5,7 cm. |
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) | ASR 872 x219 080701 Fibula af kobberlegering
Emaljefibel. Cirkulær med central indfatning til emalje og med seks omgivende huller. På bagsiden svage rester af nåleskede og -hæfte. Diameter: 18 mm, afgnavede kanter. |
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) | ASR 872 x228 080701 Fibula af kobberlegering
Emaljespænde, cirkulært med central indfatning og herom 6 cirkulære gennembrydninger. På bagsiden spor efter nålefæste og -skede. Diameter: 17-18 mm. |
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) | ASR 872 x241 080701 Fibula af kobberlegering
Fragment af spænde eller fibula. Flad, tungeformet fragment med spor af ornamentik. Del af trefliget spænde? Største mål: 19 mm.
Hører sammen med x174 |
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) | ASR 872 x244 080701 Fibula af kobberlegering
Fragment af korsfibel af kobberlegering. På den ene side spor efter nålefæste eller lignende. Største mål: 25 mm. |
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) | ASR 872 x246 080701 Fibula af kobberlegering
Fragment af fibel i gennembrudt arbejde af kobberlegering med rest af nålefæste på bagsiden. Største mål: 22 mm. |
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) | ASR 872 x247 080701 Fibula af kobberlegering
Fragment af bøjlefibel. Største mål: ca 30 mm. |
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) | ASR 872 x259 080701 Fibula af kobberlegering
Fragment af stor næbfibel. Mål: 34x32mm |
![](data:image/jpeg;base64,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) | ASR 872 x260 080701 Fibula af kobberlegering
Fragment af bøjlefibe med rhombisk fodl. længde: 5 cm. |
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) | ASR 872 x271 080701 Fibula af kobberlegering
Fibula i bronze med langt udtrukne spidser, hvoraf de to kun er delvist bevaret. Lille krog til nålen på bagsiden. Største mål: 5x4,5 cm. |
![](data:image/jpeg;base64,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) | ASR 872 x277 080701 Fibula af kobberlegering
Fragment af korsfibel. Længde: 6,6 cm.Bøjlehøjde: 2,3 cm. |
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) | ASR 872 x281 080701 Fibula af kobberlegering
Emaljefibel af bronze. Mål: Diameter 2,2 cm. Fragment af cirkulær emaljefibula (Wamers type Frauenhofen.). Indlægningerne mangler. Plan bagside uden spor efter nåleholder eller -fæste. Fibulaen dateres til Yngre Vikingetid. |
![](data:image/jpeg;base64,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) | ASR 872 x290 080701 Fibula af kobberlegering
Fragment af korsformet fibel. Største mål: 2,9 cm. |
![](data:image/jpeg;base64,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) | ASR 872 x292 080701 Fibula af kobberlegering
Kort ligearmet fibel med bredt midterstykke og vifteformede endeplader. svage spor af ornamentik. Største mål: 4,4 cm. |
![](data:image/jpeg;base64,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| ASR 872 x294 080701 Fibula af kobberlegering
Komplet næbfibel. Rigt ornamenteret. På bagsiden rester af enkelt nålefæste (jernspor efter nål) og nåleskede. Længde: 5,0 cm. |
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| ASR 872 x327 080701 Fibula af kobberlegering
Det midterste af en trefliget fibel. Midterdelen har centralt et ophøjet, trekantet felt/knop, omgivet af trekanter i aftrappet relief. Rest af nålefæste på bagsiden. Mål: 2x2 cm. |
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| ASR 872 x328 080701 Fibula af kobberlegering
Fragmenteret skivefibel. Diameter: 2,3 cm. Hvælvet overside, inddelt i tre felter med hvert sit stiliserede dyrehovede i borrestil. Rest af nålefæste bagpå |
![](data:image/jpeg;base64,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) | ASR 872 x330 080701 Fibula af kobberlegering
Oval fibel. Dekoreret med geometrisk reliefmønster. Frankisk stil? Mål: 3,5x2 cm., Rester af nålefæste på bagsiden |
![](data:image/jpeg;base64,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) | ASR 872 x343 080701 Fibula af kobberlegering
Fragment af broche. Består af cirkulær del af bronze med påsatte farveløse glassten rundt om en hul midte. Herfra udgår til den ene side en klase bestående af tre glassten, to faveløse og en lyserød. største mål: 2,5 cm. |
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oTis74r/AG3iW6v9Ftv7HuIY5pIxFMxilSONn2OpPU7CM5HXnNWvA/iabSry31CzeNZ4yCu7DA8H5SOhBBIre+JHj7VPiRax6JHFaaNDMxS4khyWkVgVK5J+VSCR+PWuqjUpKDU1qYVadSUk4s9A/YTjl1HwveawY1SCeJEBAxubc2fxGMevNfUuPlHA6Vx3wl8G2fgHwDo+kWsUcIjhDyBRgl25Yn37fhXX712jlfu+tdkIuMUmeXVmpSbQ5fujj+H1p578dqiVl2/w/dp+5efu9PWtDJNCL/rJOO4/kKf+Hf1qJSPMl+794d/YVJkf7PX1oYo7Aeq8d/X60vpx+tNOMr93qe/1pRjjp+dIYjf6s/7vrRSN/qz0+7RWkTmq7or9+rfe9KbJ/rIeW++e3saUdejfe9aRv8AWQ/e+8f5GmdUv6+8kHbk/lQT8vU/d9KVe3XpSN9z+L7tSN7Cg/KeT930pW78nt2pMHafvfdpx7/e7UARL9+bk43jt7CorxS0fU9fSpV+/L9774/kKGH+9970qloyY/1954X8avhtH4zsEVX8udTIA23qCrAjNfEtxperfD3UW0PXUEb7ybaVgVjeMtzgke358e9fprq2nC42AhiNzdvY14N8bvgdafErT7aCeaa0urUu9vcLGGALYyGGOQcCoxFL2kbrc6aFX2ctdv8AhjwfwV8JdO8dWWqSTFbhYYh5SMN4G7JJH4jFeR/Gj4ew/C/WvD76a3lXF1Jtls1GFePGS+O2Dge+6vW5NL8WfBu1jnugdOhji8sajZt5kTLz8r7hgA8cN61xl5G3xC8QSeINYvZL69SNY4ldAFROflVRwMc5x3615zmo0+SUdT0PZ+0qe0jLQn03QPtKRrFthLbV3YPG446+1fQXjT9mTwzH4NnsbSziutSbaG1C4UyTN0JO7PGfQdM8V41o91BB/o0qF0AAG0EYXHGfau8Hxm8Wad4e/s2w1PT3tdghhnuoQZ4wAAMHIBIAHUGpoThBtzRdalKpblex87+Ahf8AhvxtrXhmW5eVLCRkVjzkHaMfh0r6E+EPhG88aeOtNscsscDrLeOP4I1OSPq2MCuO+EfwTvvFfido7d5Zbq4kaW71KRd67SSS+e+7JH49q+6vh38PLL4faTDaWzNNPI+6e4dQGkYKRzjsB2q6dL2kua2hjWrexhyp3Z2C4G0AjH0o42jlfu+lOHbk/lSbvl6n7vpXeeSIMbf4fu+lOwOfu9PSk3fL1/h9KcT15/SkBGuN8v3fvD+Qp+B/s9fSmof3kvP8Q7ewp+737+lNijsNIXcn3ep7fWlVV44X8qCfmTnuf60obpz+lIYx1Xyzwv3TRSyN+6bkfcPaitYHHXtdFEWqZ+633v8Anof8aGt18yL7/wB4/wDLQ+h96lXr91fvetNZf3kPA+83f2NVzPudcox7f1cctuvH+s6f89D/AI0jW6+Wf9Z9z/nof8alUdPlHT1pGH7s8fw+tTzO43GNthvkDaf9Z93++f8AGla3HPMnb+M/40/bweO3rSsOvHcd6nmYcsexXWAbpeZPvj+M+g96f9nH96T739806P78vH8Y7+wqTb047+tPmZMYR7FN7UMyZaXqf46oXWhJcKAWlxg/x1sbfmTg9T3pVTpweh71SqNDUV2/rQ881zwHFdWM0ZMzI0LAqzAg8eleTah+yjoFxK0unrd6TIzea4tpcxux65Q5A49MYxX0vNEDC/yn7h7+1KtuoU/KfujvTm41I2khw/dyvHQ+Z9Y/ZJstSNutvqF9ZrGyiRsq7OvcDI+U+/P0ruvBP7NnhnwtM04hnu5xJlXu3Em3gdARgflXsfljng9u9Kq4ZuD94d/YVgowjqkayqTkrNlDTNDh0xNsJdRn2/wq40Z8yL95J94+nofap/Tg9fWo2/1kXX7x7+xquZs53FCrGeP3snT2/wAKY0bbf9ZJ930H+FTL24PSkb7h6/dpXHyoiEbbT+9k+76D/ClKtziV+3Yf4U/+E9fu0rd+vai4cpCiNvl/ev8AeHYeg9qf5bf89X6/3R/hQn3pev3h/IVJ+fWhsUYqxFsbcv71+p/hHv7U4K/H71v++R/hS/xJ16mnL269KLj5SGRW8tv3jfdP8I/wop8n+pfr9w0VtTOLEaNFNd2RzH970obd5sX3Orf1p6np8w+96Uhb97DyOrdqDvktP68h67sDhOlDbvLbhPuU9T93lelNdhtI3LnZ6VAPYXBwflToO9Kd3Pyp1Hf/AOtStjnlegpWxz93qKQ7EUe7fL8qff8AX2HtUg3cfKvX+9/9amR43S/d/wBZ/QVIMcfd6mhkx2G/NuT5F7/xf/Wpw3cfIvT+9/8AWpONyfd705ccfd6UhojmVvJf5F+4e/tT/mx90dB/FSTf6l/u/cP8qfgYPC9KOhP2hPm5+UdR/FQu7c3y/wAX972FO7nheooX7zcL97+gpDYfNn7vf1pjAiSL5e571LjpwOtMK/vI+B1ahCa0HLu4+Xt/eppz5Z+U/d9aeB93gdKRv9WeB92kPoIc7T8p6etBzz8h7d6dt68dqQjrx3HegLEaMd8vyN98d/YU/J4+Ruvr/wDXpI1+eTj+P19hTtvTjv602KIzcdyfK3U9x/jSqx4+RunqP8aXHzJx3PelC9OO3rQMjmY+Q/yN9w9x6fWiibiCTj+D1oropbM83FboaLeTjr1z2pDbS+ZGcZALZ6Veorm52eo9SssLjH0pGhfYQBztxVqilzMCv5T80vlvz9RU9FLmYXKyQuGckdWz+gp3ltx9anoo5mJaFfyX3KeMc04Rtx06VNRRzMCvJC7ROABkrineW3PA6VNRRzMXmReWeeB1FIsZy3A+9mpqKLjIth44HWmtG3mIcDAzU9FFwIth44HSkaMlSMDOMVNRRzMCLyzzwOlBjPoOtS0UXAgSIqznaOWyPyFO8s8fKOtS0UczEtCDyjuX5Rxml8s8fKOlTUUczGV5YWaF1CAkrgc0VYoq41HHYwqUY1XdhRRRWRuFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//Z) | ASR 872 x348 080701 Fibula af kobberlegering
Emaljefibel. Næsten hel Ophøjet, tom indfatning i midten, heromkringseks mindre, gennembrudte huller, hvoraf der er brækket et stykke af mellem det ene af hukkerne og kanten. Rester af nålefæste bagpå. diameter: 1,7 cm. |
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) | ASR 872 x349 080701 Fibula af kobberlegering
Fragment af korsformet fibel, nærmre betegnet foden med plastisk, stiliseret dyrehoved. Længde: 2,8 cm., største bredde: 0,9 cm. |
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) | ASR 872 x351 080701 Fibula af kobberlegering
Fuglefibel. Lidt slidt i kanterne, men ellers helt bevaret. En del af nålefæste og nålebro bevaret. Største længde: 2 cm., højde: 1,6 cm. |
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| ASR 872 x353 080701 Fibula af kobberlegering
Fragment af meget flot næbfibel. Flot ornamenteret på oversiden. Rester af nålefæste med jernkorrosion på bagsiden. Længde: 2,2 cm., største bredde: 1,5 cm. |
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) | ASR 872 x355 080701 Fibula af kobberlegering
Fibelfragment. Korsformet fibel. Med nåleskede og rest af jernnålen siddende heri. Længde: 4,1 cm. |
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) | ASR 872 x370 080701 Fibula af kobberlegering
Fod og bøjle med høj kam. Rester af "øjehuller" i bruddet. på undersiden rester af nåleskede. Almgrens gruppe III, øjefibula. |
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) | ASR 872 x378 080701 Fibula af kobberlegering
Ligearmet fibel, fragment bestående af midterdelen. |
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) | ASR 872 x383 080701 Fibula af kobberlegering
Næbfibel, komplet med let afgnavede kanter. Fladedækkende ornementik i form f især furer (tildels tværriflede) samt evt. også stempelornamentik. På undersiden reter af enkeltfliget nålefæste med rust fra jernnål, samt flig fr nåleskeden. |
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) | ASR 872 x386 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af hovedplade med bagudvendt knop. På undersiden enkeltfliget nålefæste. |
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) | ASR 872 x387 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af hovedpladen og del afbøjle med flsk rygknap. På undersiden rester af enkelfliget nålefæste. |
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) | ASR 872 x388 080701 Fibula af kobberlegering
Rektangulær fibel (?), hjørnefragment med markant knop på hjørnet. På flades ses dele af mindst ét gribedyr, hvor ansigtet ser ud mod hjørnet.
På bagsiden det af flig fra nåleanordning. |
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) | ASR 872 x390 080701 Fibula af kobberlegering
Emaljefibel, plateauopbygget. Få rester af fomodet emalje, eller ikke bevarede spor f motiv. Den omgivne ramme er skråskraveret.
Inge nåleanordning på bagsiden, men forskelle i korrosion kunne antyde tabtgået, påloddet anordning. |
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) | ASR 872 x391 080701 Fibula af kobberlegering
Fuglefibel, højrevendt, hel. På bagsiden rester af nåleanordning. |
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) | ASR 872 x392 080701 Fibula af kobberlegering
Fuglefibel, hel, venstrevendt. Simpel men effektfuld ornamentik i form af konturfurer. Vingespidsen afbrudt
På bagsiden komplet bevaret nåleanordning med lidt rester af jernnålen i nålefæstet. |
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) | ASR 872 x403 080701 Fibula af kobberlegering
Skivefibel. Ingen spor af ornamentik på forsiden. På bagsiden rester af enkelfliget nålefæste og -skede med en del rust fra jernnål. Fligene er ikke anbragt helt ude ved kanten som det ellers ses på skivefibler fra YGJ, og samtidig er stykket ret kraftigt i godset. |
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) | ASR 9 x055 080701 Fibula af kobberlegering
Ligearmet spænde, magen til adskillige støbeformsfragmenter. Mangler gennemboring af nålefæste, altså ikke færdig! |
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| ASR 9 x105 080701 Fibula af kobberlegering
Fragment af bronzesmykke. Muligvis fuglefibel hvor hovedet er afbrækket. Overfladen meget korroderet. Mål: 3x2,2 cm. |
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) | ASR 9 x476 080701 Fibula af kobberlegering
Valkyriebroche. Rytter modtages af valkyrie med drikkehorn. Under hestens bug et ternet kvadrat. Mål: ca 3,5x2,5 cm. |
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) | ASR 926 x149 080701 Fibula af kobberlegering
Emaljefibel. Forgyldt korsfibel, med indlagt emalje.
Se By, marsk og Geest nr 10.
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) | ASR 951 x051 080701 Fibula af kobberlegering
Rektangulær pladefibula, med fremstilling af ét dyr, måske fenrisulven. Mål: 4,3 x 2,2 cm. Nåleskede bevaret på bagsiden, samt sekundære (?) rester af pånittet nålefæste, formodendtlig en reparation. |
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) | ASR 975 x046 080701 Fibula af kobberlegering
Fod og bøjle af korsformet fibel. Nåleskeden afbrækket. Karakteristisk og markant dyrehoved. Overfladen en del tæret. |
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) | ASR M138 0138 080701 Fibula af kobberlegering
1 Forgyldt trebladet Metalspænde. Trefliget spænde. |
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) | ASR M2112 2112b 080701 Fibula af kobberlegering
Brudstykker af to Bronzefibulaer. Spiralskiverne dannede af mange Gange opvunden fin Bronzetraad. Bøjlerne tynde og skraat riflede. Naalehovederne stærkt indskaarne og forsynede med to Tværstreger. Formentlig Længde 7 Cm. |
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| ASR M4491 4492 080701 Fibula af kobberlegering
Fibula af Bronze. Kort og svær stærk hvælvet bøjle med Skråriflinger og Nåleskeden endende i en spiral. Bøjlen forlænget gennem nålehovedet, men nu afbrudt. Længde: ca. 5,5 cm. |
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| ASR M5272 5272a 080701 Fibula af kobberlegering
Fibula/fibel af bronze. Smal tagdannet bøjle, lige afskåret forneden og med et på langs riflet tværbånd på toppen af bøjlen. Trådvindingen dækket af en metalplade på hver side af bøjlen. Skeden til nålespidsen gennembrudt i aftrappede bånd. Nålen mangler. Ornamenteret med perlebånd. Længde: 7 cm., bredde ved fjereden: 2,8 cm |
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) | ASR M5272 5272b 080701 Fibula af kobberlegering
Fibula/fibel af bronze. Form som foregaaende kun findes en fordybet Linie langs Bøjlens og Naaleskedens Yderkanter og nogle Kredsornamenter ved Tværbaandet. Længde: 6,5 cm. |
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) | ASR M5272 5272c 080701 Fibula af kobberlegering
Fibula/fibel af bronze. Smal tagdannet bøjle, lige afskåret forneden og med et på langs riflet tværbånd på toppen af bøjlen. Trådvindingen dækket af en metalplade på hver side af bøjlen. Nåleskede og nål mangler. Længde: 6,5 cm., bredde ved fjereren: 3 cm. |
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) | ASR M5272 5272d 080701 Fibula af kobberlegering
Fibula/fibel af bronze. Fragmenteret. Smal tagdannet bøjle, lige afskåret forneden og med et på langs riflet tværbånd på bøjlen. Ved fjederanordningen er fiblen vredet om, og dele af fjederen mangler, desuden magler nåleskede og nål. Længde: 4,5 cm. |
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| ASR M5534 5561 080701 Fibula af kobberlegering
Fibula af Bronze, 8 Cm. lang og med skråtriflet bøjle af omtrent samme tykkelse i hele længden. Nålehovedet udskåret fra begge sider med to tværstænger udover spiralvindingen. Spiralen ved nålespidsen mangler. |
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) | ASR MC51 C0052 080701 Fibula af kobberlegering
Fibula,(S II 95) med todelt spiraldække i ét med bøjlen. Rundet kam og middelhøj nåleholder. Kam og bøjlens bageste ½del ornam. med punktrækker og spiraldækket med tætstillede rækker af punktlinierne. Bronce. Stærkt frovredet ved brand, knækket og limet. Længde: 6,2 cm. Spiralbredde: 3,8 cm. Bøjlebredde: 1,5 cm. |
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) | ASR MC51 C0053 080701 Fibula af kobberlegering
Fibula som foregående. Bronze. Vredet helt ud af form og snoet om sin akse og ellers deformeret af ild. Todelt spiraldække. Stk. af jernnål fastsmeltet til spiralen. Længde: 6,8 cm. Bøjlebredde: 1,2 cm. |
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) | ASR MC51 C0079 080701 Fibula af kobberlegering
Fragment af fibula?, aflangt hvælvet med paralelle langsider, den ene ende med en fremtrængende spids midtfor. Den anden ende forbrudt med et tilsyneladende oprindeligt lille hul midtpå. Bronze. Længde: 2 cm. Bredde: 1 cm. Tykkelse: 0,1 cm. |
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jZKpyfKt1U59zjJrR2MMDGw9Bxx6/hU800yzLwMD71JcSRqv2l5dsUCMzBmwu3GTuHfFetG1ONoo8iX7yV2z4e/4KV+OdHt/C+g+FJHDa20/wBvjCHmFQCmW/2Tk/lXxZ4ohbXdBt2tGUPZr59xhuW4AwM9QK1f2gfHUnxW+N2v6080lzbT3jQ2rSHhYEJCAe2B+tV9P0+K3jZQAEK4PbNfnuZ5jCVeTcb9EfoGXYCpCjGKlbW7R5/4J0a4urWH7R+4iky3l9ACevH41j+KfCKWmtwTN5Ux2lfLkP3cHuD7V6tJ4VvLv7NJYIzIhbdKV4HOSPf6Vy/i7QJre+e+nkJiK4cgZEeOjdOlcdGrOb54uy7F1IqMnGSOE06xfS7m5uIot8ZY/M65WPnr9Paug0G7lvLe5uL9T8v+rQjjbzzjtzjmneHYBfaVPb+dslkU+W7c/NgjPSuOsdYv/DWtTQ61efuRmOREk/165yCB6e9dMYOu5Re6t6inVjSgmlufdv8AwT3/AG3NS8FeKvDHwg8UslxoGpSm00y7x+8s7h3JWMn+JGY456EjnFfq4SqqMnJPev56fhrcRN8UvCmsxRTRwafqdveusSZcKjhsrkgZ44z1zX9CFuy3kMNwvzRSIHTjk5Ga+iwk73h2S/U+drwa95/1sIy+ZLhVYIpwTxzRUxAUE/dGc8UV6RzIZGu6MDhe+KJmWPn+dOYjaDnn61B5xVm3A7duc5rE2F3qkZONx9B1oSVpAfmwOg4/pVZrpIuFHPU81Um1iGNgzK3ocfzp8snsJuK3NmGbLENk85ryXT/2pvBWr/HK7+FcE90Nfs03tOyqtvLIACYVbOS4VsnjHynniuF/aq/aktvg78Prt9Ju7U+JbyT7HZQmQO0ZK5aRl6jaDnnjJXPWvyzh8Wapa+MrPxYt9Nda5b3o1GS5mlJdpQ4feWznO6vKxmN+q1I07Xb39D08Hg/rUJTvZLb1P3rjkEg4OV/On4HpXHeDfG9h4r8M6VrGnSrLZ39tHcxS56q6gj8ea6dL2Nu/T0r2LM8i6JyTuJ6fXioZpNrDgZUc7jikaRZBuVgWx0bH5VSvlbYDuI3Y470JDuSXE4Pyk/N2FVLqYp5YBIPsOKhURRvudmJx2JwP8KgubpWVgrZU+vf2raMTCUyVrrdxnp7dKqTXBjjAKsSTngVWkuB8oJwG54pfM8yNSMHntxXZCNtzz5yuQ+ZukBHBz69+1eDftn/GJfhP8G9RghmVda1xWsbRAcMoYEO3B7DP44r3m/kt4bOaW7CJbwjzJCx+Ubfmz+GM/hX5BftbfGi5+N3xWvrm0nL6NYs1rp8OTt2A8vj/AGiPyxXm5jivq9FtbvRf15Hp5bhfrFVX2Wr/AK8zyrTYJGvobhhmJWzn0NdXqE32NIZY/maV8lck8ewrBsdGultohM6+XkbljPUfWtSSLypNjfNEhwnPT8a/L6i5pLU/Racmkz6A+D2n22v+EV+zoZJWmdXTBJ3cYGPpivR/iV+yFqOn+DINZCNNbzpmWNU+aLI/iHcV7n/wT8+HtnpPwTg1m6sIGvNRupZ4pnQeYsedqjJH+zn8a+oJoY57OaGaBZoG+VkIzlT2r6PA5YnS9pKW+3keDi8w/ecijtv5n4aXfw5PgfxNahlZtPUSfO2cIx6Bvb0+tcR4m+GsXi66s2tlFvexPs3cYnXPAJYgZHufWv1q+Mn7Hdp4quHu/DCwwvJnzLSdyoB9VODivz8+L3wT134S+K7r7ZbyKI3Blj5YDBzvQ9xXJVo4nDVXU6/gzqp1KFaCp9PxRgfBT4O3dxrEWl2sEk2pXLrGrRr8gZzjaPUjP0Ga/a/wnpb+H/C+j6TLK1xJY2cNsZGJy+xAuSfXivjf9gW6+GnjGGW6tInj8c6Wp863upN67TwJoRgcYOD1wfqK+2hIqsDkMOoIr2cqpVbSxFZ3ctF6f5njY6dK6o0Vou/ccrMPk6dT83NFMaZ5JD5YAbPO70or3zygZgAQCCf61nXV4ibgzbR3703VHkj+ZRnHB2kVx3jDxbZ+GdDvtW1S4Sz0+wge4uZ5DhY41XLEkf5NVTjzasJz5VoauoatEqsC2McgsMV8MftY/tzQeH3uPB3gC/hudTbdDe66jZS0zwVhI4aTrluQvbJ6cR+1l+2kPHNhceD/AADcyto1whjv9YVHikmGfuR5wQmPvZAJzjgZz8h2OhwMRNI+8ZyeTg9a8fH5pTor2dF/NHpYPL6lZqpVVl2Yy7vZ764d2Z7u4kdsyZZmYk5LEnk5znJqwNPuI1V5vlboR1xU9qs32iR7WJESMcMw+Vj/AFqdri7vF/eQpGTjJUn9K+NnVnJ3SPqkoxVmz6H/AGdf25H+Avhn/hG9W0yXXtPinaS3KXAjkgVjlkAIIYZyw5HJNfZXwh/bs+HPxWdbSK/k0DUmO1bTVtse/wBlcHaT7ZzX5Ta5oqsVKoNwXBMgzkdq50TNZs8SoqsCCf8AEV7mDzarCEY/El0f+Z42KyylUlKa0b/rY/fFfE1vcRo0FwjhhkFWyD9MHkUg8SLcRhzIWVgCCeoB71+VP7NH7Z2ofC2G18OeIoW1Tw8r7UlDHzrUE87f7y99v/6q/Q7wv4w0bxpo9vqei6hb6haTJvSS3fdx6EdQa+4wdXD4yN4PXquqPisZTxGClaa06PoegR6rA08jqfnYbS3fH1qG41RT8qqXbPBBAH8q5lZttwYz9/73HFK0x+UFwr+xzXpKhFbHmvEyluad1cS3Eq7CuM5P+fwq+k54jlIcHG4VgTapDYWzzXVwltFGC8kkzbVA7nJr5U/aS/bWstHsrnw34BuFvtVlUxTapGd0UAP9w/xN/KuXE1qWFg51XZHXhaNbFzUKSuV/26v2olsrGXwB4Qvh9qnJXVbqFv8AVr/zyBHc96+KdA0uG3hLXMaSSScCTPTNTQ6fI8hvLxnuJpSZJJpCTljySfU1bk338YjtVWGKMYY+tfl2YY2WNqN7H6NhMMsHTUEr33fmM/ctdLbpxCGxuz14rU8PaKPEWvQ2RLYkmEeR69z+VZFtHLC77trKvI4717b+zj4DufE+tx3awgy+aIoQwwBnl2/KvIs72juekpKW+x+kf7Nul/2X8J9LtI1eGGOMJHkYIUDjAr1IRqzoTzjnH4VheFtMGgeG7OzXCmOIAqPpW3FMW2mTA29ea/ScPTdOjGD6I+JrzVSrKS6ssR4aP5cHj1rlPiB8LvDnxO0eTT9f06O5UqQsoAEkXH8LY4+nSun86JYxkcMMZNMe6ySOF29D1NdDimrMxUmndH5oePP2TfiR+zP8TrLxp8NZG1GzhuwyLF1wxwY3XoVYHBBPfI9K/SWxuHuNOtprmFbe4eJXkRT9xiPmA9cGrLzBF3ZXb1+v4VCs6TDcc5HasKdH2Um4vR9C5TUlqtRW3b+uB04oppZZmGGIwOuKK6bmQ6bT/OVwBgNyD0r5b/bq1K98I/s/eKGgiE321Y7F2k6IkrhWb8j+tfWhRQx/PFed/Hz4Q2Xxs+GOteF7wshuow0UiNgrIpDL+orCpKUaU1DdpmlOMXUi5bXR+HOn2rtCfLCqc/Mz8g/rT4/9D2s8XmckMMcfXFew/Ff9m3xh8D1YatpN0+mMT5eoJCdnp82MgH8cGvMPs6MUK/dHrwD7V+dTbi3dH2y95KzK9t88amMskRPI/wAmp1SONlUgrngAZOfxqZrSS+j2QQnzB8xKKcgdzTlto7VFJ8z7Q7bQFG7aT3x6Vi2apPYbc3UckIEqE4+XjqPfFc34hs4LGSK43brd8gso5+tdZb+GLxlLW9hc3qFsPLFC7jJ6DpXqXgv9jn4m+P4Y5bPwnPbWUxx5mpL5K4PfB5rooQvL3TGrNw+LY+a5rHFuZbdvOjHzZ4yB71s+C/H3iP4f6omoaHqd3p86jIMDkK31XoR9a+mPHH7GT/DOY2N1bPFdtHy8ErSRucckA/yr518U+Cb/AOHmsLa3oaCORSY2mQ7HHqp/GvQ9ryysnaS+TMeRSjqrxf3H0V4b/wCCh3imG1hh1DQ9O1G5RcGfLRE47kDI/Ko9b/bz8fanIx0+x0qwVQB8qNIw9+SK+YJYCuSgCv1x2NPtbWSaaOTeUYnlT7V1SzjGctvaP9TljlGCvzKmr/gekeOPjR48+KEjpr3iC5ubV+fssJ8qHH+6Ov41x8ZSzuI4nT71T29qq3W/cVOMDHpVVtNdLp5PNEg64kODXg1MVUxE71ZX9T244alRp8tONvTQ6e3vx9h+zsii36syjnr0pUmhkhUxx7fMJkAH8jXPJM3lqyTN838K8Diur8LeHbzX72GxsYhM8p5MfIVT6+gqHJKJy8kr+pq+C/CV54w1Dy7VSI42BlkPRR/Wvvj9lr4arb6hDcC3UWlrH5YcpjJ9c14r4E8Cr4bsbbSrRfMuZGG9148xu9fdPwj8Gt4R8K28Ez5lkUM7DPevQyvDvE4hTe0dTnx1RYfD8v2pHcM0ZVFHBAx0qFwwIAAA784yfyqX7OOvzbsfeI71EsRhjAfkgfe7Gv0E+NJFVSwbOXUHHPT1H6UrRgLnIZu2OeaagZVGenqv/wCujYG3Z6k/epNjI13Sbg4APTg9ql+yjd8igf40kUO4lgeKUx/N0PX9am4WHGBUXnKjoCpopixsowSCM52g0UXQ7Gi4z8p71GzeWFDHnvxT/lXkfePNI8m4kdxx6VIFe6tLbVrJ4bq3hvLaVSrxToHVl7ggjBriNQ/Z2+F+rWzQXPgDw80bHJ2adEjE/wC8qg/ka9BX5TnoPSl8wMDjp61EoQn8STLjOUfhdjlfCfwn8F+Brd4PD3hjStIjk++bW0RWf/ebGT+Jq7J4R0W3l82LSNPFwxz5n2dAxP1x6VtBjIeDuFQ3i71C+h4I7VPJC1kilOV9WQWOm2tsmFt4V3kM2xQBnHp7VebbGBk4HUtVWJQvAJCDp1zU4Xc3+z2GKqOmxMt9TlvH3w/03x5pbx3CqtwB+6uMAsp+vpXxv8ZfgjbX0M2h+JNOWaFgfKuAnI/2kbsa+9PLVlI/h6YNZHiLw9Y+JdOksLuESI6lQwxlPfNePj8tjiv3kNJrqergsfLDe5LWJ+L/AI0/Ze8T+F7pxoaNrtm2CrIQsgHoUJ/UVwl94H8Q+HbpX1LRb20j774GwCemDX6heOvg9q3ha6d4reW+ss/JPCpbj0OOhrgby1dTiWPJHBVl6V8VVnWpSdOtHU+tpqlUSnSkfnvCxScq0ci4/vLjNami+CdZ8TTrJY6XdXh3HBVDtH419uXGj6bc/LNYWr7/AL2+BW3AfhV+ztYrW2VIljiQNjaqhQPw965PadUjq5dNT5W8E/s1654gvjJraPo9ip6EhpD7AV9FeEvh7o/gmx+zaVbBS2A8z8ySduT/AErtrazmvpI4oY2nlPAWMEk9McV7D8L/AIIzS3Eepa1B5KxtvS3kHOfU10YejWxk1CC/yOatUpYWLnMs/BH4Q29tCut6nBm5IzDGw+7717lCiSfMANuMe9JBDHDGscYARRtAx2qVcBQBx3xX6PhcPDC01TifB4mvLEVHOQrIoU44PXmoRCcjK559enFSj5myaXLK2AMiuy5yjGhEikd/SoGt9vy9F7d6t7x6fWopGB3MMZA49aGMrwthcMQp9qVSMf3cD/JprW4kxnhuuaJLbgjdjIxkdR71JRE0hhY7c9eDjIop/wAhH3mz7eoopD0LcuCoKn5u1M80NgE5fGTTxbmPAVeMAcmlaEqcqufyqrPsQRyK339+B1I+n4U7fv8AlwAp75pzQsx6Y479qRoX6bc/Q4pWY9CCOaRZNgHHZsjr+dShmLBd2cDqTinNbMcEcHrR5DjkctRZhdCDCkAKBu68U9sKvBwPYc04RnPIFNMB3ZFOzEKpx1GAeaZ/FlRwPyp7Rs2QRnjscVHHC/JYEZ9waVn2HoOjwyn9Rmua174Z+HPE0jyX2mRmZhgzRko36V0qxPuORx1xxS/vd33Mj6ionSjUXLUjdeaLjUlTd4Sszx6+/Zr0VpHNrqVzAOyyBX2j9Kn0v9mzw9bNuurq6u3znhggz9BXrMkcpwFUD1yaWNJRjdj8K4P7LwnNf2f5nb/aGJtb2hgeFvh7onhBSdPtMSngyyEs35mukCjr0oIY9OKT5tpyM/SvRp0oUo8tONkcE6k6j5pu7GyAbTyQfUVXkZht8vJP61P5J696Z5L787eMdM1VmJWCGTdxnnvT2zkYNMWF92duD/n3pdsuOnPpmjUBckYAqORRu6cHrjrUjRNx8opphk35HNFmCsMY7shCMr3pm3a2Tk5/yalaNzkeXj3yP8ajuYZ5Cqovyn73I/xpWY1Yr7TcMVVf3Y6nPeirkduw5I5x7UUuXuPmtsW6KKK6TEKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/9k=) | ASR MC790 C0791 080701 Fibula af kobberlegering
Fibula af bronze. Stærkt forvitret ved brændingen. spiralen, som er bøjet i den ene side og afbrækket i den anden, har målt ca. 3,6 cm. i længden. Bøjlen glat og rektangulær tværsnit, ender fortil i afrundet plade. Samlet længde: 3,6 cm. |
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) | ESM 0030 x001 080701 Fibula af kobberlegering
Emaljefibel. Korsemaljefibel fremstillet i grubeemalje-teknik. På bagsiden rester af to lodretstillede flige fra nåleanordningen, samt rustspor fra jernnål. |
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NUdQj3RNVxYj8/viN4ds4fE3iKymgVRHPcqILeLarBhuHbrt574x68Vw2oa1Fo/huW4CAyhFaNE6vnAPB6ckZyP4jXsP7Tli2m+NIjF50ZkcXIkzycI27aewG2vHYdLhvLue21CPzH3vuJU9epIwTgjPof51xzXvtCjotTStppoJYbhFPlS7hJ0x8gbqOn8JqObUrVZry4ilR8RhxLG27APBK9c8N2/+tVzVNORZbWe0dXt4lANq/JEiF33H6lmzwRg/SsUW6TzSReVLZXKyfPgYRxn+EdupOPrWXKtkVe+5I0kkenXLFo2NzIu5d2Mo0KgA5I5GOma/QPwTMl14d0qePlJbWJ15zwUBH86/PbR1KzzNb+YWmb5lLOwVhkZAHPOP5V+gHwz/wCRG8N9f+Qbbdev+qWpjpJo2jsd1D90VZWq8P3RVla6ESSrTqbTlrUkU8UUtNqgCm0ppKBiN0opGNFIREtSVEtSLWpI8UtItLSJHUUDpRQAUUUUhhVa6H7s1ZqG4HyEU0B8e/tT272/iiwun3vC0Pltt+YohDqxAz2zn/8AVXgvia4MmpW0sCGB48v9qUEN87c7T3JOfwr60/aQ8Nx3lnbXzqGVT5UmRxjkg/z/ADr5cMM8zTWqJPd2sU+6ORoi7BjnClRg4AJ7965aqfM0FzCk1g2M8ks3mC8fPEbIYjnI9ehXjt1NWri1M372Al5FAliXzNynlXcE557c/wC1jnms7UnF5q2yYLaYADLmTIPr8xxj2zU1nIDeQq19Ggt2LLBtI83kHaT25HqO3pXK5OL5Wxqz1F02Nl0U3EMTzybvKEew5JChc54xk7iPxr9FPBumPpPh/SrBwoe1tYoG29MqgXj8q+HPh5Hc6z8SfC+hQIGhmuo5LiTbxhD5kgAA6FVYc+v419/2MHSrpq7bNk/dNCFflFWFpka1KtdSRA4dadSClrQkKSlppoAaW+YDueaCaG9cU00FA1FMY0UEjVqRahU1ItbCJVp1MFPpCFBpabS0gFooooAKbIu5adRQBxXjzwzF4k0W7sZRgTLgN/dYcg/nXxP4v8Max4H8U3FviaKBsApCxHKg4dVI+YH8Mg+tfoJdW4kU5Fcb4r+H+l+LLVrfUrKO5QggMeHX6MORTcVKz6oTR+fPiu8h1Dw+2sh8rI5hdfLZW3gNgnoQRzx7YzXOeH5ooLdb+MAxszbQWHmscnAYdcsccAYr7W1H9kPwxrF+Jrm+1Y24UKLNZo/K65yf3eSffOTXofgP4G+Efh+sB0rRoVuIV2pd3GZpxk5OHfJHJ6DArmqUOeXMxRVlY8y/Zg+C97oEdx4u8QW7W+r6gm21s5U2vawHB+Ydnb8wB2JIH0bDb7FqWOIL2qSrUFFWRrcaq04UUUwHZozTaKYgzRRTSaAEPNMY0rGmM1ACMaKYzUUgLC6dc/8APP8A8eH+NSLY3H/PP/x4f41sUVXOxWMoWU/9z9RThZzf3P1FadFLmYWM37HN/c/UUfZJv7v6itKijmYWM77LL/c/UUv2WX+7+orQoo5mFjP+yy/3P1FH2WX+5+orQoo5mFjONpKf4f1FMNhJ/c/UVqUUczCxlf2fJ/c/UU4WUo/g/UVp0UczCxnfY5f7n6ig2cv9z9RWjRS5gM37HL/c/UUfY5f7n6itKilcZm/Y5v7n6ik+xzf3P1FadFFwMv7HN/c/UUn2Of8AufqK1aKfMIx2sbj/AJ5/+PCmNp9z/wA8/wDx4f41t0UXGYLabdf88v8Ax4f40VvUUXAKKKKkAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//2Q==) | ESM 0086 x1316.01 080701 Fibula af kobberlegering
1 trefliget spænde af bronze. Antagelig 10 årh. Højde: 7 cm. Bredde 8,3 cm. |
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) | ESM 0547 X006 080701 Fibula af kobberlegering
Lille trefliget spænde. Største mål: 5,3 cm. |
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) | ESM 0547 X105 080701 Fibula af kobberlegering
5 dele af en fibula, konserveret.
I rapport beskrevet som en Almgren 175 dateret til yngre romersk jernalder. |
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| ESM 0862 x11 080701 Fibula af kobberlegering
Fragment af bronzefibel. Længde: 3 cm. Optaget i præp. sammen med en ubestemmelig klump jern. |
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WbTNdJfXtwP3kLEleowPu8gbR7EVk6hrf2y+Ek7M7A7iucDJIzz+Y9OB6UJNLUU5RatHZE9nfG8snspnW5Vl3Alwrf7JzjJGTyPfNXLfVrLS7Hy7aEQzgkmRzkDtkHPbnAHTtyaw/tVo7GV7KaEIuFMDFFH5g+vWix1DyZvtFrYrcyRr80kqCcpznOCCBn6VlytO5ftFJWtqdt4Z1MR2d0VYQWvlsvmyLl5GypJI9T0x2A68nMOmtdX14qxTlbfLKUJwrLjnjtj/PJxWRa3t3rk0P2m5nnZ/mWGLLMAfRR0/T6V1el+BtV8QXlrpNrt33RUQwwfvJ2JwcHA4xn6D86ya1HGSSPqD9imI3nxM1S5tZzPZW+nmE5UAoxkUY/HGce1fc8X3a8T/Zh+BsXwf8Hss8Y/ti/YS3TZyVx91M98ZJPuT2xXuCjivZoxcIWZ41WSnUbQo4pD1p1I1amY2iiiqJIqVaaKWqAl7VFJCJFIIyKkXpS0hHH+J/hzoviiB4r6xinVxtO5ecfWvGvGX7H/AIZ8QWrwQiezGco0T5KHtjdmvpXbntTWhBp6PdDTlH4WfDWr/sR3sE089j4gkMhGESa3G0c85IOScd+1cHqn7HvjiwspFi1Oz1C4Yk75S6EegAxjHt71+jj2qt1AqrJpUUnVAaTjBmqrVEfl9rfwC8caWU83TW2Im5pII9xZgOQuwHAJ9cV5vrGgarZwXFzdW0zJasUcnkoccAjkgnPGeuOOhr9fpvDdtNnMan8KyNQ+HOk6mhS5soZ067ZEDD9ah0k+pSxDTu0fj1eXL2V4pMUsFxhsx+W4aMgEEYxkYz3qC4mk1WzmnZzIrJh0lJUjHYA/TpX653HwR8NXE0sr6PZvLLkSOYFJfPHJxzWVqX7N3g3VraG3uNDtTDDny4402KuTk4C471m6HZm0cUuqPyKluILK6jiIQq643uRj6Hkc474qmt+I7i6RTHIuRtbG9gOcfj7c9a/WDUv2Nfh7qly1xLowWVuC0c0ifyamxfsaeAIo/LTSI1XGBhmyPpzWTw8+6NvrkOx+VqA3M0bJaXLox5WCEj1/2auWPhvVdQnk+yaNNJkAA3EqqPyyK/UeP9jXwNGc/Y5i2c7vPcH9DXR6N+zJ4L0dg0WkwsQMfOu7+efSj6vPujN4mn0R+Wdn8PdQvERrm40+wWPgtEomcH6nGDx69q7Xw78F31JY1Uatq3ndVtIXkjY9g2xcAcdyOtfqLYfCnw7pygQaZbxAHPyxgc+tb1n4bsLLHlW0aY9FFP6uurIWJttE+G/hr+yr4j1Dy4l0uDwvprbfNmn2yzyAHPCLkYPP3n47r2r7H8H/AAx0HwhFGNP022t3Vdu+OJVOPwFdfHbqnAAAqQDFawpwp/CY1Ks6zvIakYUYFPooqzMKaadTTTQCUUjUUyCFTTqjU1IDVgh6npT6izUgOakofRTc06oGFJtFLRQAm0UbRS0UAN2D0o2Cn4pcUXEM2D0o2ipKKAI9tLT6SgY2lwadRSAZRT6aaAEooopgNamk06mGqJYUUyiggRbOf+5+oqQWsv8Ac/UVoUVHtGdHs0Ufs0n939RSi3lH8P6irtFLnY+RFQQyf3f1FO8p/T9as0UuZj5EV/Kb0o8pvSrFFLmYcqK/lP6Uvlt6frU9FHMw5UQeW3pS+W3pU1FHMw5UQ+W3pR5belTUUczDlRD5belHlt6VNRRzMOVEPlt6UeW3pU1FHMw5UQeW3pSeU/pViijmYcqK/lN6Uhhf0/WrNFHMxciKnkyf3f1ppt5P7v6irtFPmYvZooNbS/3f1FFX6KfOx+zQUUUVmaBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB/9k=) | ESM 0927 x001 080701 Fibula af kobberlegering
Skålformet spænde - vikingetid. Mål: 9x5,5 cm.
Type JP 14, ca. 780-850. |
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| ESM 1338 X0001 080701 Fibula af kobberlegering
Kors fibula af bronze. Foden er formet som et dyrehovede. Længde: 8 - 10 cm. Iøvrigt meget velbevaret. Alder ca. 400 efter kr. Spiral og mål mangler. |
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) | ESM 1421 x0127 080701 Fibula af kobberlegering
Fragment af korsformet fibel. Mål: ca 2,7x2 cm. |
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ACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/9k=) | ESM 1421 X0300 080701 Fibula af kobberlegering
Bronzefbel. Længde: 5 cm. |
![](data:image/jpeg;base64,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) | ESM 1421 x0417 080701 Fibula af kobberlegering
Bronzefibel, tre fragmenter af bøjle med spiral |
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) | ESM 1421 x0417 080701 Fibula af kobberlegering
fragment af nål, fra fibel? Længde: 1,5 cm |
![](data:image/jpeg;base64,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) | ESM 1421 x0418 080701 Fibula af kobberlegering
Fragment af bronzenål, fra x417? Længde: ca 2,2 cm. |
![](data:image/jpeg;base64,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) | ESM 1421 X0419 080701 Fibula af kobberlegering
Bronzeblikfibel fragment. Længde: 5,8 cm. Med fastirrede rester af tekstil (x420) |
![](data:image/jpeg;base64,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) | ESM 1421 X0506 080701 Fibula af kobberlegering
Fragment af bronzefibel. Mål: 3x2,7 cm.
AVII206 |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDiPt93/z9Tf8Afw04X11/z8zf9/DVanLWB1WRY+33X/PzN/32ad9uuf8An5m/7+Gq1OFO4tCx9uuf+fiX/vs0fbrn/n4l/wC+zUA5p1MWhP8Abbn/AJ+Jf++zR9uuf+fiX/vs1Dil20C0Jft1z/z8S/8AfZpftlz/AM/Ev/fZqKiqJuTfbLn/AJ+Jf++zR9tuP+fiX/vs1EBS4oJJfttz/wA95f8Avs0fbLn/AJ7y/wDfZqOigCT7bc/895f++zR9suf+e8v/AH2aiopAS/bLn/nvL/32aPtlz/z3l/77NRUUDJftlz/z3l/77NJ9tuP+e8v/AH2ajpDSAl+3XH/PeX/vs0fbbj/nvL/32aiooAl+23H/AD3l/wC+zR9suP8An4l/77NQ0UDJftlz/wA/Ev8A32aKiopAVttLTttGKRqxNpp1LtpcUyRBTsUoFLTJClxSgUtBLEpaMUu2mISlxS0UwCkalpNtAhKKXbRtpDEopcUlIApKXbRtNACUUu00UAIabT6TFIaCilopDINtLinbaNtM0ExThRTgKZDExS7aWl20CExS4paKBBRRRTEFLQKdQA3Bo206imIZS4NOopDG7aCtOooAaBS7aWikAm2kxTqKAGUYp9GKAGUU/FFIog20badQKCxAtO20tGaCQopN1LRdCFopKdimIKMUoopiCiuM8cfFrw94DjlF9deddRoXa2g+ZlA7sei/jXhWrftgateTxppWiQW0cufL81vOkbgkAYYDPTjGefxrNzinYynVhDSTPqiivk63/aC+IN5JJIqWtrHFGHZLiNDliBhflHftz/Wup0H9p7UobtIdd0OFo9wVmsnYSDr8wDDDduCVxzUOtBaS0JVaLPoc5oFcl4H+K3hv4gecmk36/aoX2PZ3GI5xwDnYTnGO/sa66tb9jWMlJXiwopcUYplCUUUmM0gFoox7UYpgFFFFABRRRQWR7aWiikMKKXn0pcUCExRtp2KTFAhOlL1pa8F+NH7Xnhj4WyNp9jG2v6z86+XC2IYmXs74Oec8D0PIpOSjuTKSiryPeq8G+Pnx8i8MxXfh7QLsJrHEU92oO23LEDaGxjdyMntkd+nlXh/9vDUfFWh6j9h0mxur1oytvPaNIFhcqACVIbdg89V6V5Pa+Iry3s7nUr2Zn+2MYPl/5bHPAIydxLsxyc8gnnFc1SukvdOSpUclamXo9Ia41CF9SvJ7+aacLBbW775JpCxI2jbuJJ546817h4J/ZV1XWIY7zXr0eHVBzFa2iLLcKpGOWOVQ8ngZ69B0r0T9n/4NQ+D9HtPEGt2yy+KLqLOZEH+hxtz5aD+FiPvHr27c+y7qKdOUveqPfoOnh4QSurvueV2f7M/gC1hVZNLubmVf+XiS/nWQnnn5HUZ59K8w+Kn7C+keKvskvhDX7nwrJHJunhuA17FN0+bLtvV+pyG5z2r6hzSbq3VOC2RvKKkrM/Lrx54T8b/DLXLqHWLTUrMWk3lJq0SOscinIUrKOCCAflz/ACrU8H/tJeKtBgWOG/1O5m+z4jlN+WjRgeCyMSMY9BX3t8b/AAQ3xK+GWs+Hori2tbi6RDFNdEhEZXVgSRyOmM+9fll4i01vC3jS+0siGR9Ikkt5Ggy0c0ikjO7HK5zjNYcns3oeViKfI01p5n0Zov7bnj6PVLa8v10+W3eIRPZGErGCD9/cDncR+HtX1j8APjH/AMLm8KXWpSW8VrdWty1vLHCxKcAEEZ56GvzK+1lZImESeS+PlUdzg5/nX1H+xrquo6T4+uEhtpo9J1RCk0ZQttkUEq+QMAdR+Iq1KzVyqNebqcr1TPuHFFJuozXQesGKNtLS0DExRilooGFFFFICGnLRS0FMKKKKZIUUhqKSQqOKQHB/tAX2o6Z8HfFN5pW83dvaGXEfUoCC/wCGzdn2r83rnXIoYfOaEStI4DSKCfmIDFcj0yBx7mv1B1bVPLhkjki3xspVlI4II5FfnB8Q/hhc/B/xdaW93su/DtxcTG0vscJuJKqwPSTt75BHcDixEeazXQwrQSTm1c1/BNjAuipptxbG10+2s7j7FeRjHlkytIw4xnDO3XrjHQV5drmua/Drseo6IlxPFos8MoumtfNis/3igO6kMigkHAckc45NbmsateLdXWjabcSW0txtTdbxrIUHcqM8Ell6Dqc8YrEl0TxVobXGgWWuahosc0itfRR/uFlyMHzSGy4UE9SQCT3NYXimpSPNo+1u4t2Z93+Cf2uvC9r8MrPVvGOri31WNjbyiO3Ja6fna0aIOcqATwACewIqn4u/br8CaLpdhc6Ot1r9xdMPMtY0MBt17mRnAAPoBnPsOa+V/AvwFh+Kk11pej+I2/s7TRGbiRQJGLNu24BIIPyt83TkgdDXtnhf9h7wxZ+W1/PqOpvkFhNPsVseyAH9a6+apLY9GkpuC5tyj8Q/+CgF7Np95aeEtAjtrqRHWK+vrpZNmR8riNMgnvjd+deRfD/4ifHfVd0uh674h1ATPiSSePzIWHPKvICBz6YNfX/w+/Zp8J+AFn/s3TV8yd97S3H71x6KGbkAelem2HhO1tVULEoA6ADpTVOpJ3bNbK2p8STfs0fFL4nXa3ni/wAYXe2U/NBLeSSbFPUBFwnpxmum0b9hG30eziS1127uLkv+8e5jHl7T12qOQfqTX2bDpccY4UD8KsLbhe1aRpqPUiVOE/iVzwfwD+yj4S8IiOSWy/tO5UYMt4dw/wC+ele3aPpNvpEKw2tvFbxqMBYkCj9KvrHjtUscdXZFRio6RVhy5qQZoVadTNAxTqFpaACigU6gAxRRRQBDzS0UUFBRS4pcUXJG4pjR5qWkK0AZV/pqXCEEV5z4w8DxahbzRSQpPDIMNHIoZWHoQa9ZZc1UuLNZQcjNJpMWp8I/E34Vw+A7oeJtHtDZiAbLjy2IWIdFkAx91SxJA4HXHWvmb4mXN0sk121012DdyBpQRhgDtC5Hbgn8a/WLWvBtvqkbo8aurAgqwyCPQ15P4w/ZD8I+Opo5Ly3k0+QSb3k04rEZPZhtIPTrjPvXJKi27oiMVCoqiPJ/+Cefhu4tdD8YahcxEpNcW1usxHDtGsjMM98CRfzxX2RDbqOi1leBfh9pXgDw7aaJo1qtnp9qCEjUkkknJYk8kkkkk10y2+2uuEeSKRrOTnJyZXjh9qnWEVMsQp22quQR+XR5Wal20u2kBGI6eq06lpAN20oFOxS0DG4op1FAxtLmlxRikAUUUUEkVLS0YpmoUtJS0hWCiikGcnPTtTAKQrTqKQiMxj0pPLFS0UxWGKtO2inbaXFADaKdRQA2jFOppJzxSAKUUCloAKKKWgBKKXbRigBKKKKAFopKKCSx/Zlz/wA8/wDx4f40f2Zc/wDPP/x4f41vUVryoXMzB/sy5/55/wDjw/xo/s25/wCeX/jw/wAa3qKOVD5mYP8AZtz/AM8//Hh/jR/Zlz/zy/8AHh/jW9RRyoXMzB/s25/55/8Ajw/xo/sy5/55/wDjw/xreoo5UHMzB/sy5/55/wDjw/xo/sy5/wCef/jw/wAa3qKOVBzMwv7Nuf8Ann/48P8AGl/s25/55/8Ajw/xrcop8qFcw/7Nuf8Ann/48P8AGj+zbn/nn/48P8a3KKOVBcw/7Nuf+ef/AI8P8aT+zbj/AJ5/+PD/ABrdoo5UFzD/ALNuf+ef/jw/xo/s24/55/8Ajw/xrcoo5UFzE/s24/55/wDjw/xo/s64/wCef6j/ABrbopcqC5if2fcf88//AB4f40f2dcf88/8Ax4f41t0UcqC5h/2bc/8APP8A8eH+NH9m3P8Azz/8eH+NblFHKguYf9m3P/PP/wAeH+NFblFHKh8wUUUVZIUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/9k=) | ESM 1421 X0805 080701 Fibula af kobberlegering
Lille, hel bronzefibel. Længde: 3,5 cm. |
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+NdFRRcRzv9k3f/ADy/8eH+NH9k3f8Azy/8eH+NdFRRcDnf7Ju/+eX/AI8P8aP7Juv+eX/jw/xroqKVwsc5/ZN3/wA8f/Hh/jSf2Td/88v/AB4f410lFAHN/wBk3f8Azy/8eH+NFdJRRcYUUUUgCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q==) | ESM 1421 X0843 080701 Fibula af kobberlegering
Korsformet bronzefibel. Fragment. Længde: 5,5 cm.
Nydamfibula |
![](data:image/jpeg;base64,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) | ESM 1421 X1428 080701 Fibula af kobberlegering
Bronzefibel: fragment af bronzenål samt lidt af spiral |
![](data:image/jpeg;base64,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) | ESM 1421 X1467 080701 Fibula af kobberlegering
Fragment af korsformet fibel. Længde: 5,4 cm. |
![](data:image/jpeg;base64,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) | ESM 1421 x1613 080701 Fibula af kobberlegering
Bronzefibel, korsformet, længde 5,6 cm. |
![](data:image/jpeg;base64,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) | ESM 1421 x1681 080701 Fibula af kobberlegering
Fibelrester, bronze |
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) | ESM 1421 x1750 080701 Fibula af kobberlegering
Præparat. Fibula af bronze, med tekstil. Stærkt fragmenteret. Spiralen er afbrækket. Tekstilet ved spiralen består af 3 tråde. S-spundet som er ??? Z. Ved nåleholderen ser det ud so om det er Z-tråde med kippervævning. Tekstilfragmenter fundet seperat er i præparatglas. |
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8w/Hb9nSz0Pw3/amjTmaziukaWyu9uVVmwBGwA43MCQ2fXOQDX1TXn3x7EUnwr1mGVipm8lExnlvNQgccjp1HQc15+Ko06sG5rZbnfgsRVo1Yxg9G1ofHevWmneCfg94nhv4J/EsTWV9PPEh8qMb2JZVDA42hgQTn5UODzz9Rfsn+JB4g+DOjq0kk9xZosEs8igGVtitvGOxDfWvjfxrCjeA9Z0ILDcXV7ayiC7mRgpfCrk8/MrKqgn/ZJ5zX0X/wAE97yW/wDghFMYGjgJhVZWyfMdYUV8Z9CB+eO1eVl8HCZ7mZWlQb8z6gooor6E+TCiiigAooooAKKKKACiiigAooooAKKKKACiiigD+aiQ/vD9aczbug/PrTJP9a31pBzXU9wN7Q9P0a6sbqbVdYm06WN0WKCGzM7yhgxZs71AC7QDk5O4Y746f4b6XbSfbZ1uY7uY2smbRbVpHiAPDHdbyqO3TB56jmvPGJzmu6+Gel3Vw2o3YsTPai3ePzWt/NQPwcD91Jg456D6inHcD9MP+CSrbvhT4yHpq0f/AKKFfdtfCH/BJNt3wp8ZDAGNVi6f9cq+76wqfExhXk37TOqXGj/DcXUUTyQR3aG4ZRnYmxwCeP75T9Oa9ZqhruhWHibSbrTNTtlu7C5TZLC+cMPw5H4VzVIe0g4dzajU9lVjUa2Z+d/iq1h0+30m4S6eSGbdcK0v39u4EhRjjJPQckn8/uv4MeFbbwX8LfDWkWj+ZBDaLIrYx/rCZD3Pdz3rC1T9m3wLrUapfWFzcIrB1X7XIm0hgRgqQeMD8q9J0+wg0uxt7O1jENtbxrFHGCTtUDAHPtXHhMNPDp87uelj8ZTxMVGmrFiiiivRPGCiiigAooooAKKKKACiiigAooooAKKKKACiiigD+aiRf3jHHFR8VNIoXd7modoz6V1SA1tF8L6x4k83+ytLvdSEOPM+yW7y7M5xnaDjOD+Rrf8AhvH/AMTDUVYAYtHzuHuPVG/kPrWP4d8a6r4WjeOwe38tpUm2XVnDcBZFztdRIrbSMnkYqO38aa7bQvDHq97HC5YtGs7BSWJLcZ7knP1o0Qj9Tf8AgkbJu+F3jYZ6arDx/wBsq+9a/n/+FOu+OtF0d5vC/jW78LWl1dCGSO31Ga1WRw8KBmCHBx54PrhWrt9O+JnxlvkhaH4s6tiQRsf+J7c5QO1qoLc8YN2mf9x/QZUoczvcZ+5NFfiBb/Ej40XN5bWi/FrVfPuGhUKNeuSQ0n2XAOD2+1pnH/POT05Zb/Fb4y3a2yp8W9Wj+0eTjdr1yNvmfZcZ54x9sTP/AFzk/ujM+y8w0P3Cor8RLP4pfGlprMN8WtYi88W7hZteuhgSi0K556f6Ymf+ucnoMvsvij8bbqG1lT4t6wkdw0Sqz69cgAv9k4PPb7bHn02Segyey8w0P24or8SdM+K/xvvntjD8WtYzKIW+bXbkhBIbQLu54AN7GD/uSdcDL9O+LXxs1WSzSH4t6yslyYVRP7duSQZDaBRwe32xM/8AXOTrgZPZeYH7Z0V+Jtj8YPjZeG2Efxc1dfP8nb5uu3Ax5n2XGeT0+2Jn/rnJ6DL7X4t/HK4+zD/hbOrxNcCEqsuu3KkCUWhUn8L2PP8AuSegyey8w0P2vor8UrH4yfHK4t7SZfitqypcGNUaTXLjGXFqRn6fbI8+mx/QZlt/jL8c7uO3ZfirqqrMsLDOtXHyCT7MF3Y6Y+1x5/3X64GT2XmGh+1FFfixa/Gb4633kqnxW1Il9pUDWrjJ3eTjp/13T/vlvTl8Pxq+OskaOvxY1FFk2qAdYmJ+ZUI657SD8jR7LzA/aSivxXb42fHkLsb4q6omSBhtXmDcqrDt6OPyNJ/wub48Qqjv8VdVCMuVzrM/oT+PSj2XmGh+1NFfi43xo+PFuty//C09TeO33l2/teY/dEhwPr5TfmPWnt8Z/jsjTsfinqchh83Kx6xPzsWdjgfS2f8A76X14PZPuGh+0FFfi9e/Gz472a3G/wCKmpEQiQtt1eUk7PtOccd/skmP99PU4Lz40fHbTftayfFPUy1sZvMH9sTk/u/tW4DP/XlJj/fj9Tg9k+4H7Q0V+MN58avjvp6zNJ8UdSPliZjt1eb5hGbsMV9c/Ypcf70fqcFP2PmM+TZtpkbJqAgZokJLcUwE/jVNiOq+IkVkupIdOiWK0y6qFiKYwR8pzDGcjI4Jcj+8ep5H09q1dS1y81rYLyVZApZ/ljVMs2NzHaBuY7Rknk4rN4HbFTIDvrjwnt+GSXn9uwtHF/p4tdsWwySMkRiV/M3mUKAxQxgAKxzjBPEWeo3NlHcxwTNGlzF5Myr/ABpuVsH23Kp/AVWzRuK9qVwOn8AwvJri3yaxYaNPpu29juNS3lC6Ou0AIjFmyQcY7H6Vi6gqWl3OkV1HdhHIWeAMEf8A2huAbH1AqjvK7scCk8z5TxxSuMu3Wq3OoSCS4naaRY44QzdkRQiD6BVUfhXoGteE2tPAMEyeIrC9tLRFv2s49qyrNcrACq/MS4CqATj5WhkBA+Ut5kpG3rzTllZOAcfhRcC/a6ldW0N0kM7RQ3MYhmA4DoHVwp/4Ein8BXT/AAysheeIhf8A9tWuh/2QE1AXN2jSbiksYAVF5YgsGx6Kx7VxbSNJyxLHpzTVcihMDofFGnt4a1+9077Wt39nbYJU44IBwRk7WGcFcnDAjPGaztQ1e61WdZbqZp5FjjhDN12IgRB+CqB+FZ++ii4Hovijw2+h/Djw9eDxNo+rWlzdzSw2Vj5xmidooDL5haNQCu2NSpPUZXcDmuKt9WuLW3uoIp2jiukEUyjo6h1cA/8AAlU/hVJQzfdIJ9M80yQt3p3A7z4U6Tcav4he5tdUsdMk0yFr4teMMuqEbljUkb3wSQmecdqwvElg3hzXr7Tlu47r7PIY/Oh6N/gfUdiCK58E9qkdl3fJ02jr645ovoBo6jqk+rXTXF1cPcTsFUyN1wqhQPwAA/CvQ/GXgW+8P/D/AEHU7nWdPvrMKv2WKFQdyy7mYBs/MysDuXHygrzk4HlIkAzxSs545yKdwNGPWbm3sZ7OOZktrgoZIx0YrnB/U/nXSfD+0llOpahBq9hpVxbRGCNdQJCzGdHiKA4wp2lvmbCjjJHWuJ3DaevPSmM3H/16FIDZvVa3up4ndGmhYo7RSLIjEHGVZSVYe4JB7Ut1qlzrWqT3V3PvurqUySzOcZdjksfTkk1kpIVXrijcemaOYZ6t8WfAl94G0vQVuNd07V4oY3tIPsBJG3zGlJBP3/mlbJ4xkCivK/MPHNFVckneHvSNCEXJIDf3e9FFFgK7Ht0pOmOOaKKzAYfpQpPrRRSGI1Mb7poopCCP7tSY+WiikUAYA0EgmiigB2ArYzRxtzmiigYcetNkYhfUUUU0JiL8wFPB96KKBDT9Kb+OKKKYE6jdCQME55/z+FQMp49KKKAH7faj8QKKKBhnb3FFFFMR/9k=) | ESM 1421 x1752 080701 Fibula af kobberlegering
Fibelfragment. Bronze, tekstil. Fragmenteret spiral og en del af nålen, som er afbrækket. På spiraldelen findes rester af tekstil, kippervævning, S/Z spundne tråde, men også kippervævning med S/S tråde.Desuden er der en vævet kant ved spiralen. |
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) | ESM 1512 X0094 080701 Fibula af kobberlegering
Fragment af korsformet fibel. Største længde: 7,3 cm. |
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) | ESM 1661 X383 080701 Fibula af kobberlegering
Korsformet fibel med omslået fod, l. 5,5 cm
MOSVS 2019: Ifølge Rasmus Birch Iversen, Moesgaard Museum: Nydamfibel, sen yngre romersk jernalder |
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) | ESM 1661 X784A-01 080701 Fibula af kobberlegering
Fibel med høj nåleholder, der går i et med bøjlen; l. ca. 3 cm |
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) | ESM 1661 X784A-02 080701 Fibula af kobberlegering
Fibel med høj nåleholder, adskilt fra bøjlen ved kam; l. 4,4 cm |
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) | ESM 1661 X784A-03 080701 Fibula af kobberlegering
Fibel med høj nåleholder, der går i et med bøjlen; l. 3,3 cm. |
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) | ESM 1661 X806-1 080701 Fibula af kobberlegering
"fibel, korsformet; l. 8,5 cm"
MOSVS 2019: Ifølge Rasmus Birch Iversen, Moesgaard Museum i stedet Nydamfibel fra C3. Bemmann 1993 var. 4. |
![](data:image/jpeg;base64,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) | ESM 1661 X842B 080701 Fibula af kobberlegering
fibel, fragment af båndformet bøjle og spiralkerne af jern. Længde: 6,2 cm. |
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P1W+03UZWNqpidyxjjJxtJPAJzx/hX0x8Dfh1ZePtNudR8QXTw6T5rIlvblRJI/fJIO0AH6n2r6E8A+HPCHw30K70uysI7+C6kd5Gvo1lZlb+A5GMY46c11RSa1Vjnm2no22j438FfFLxBdW72NiL23s7f5na3vH2Ff+mg6YGSfr6V9c/s//tlX/h7QtQ0/WRqXjWKGMSWhtyjzQtnDRPK7gMDyRyT8rdsVU1rwP4HvPD50nTdGTw/H9o+0/aNJURTF8YOWIO4EcYORXC+PvD+jaDb2L6B4bs7C1s7V42nt4gJXbjmTBG/IHUgnOeRWPL7BupTZXN7a0KiPCv2kvjBd/Gr40al4jvdEk0+FYo4LexuGBkjjRRgEgYOTuP410fw/8SeHY/hyIzYXs2qgySAwsypGSCAoGCSAcc+3brVnxX4Z03xt4XF/Z3dqdYtpCk2l3H7syJtBDRvwA2M5BPPAx0zw9v4iuvDHh9v7LtSLmFd6qrfPtViAAcH5s5+uDU/WPbLTcVTD+xtfY+iPA/i6HUtBinUW99A0Kxy2qxkHei5KODjJweetWZ/izF8K5re4WAwaHqBwlyIjNDDKd21DzuVSMkYyoKnpk58R+GPjK417W7t9QWeG81aKKUDcF8wqGV1bOByrLk9cJXtOqyeGZ9LfSL0M+hSc3MkgC+QuFAdewIfacHPQA5yRXHOMaabauelC1aKaVme8eFvGh1vRpJ45LX7XNb792xXjbI4OBkEHAP8APvXy18Vri30XXsWkS2himk3NDbNGDghymR8oGM4GONpqXwL4k061ttPstCa1F0sshkUpMn2sR5BaJ4iDGWGDyNpyecVZ+Ovh+ZdBt/FZuTEq3Cwyxf6tZDIzMGDE8H7w5BGMckZrnoPlqWfUzqpcjaPdP2df22tTjkl0TxhNJrNvax5S72D7WqgADO3iQYGeeeepr7j0zUrbWNPtr60lE1tcRrLHIv8AEpGQa/GDTXebVLa2geSO+scSEyRBC68kj5TkHGc5z19OK/RX9kL40ab4n8KL4XuLqOLV7CaVLaBsBprfJZWHqQM59K9+hVn7Tlk9GeTWpR5OaK1PpWgGmo26n16RwBRS4opAclcWrN0rKutKkkzXWtADTDar6UnG5pc4C48OyNnis+58My4OAa9ONmvpTG09GHSo9kLnZ4pqWg3MedoauD8T/C/T/E11Dc6rottqc0AKxtdQiTaDzjB4r6fk0WKTqgNRN4fh/uL+VT7C5XtT4m1b4M6TZuxtPDNnB/1ytwo/IcV5h4o+BMZ8670+xmtdTHzJKJ3O5gcgNuJBGa/R+bwtbTZ3RKfwrJvfhxp94ctCo+grOWFizWOJlE/OuTwbrV3pLnUNHN1qsMeyIxpGI3TB+U7iSD056e3esD4V/AfW/iXf311f6FDoiQyGBVubYuZWGMthueORuzya/TG1+GOlQ9bZGPuK2bDwfYWJBit0Q+wrKnl8Im8sfOWx84+Af2dYvDukQ2aphF+YgAhdx64GTgZ7V1cnwTt8cjFe8ixRF4UVTvLX5TgV2KhCKtY43XnJ3ueFyfCqws1O9RXLeJPAel+U6gKQQQQa9m8R6fcOjbMivLNd0u63tuDVnKMVpYfNJ63PmXx98GI7eG9l0sed5nL25P3lx90ep465z9a88XQ9Og8MSwXwkg1HTf3eWYrJJIQWQn/aB9OoP1NfVGqaRM2RtNcfqfg9r7zI5baOZJBtYOgORnIrzKmEjJ3g7Ho08ZJLlqK5826XNZ6fb20QtCLqNyIZpnDOR6bs+55GDx1Fd/8AEDT5vCnwK1vWtTtYorvVEhhsIGdVdcypulCDkfKOOMENivR9P/Z7sr6dbldOjWcHIkGdwP1zVbxf8C5ZrOa3ubdpopMFmYktkchsnnIIzUfVJ3Tb0OmWMg4uMFY+f/g9NeeGtYguREfKuFM0iuCx8vhmKnPLKp6dOp6cV738SvD7/GD4Zy6VoUcM15JqUEz2sj+XhVyrEqRnA3E8ZySSDyK4M+DL3wDHNZpod9qtnKhNvPADuiZlww4UgkckZHrX1f8Asn+G7HUNJvb6aJrm+/dxmaSAI0aKMCJjgZZcHk8ngnnNctOlKWJipaFVakVQclqeWfCP9hjT4L6w1LVrme5khO57VlHkOdoGCpBJHHrz3r6u+E/7Pvg74V3JvdC0SG0v2j8prolnk29doZiSB9K9DsNNSEDC4rWii219IqcI7I8J1JS3Y6NcCpVBBPNC0vNVczHCihaKZJQ20U+m4qytxKUUbadTFYTbSFadRii4WI9tG0VJtoxQKwzZ7U7bTttLigBm3NNa3DdqnC04LRcRk3OkxzAgrWDqHg2C5Byg/Ku12+1I0INFk9x6o8kvvhjFMxITFVYfhRF5gJTP4V7E1uvpQLdfSp9nEfMzhNI8BwWaj92Pyq1qHge0voyrRKfwrtFhFO8selVZJWFd7nmVr8KbW1uPMjG3nPSu40zRksoQiqB3OB1NawiHpT9tZ8qWxXM3uQxwhegqULT8Uu2mIbtpcUtLQAm2iiiiwhf7Av8A/nh/4+v+NH9gX3/PD/x9f8a7CilzMDkP7Bvv+eH/AI+v+NH9g33/ADw/8fX/ABrr6KOZgcj/AGDff88P/H1/xo/sG+/54f8Aj6/4111FHMwOR/sG+/54f+Pr/jR/YN9/zw/8fX/Guuoo5mByP9g33/PD/wAfX/GlGhXv/PD/AMfX/Gutoo5mByf9h33/ADw/8fX/ABpf7Evf+eH/AI+v+NdXRRzMDlhot7/zx/8AHl/xpf7FvP8Anj/48v8AjXUUUczEcv8A2Lef88f/AB5f8aP7FvP+eP8A48v+NdRRT5mFjmP7GvP+eP8A48v+NL/Y95/zx/8AHl/xrpqKXMwOZ/se8/54/wDjw/xo/se8/wCeP/jy/wCNdNRRzMDmv7Hu/wDnj/48P8aX+yLv/nl/48P8a6SijmYHN/2Rd/8APL/x4f40f2Rd/wDPL/x4f410lFHMwsc3/ZF3/wA8v/Hh/jRXSUUcwwoooqQCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//Z) | ESM 1661 X848-A 080701 Fibula af kobberlegering
"fibel: korsformet; l. 6,7 cm", med tekstilrester |
![](data:image/jpeg;base64,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) | ESM 1661 X848-B 080701 Fibula af kobberlegering
"fibel: korsformet; l. 6,7 cm", med tekstilrester |
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) | ESM 1661 X848-C 080701 Fibula af kobberlegering
"fibel: korsformet; l. 9,3 cm", med tekstilrester |
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) | ESM 1692 X0003 080701 Fibula af kobberlegering
Bronzefibel. Længde: 5,2 cm., største bredde: 2 cm. |
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j6/412NFK4HH/2Df/8APD/x9f8AGj+wL/8A54f+Pr/jXYUUXA4/+wb/AP54f+Pr/jR/YF//AM8P/H1/xrsKKLgcf/YN/wD88P8Ax9f8aP7Bv/8Anh/4+v8AjXYUUAcb/wAI/f5/1H/j6/40f8I/qH/Pv/4+v+NdlRSGcb/wj9//AM8P/H1/xorsqKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//2Q==) | ESM 1693 142 080701 Fibula af kobberlegering
Bronzefibula. Længde 4,8 cm. |
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) | ESM 1693 147 080701 Fibula af kobberlegering
Fragment af bronzefibula. Længde: 5,5 cm. |
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) | ESM 1917 x2553 080701 Fibula af kobberlegering
Fragmenter af bronzefibel
På ryggen har været sat en tynd plade af bronze. Men selve fiblen lavet af en bronzetråd. Den manglende bevaring gør type svær at afgøre. |
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) | ESM 2287 x037 080701 Fibula af kobberlegering
2 bronzefibler |
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) | ESM 2287 x047 080701 Fibula af kobberlegering
Bronzefibel. Længde: 3,5cm., bredde: ca 2cm.
AVII.s.3 |
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) | ESM 2287 x048 080701 Fibula af kobberlegering
Fragment af bronzefibel. Meget ødelagt. Længde: 3,5cm., bredde: 2,5cm. |
![](data:image/jpeg;base64,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) | ESM 2287 x049 080701 Fibula af kobberlegering
Bronzefibel. Største mål: 3cm.
AVII.s.3 |
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) | ESM 2290 CM158 080701 Fibula af kobberlegering
Fibula/bøjlenål, bronze. Nu 10,7 cm. lang. Samlet af fem brudstykker til et omtrent helt eksemplar af typen med korsformet hovede (eller snarere bredt hovede). Tværsnittet af bøjlen er kvadratisk. Den er på oversiden prydet med 2 parallele furer. Hoved og fod spiraloprullede. Ret skrøbelig |
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) | ESM 2307 X424-6 080701 Fibula af kobberlegering
Bronzefibel.
Almgrens Gruppe 1, provencialromersk. |
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) | ESM 2321 X0076 080701 Fibula af kobberlegering
Pladefibel rektangulær |
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) | ESM 2321 X0212 080701 Fibula af kobberlegering
Pladefibel Rektangulær |
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) | ESM 2321 X0413-001 080701 Fibula af kobberlegering
Fragmenteret fibel + to småbeholdere med tekstilrester. Fra præparat RX 11 |
![](data:image/jpeg;base64,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) | ESM 2321 X0413-002 080701 Fibula af kobberlegering
Fragmenteret fibel af kobberlegering + 1 beholder med tekstilrester. Fra præparat RX 11 |
![](data:image/jpeg;base64,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) | ESM 2321 X0413-003 080701 Fibula af kobberlegering
Fragmenteret fibel i kobberlegering + 1 beholder med tekstilrester. Fra præparat RX 11 |
![](data:image/jpeg;base64,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) | ESM 2321 X0442-02 080701 Fibula af kobberlegering
Fragmenter af fibel + rester af tekstil. |
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) | ESM 2321 X0443-01 080701 Fibula af kobberlegering
|
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) | ESM 2321 X0443-02 080701 Fibula af kobberlegering
|
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) | ESM 2321 X0473-06 080701 Fibula af kobberlegering
Tre fragmenter af fibel (se foto) samt små tekstilfragmenter (ej affotograferet). |
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) | ESM 2321 X0473-07 080701 Fibula af kobberlegering
Fragmenter af lille fibel, sat sammen af konservator (?) (se fotos), dertil enkelte knoglefragmenter (ej affotograferet). |
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) | ESM 2321 X0528-140 080701 Fibula af kobberlegering
Intakt ringfibel med små krummelurer |
![](data:image/jpeg;base64,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) | ESM 2321 X0528-141 080701 Fibula af kobberlegering
Fragmenter af fibel |
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) | ESM 2321 X0528-146 080701 Fibula af kobberlegering
|
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) | ESM 2321 X0528-211 080701 Fibula af kobberlegering
fibel-fragmenter |
![](data:image/jpeg;base64,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) | ESM 2321 X0528-212 080701 Fibula af kobberlegering
Fragmenter af fibel |
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) | ESM 2321 x3104-10 080701 Fibula af kobberlegering
skålfibel oval dyreformet |
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) | GRM 513 x1 080701 Fibula af kobberlegering
Trefliget spænde
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) | SJM 1000 x001 080701 Fibula af kobberlegering
Guds lam Ringen som dyret sidder i mangler stort set. Nåleanordning på bagsiden. |
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) | SJM 1001 x01 080701 Fibula af kobberlegering
Oval pladefibel med fremstilling af S-formet slange med hoved i begge ender. Fladedækkende, skinnende tinbelægning. Langs kanterne bånd af stempler i form af to ydre rækker af små punktformede stempler og herimellem små, rombiske stempler med krydsskravering.
På bagsiden rester af nåleanordning i form af to enkeltstående flige, den ene med rustspor efter jernnål. L: 3,4 cm. Kanterne delvist bevarede, delvist afgnavede. |
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) | SJM 1001 x08 080701 Fibula af kobberlegering
Kort ligearmet fibel, hel. |
![](data:image/jpeg;base64,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) | SJM 1001 x09 080701 Fibula af kobberlegering
Kort ligearmet fibel, fragment bestående af den ene arm, samt smådele af bøjlen. På undersiden af armen rester af flig fra nåleanordning. |
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) | SJM 1001 x10 080701 Fibula af kobberlegering
Næsten hel fibel, med ret lang hovedplade, evt. med "kløverbladsformede" udvidelser idet der ses rester af næsten cirkulære rundinger. På bagsiden rester af både nålefæste og -skede. L: 4,5 cm. |
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) | SJM 1001 x14 080701 Fibula af kobberlegering
Urnesfibel, fragmenteret og bøjet i den ene side. På bagsiden rester af nåleanordning. Største mål: 2,6 cm. |
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) | SJM 1001 x16 080701 Fibula af kobberlegering
Ligearmet fibel, fragmenteret. Med geometrisk stregornamentik. På bagsiden rester af enkeltfliget nåleskede. På bagsiden ses desuden rester af små nitter, der er gået ud gennem forsidens rundeller, særligt tydeligt på fiblens midterstykke. Bevaret l: 3,3 cm. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD5t1zwp4RTwjdXNr4D8d2d8ICEu76dfs8bYyHf9yMr+Irzz4f6ezeJtMJeMBLmMnnOPnFemeI/FtjN4R1CBPjf4h1t5rfC6VcWVwscvH3CzSEAdRyK8x8BK58WaQi/eku4u/X5xXpacyOWN7M/oC0Nv+JVaf8AXJf5VqL90VlaIu3S7Uf9M1/kK00PFZyLQ+nH1pm6lqChd1NNG6hqAEzQxpq0jHFAAxwaN1NLZpm7mnYRLupC1R7qN2aLAShqGaot1OVqLASL0paZuqO91C2021kuby4itLaMZeadwiKPUk8CkMnpR1rzXxp8dvDXhezM0eq2My5x5vnBk/ALkt+FcX4d/a58NatcOjzROifeYBoW64+VX+9z2FZupFbsaTeyPf8ANArmPBvxG0Dx9FK+j3vnPESHhkUo45xnB6j3HFdLmrTT1Qmmtxc0hNJTC2KYEu7AoqLdxRQB+KnjJvEqeBtRFzqPwrntkgxIukpZ/ayhA/1e1Q276c15N8NoTN4s0ZuHEd5Fu4PTeK9D8VeE2tfBt/N/wo3UNAf7Nzqkl1dslsP75DfL6dfWvOvhlceT420MlTta8jDL/s7hn8a6PtK5lHZn776P/wAg22/65r/KtJelZuj/APIPtv8Armv8q0N1RIpD+9OzTFo3VkWKWozxmmMeaGb5adhDQaRqQGkZquwhN1NZqQtTWamIduoDVFupqtQBMzbaer1WaQHjvSrJSAt7q+P/ANtz4ou9xa+DrC7ZI41We+VP4nOCik98DnH+0K+kPiR8QLH4c+EL/W75h+5QiGHPM0pB2oPqf0ya/Mrxp4mv/E+tXurX7tNdXMjPLI/fJOf/ANVc9V6WOiktbnJXeqXKvcRSBiPMJG1jjbjJH9aktdWudK2SCRXj+UttJzn1H+NVJ545pT5pWNVwSABgcZ61BfXVra2sd2u6cq5EsfYDgjH49a4juT0Pof4Q/FSXSriyvLa+8uaLaRL3zyCCO49QfWvuf4Z/FCx+IWmHayxalCuZoBkcdmXPY5H5j1BP5taj8PU0bw9p/ivRtQWfSrhEZoSwUxA4+UN3I3FSMZFfVfhCS18VN4Z8U+CtVTSI0jW3ubcDepQYIU88OuSpznP4VUOam9DlnUhUSZ9W76YzVWiukmjSRDlHAYH2NP8AMr0DlJQ3FFQ76KBn4S67qngWbQbqPTdX8ezah5f7qO/8n7MW4+/h87fwrmvh+fM8b6I4OM3sRYZ6fMK9X8XeLPEZ8H6qtz8aNG8R2nkFDpcMMoe49FGYQP17V5P8J5lXxtowkQuTdxkc/wC0M1t9pGS2Z+/mkH/iX2/+4v8AKrwas3SW/wBBg/3B/KtAGk9yiTdSZpuaTNTYY7dmkZqTNMY80xAzU3dSMabQAMeaYzUM1MoAN1NZuRilXua8n+J/7R3hT4cebbG5Gq6svyiztWBCt6O/RfpyfapclFXY1Fy0R6jJu8xGX8a43x58aPCXw5jb+2NWiW4H/LpAfMmP/AR0/HFfIHjz9rLxl4qt2toJYdCs3dgDpu9ZWB6AuTngf3cZrxy6kW+ie4mvN8pOSJGLF855Pv3zXLPEW+FHVGh/Mz0P45ftFXHxY8RW4aJ7DQrV8Wls2MnPDO/+0ePYfmT5BrmpRS3Evlyq6tkDYent9ar69cFIV2jJAwdpGPr71yd9G6wsbc5uA4bDNkFSOQTWCm5as25EtieS5Xc43bHz3H14qXSdYt7PWLS4vIBeWKMFnt2bAkTPOMe3euUmuZYp1iMDiTPTmkW9nuLnYg2kHGcUwurWPT/ETNockk3g7XJNQspoClzaNGeAfvBdw+nSu2/Zj1/WX8ZWtto8+2zvpliu7SSRvLAX5i2OcMu0kHHYjvXj+i391aSoyPh87VGc+hA/z2NfU/7I3w3/ALW8fjxPbIkFu9v5d5alSylyQS69gcDr7+9KNnJJGNSLjSfU+7tEWSDR7KOU5lWFQ5wBzjnpV/zKqq1PV69M41orFlZKKgVuaKRR+L3jzR/Fdv4F1Frv4e+B9Nslh3SX2nywG4jHHzIFnJz9AeteT/C1mXx1oOP+f2D/ANDFdp4s8L+GbPwvez23w58baXcpHmO+v7jdbxHP3nHkDI/EVxPwr/eePNAHb7fAP/Ii1f2kRHZn9AGln/QYP9wfyq8rVQ0vixg/3B/KroYZHrSe5RJmk3UhplICTNMJ5pc8Uw0ABpmadTKAENU9V1S00XTbm/vp0tbO3QySzSHCqo6mrcjLGpZiFUDJJOAK+MP2ivjsnju+/wCEe0pJJfD9tMRKy8G+kU4AH+yD0Hfg+mInLlVy4x5nYg+M37V2p+KZLnRvDQk0zR5N0RuVGLicdOv8APtz79q5Bfg/bXGi2usi9N7DJFvlW3kJyRjKd8E4Iz1GfYCuO17wDrPh2aKOW0d0l2iFo1DAk8gZHGR/9evZjJL4M8IaVpmnxM1wsWJlAGUkIy2evfP515lSberOiXuxTgz5pjWO4vJDDmKNsr5EvzlQOg3AdfwrGvlisoz5SOUYneu4kD0wD2/+tXe/EK5t5tYgntgi6g6sLzYML5gPBJ6bsdff3zXGTWklvcefGNwfllyeD0yB/npUpnVH3oplKOJJIVMifKR/FyRVqw0O02KJsvHuJGzgj3HPXjvVo2SSK0sRy2RujB+/jrj0NadvZxyQxCFGR3AJLfd9en0xTuNxOe1LwrFNZyxR5yxYpKnBH+cV53eaHNod0YZt2OSG9V/z/KvoC30kyKMgA7eR0Fez/Bf9lXTPij5GteIlb+xbaUqsCZV7lh1Xd1CdMkc8YFbRi5aIwk1HVnzX8Ffgd4h+NGsm30y0kjsIgBc6hKuI4yccZ7nHbOeK/S34W/DDSvhT4Wt9G0xNzKN09yw+eaTux/w7V1Hh/wAKaR4N0mLTND0630uwi+5b2sYRcnqeOpPqeauMtdcKahr1OWdRzGdKKNpoatjIcGopFooA/EDxl4g0e48NalBa/FrxNrUjJhNMu7OVYZuR8rEzEAfgelcX8JZPJ+IHh7GQ326Hkf7616x4+1TX5PBWprc+Jfhvd2piw1vpcFut24yOEKxA7voRXk3wp2v8RvDg6q2owdP+ui0/toUdj9/NN/484P8AcH8qubR171S00/6HD/uD+VXQaHuMdRRSZpAITTSaVjSE0AGKSnVV1DUINLsLm8uXEdvbxtLI57KoyT+QoA+f/wBqD4vNo9jP4R0uYxXdxGv22dT8yRtz5a+5Xk+xx3r55+FfhuEaomoapBNMYXRbePy2f5yeWOOyjHPYnPasTx34mn8SeKdY1S4bdLJM05DNv4LgbOnGMjHsK6T4G+KDdahcaLO0w4a5jZfmCL/GDntyOT3z07+bOTm2zrkuSnZHqtzfR2hSKR95ZiQFJXAUsdmBz7e5rkPiXot3q/h7UDY3Udhdxr58wuGIDxbckA447c8dK6W/08Lrgu3jXeNsjB14Klzj8gT+hrhPjpfSapoq6bpvl/aZpUMgWTBWEc9B97naMdKxduphBvm0PnqOZs5JCBW681Ze+AuI1UbjGNu1ePr/AFqvqlpPYyG1kwGQ5DFcAAnjOeO1UpC0cwjMG2RsAbHBBJ6c56VejPSubS+XvkkiUqhJY56gZP8An61p2bLH5dzbL5kcmC6seBnuO3asHT5FtZgWXc7YB4yOR/8AXrY05hp80bxxh7Tq8YzwOP8AGo0L1O60fbcSknJJjLDA447199/CvT49K+Hfh6CJPLBso5WGMfM672P5sa+BdBZY7jZHjyplXy1x93nlfav0S0O0OnaHp1ocAwW8cRwOPlUD+ldeH6nFiOhek5qu1Ss1RtjtXacZGR3ph605jTaAFoo3UUAfir488K6hY+DdSnk+CA8PxpFk6v59032fkfPhnK/mO9eZfCOTb8Q/DnQf8TC3/wDRi11fi268BnwteDTf+E5N+UHlHUpYjbE5H3wvOK5f4SZ/4WB4b+QbTqEHOP8ApotP7aCOzP330xv9Bh/3B/KrytWbpbf6FD/uD+VXkND3AnFApo+7Td1IB7UUhPFN3UAPrwP9rLx5P4d8O6dotq5RtUZzPtGW8tcYH0JP/jte9g45PFfEf7XWvHXPiRHDbzDyNPgSENkbS3LNg/8AAsfUVlUdomtNXkfPutTML9i3TAJ5zuzn8PSqNhrF3psj3FjLPZS7WH2iGQodvfpz6VTurwNIqs5Z0zt3OANoPf1JrnNY1qWZo4LRx50u5QVJbGOv61wnb0PTtG+PXiOwWTSHij1ybBLT3zMTAMYJYjk9uCc+9cxe+MtRuNbWS2upDdNyzknb9AD0X0Fcq2pReH7E6ars81x80rKPnds4A/OrkMx0XTyFUy30g3Ssw3YwM7R7D+lJpBGKWyHX+rSakrSyOzySEuzNklz298dKht7oQ4d2GEOOTyMY6D86zpbo283lMC1w/DLnIHtTHb9zIyy7WHyMpGQT0/z9aNi0dBb3nlytgg5TIBBKj863dHvBJMiDA3KVbnPPQ8/XiuI09l+0IrMg+6BzwoGMdvTFd74H8Kap4v8AFOl6JpUazXdzLsC44DDlizdAFHJNRa7saXsrn0T+zL8PZvGPiYXd3CZNG09lnkkxgPJnKJ75IyR6Z9RX2purlPhz4Fsfhv4Ts9FsQG8pd082MGaUgbnP17DsAB2rpFbGcmvSpQ9nGx5dSfPK5KzUxm60xmpN1amQrUgo3UnSgBxHFFC9KKAPxN8d+LtX1DwbfW0/xmt/Eds8YDaUsFwrT8j5ctGB78ntXnvwihZ/iN4cUcj+0IP/AEYuTXpvjzTvFMPgfUTf+Gvh9ZWYjXzLjS3tPtS/MPubJC2foPWvNPhA3k/EbwyZGwDqMHA5P+sWn9tCjs7H736Z/wAeUP8AuCryVQ0v/jxh/wBwfyq8poe4ErN8tMzSE5WkzzSGO3HpVPVdWttF0+4vryVYLa3QySSOcAAe9TTTJDC0jsERQWZicAAdTXwd+05+0ff+OpLzw7orrb+H0cBmUfPc4P3iewz0X86iUlFXLjHmdjtfin+0xF4p+0Wej3zx24JC+VlRtGcnP8R/SvE/FWqf25p8UpY+YF+Zuu7/AOv1ry7T9Wl8xlK/Mp3dwPb/AD71tx6l58LL56xsg2KjnG45znpnPB/KvPlzTfM2dkVGPuowtceCOMbSVkVtySKB8rZ7e3JrmP7Wlto5po9u9RiRQBuxzzx/nmtzVWW6xKrgdmT0rkdXhlLNPB+7dQSQvU/X8KSZoTWF1DYv/aDyC6u5jx83yrx749f51tf2l5Onm5mfzJpAWSM4OBjv+dcTFrAtZhK0Ksy8+Sx4fsSPekvfEH9pYMUm4DBYDqoz3H1/Cm7ji0b/ANrEis5Cs+MfLj6Z478Ukdy0g2yfNyAAPX1/WsGG9c45yFOCoPPb1HHatrTXlvLtIbZG3HCiMjcWJPGMep/nSH6G6sYaOPyZS7HlkxnDZOB9P8BX6C/sjfBUeBfC6eJNXtPL1/Uo8RrIuGt7c9AR2Zup9sDjmuB/ZN/Zhl0f7P4w8ZWCrc7Q+n6ZcJ80Wf8AlrIpHDf3VPTOTg4r69jbaDmuqlTt7zOSrUv7qJyx20zPqabu4petdRykimk5oHFFAC0480gFOWgBI1op4HWigD8O/GPhXSrLwre3Vt8LfFWgTIo2319dyPDFyOWBhAI7dR1rifhH83xL8LZP/MTth/5FWut8Uaz4YvPDN2lv8QfFWtXmwCOxvrUrA/I4Y+acevQ9K5j4RMV+JXhfZtA/tO2Gf+2i0faQLY/e/Tf+PGH/AHR/Kra1U03/AI8Yf90fyq2tN7gOHekNHeikB5V+0t4kk8O/CXU/Kd45L1lsw6HBAfOefcAj8a/M+S4ntLh4rosASdkjdD/kV+qXxd8C/wDCxvAGqaMhC3UieZbMxwBKvK5PoTwfY1+XfifS7nTtUutPvo5La9tGaFo5hgowOCP6VzVdzemYupXAtY8pndg5K1lTa28flMZGV2++Tn/PSm6hqKWcfkzMzFjgsw4B9PeqF9CjxvFcI06gB1MLgFcjPJGfWsOh0dR17q0jKzRnYS2AMcfqazvtkr5XeA2f4j+VU/sflyO0W6JZP4XYsRj2rqfhx8LdY+I3iKHStKgZ7uQZZgDhOQMk44HNLlDmOd/saLUl8ueTluAqLnHv+fpUFt4H1a7k8m1tbi7lVtqNAhZup4459K/RP4Q/sY+GPCels/i21tvEmquVIyX8mEDsORuJ7kjt0r6F0bQ7Dw/p8Nlpllb6fZxDCQW0YRF+gArpjRbWpi6ivofnz8Lf2EfGHjW2t7/XZYvCNhJ83lzL5lywJz/qweO/3mB9q+y/gz+zv4D+E6pPolgt5rMIMUuqXhMk+7vjPCf8BA49a9OjBqzDGFBIHJ6+9aqmo7GTqOW5KvOKlC8U2Nam21ZmNXtUirSBQKmVe9ADAKXbT9uaXbQA3b8tOUUtKBQAu2inbaKAPxJ8f6x4ruPBN/FqHjLwNqdl5a77XS0thcsNw4TbErZ+hrzT4S5X4k+FgG66pbZ/7+rXpXxA8Ka3YeDdRubv4P6b4ct0RS2pQTSs8HzDkZmI56cjvXm3wmUN8SvCoHB/tS2/9GrQ78yuEdj99tL/AOPGH/cH8quqKpaT/wAeMP8AuCtFFpvcQ3bRsqTbT9tIZBtr55/ap/ZlT4q6PJr/AIciS38X2keQF+UXigfcb/a9CfofUfRezmn7eKTV9GNaH4k6rp1xpeqXWnazbTW17asY3t7iMqyn0IPTmprPwjrWo2LXOlaPqGpWcbYdre3eRVPpuAxX67+Nfgj4H+Ieqxan4g8N2WpahFGYluXUq+09iVIz7Z6VueHfCWkeDtJi0zRbCHT7GP7sMQ4+pPUn3NYezu/I19pY/Mv4f/sb/EDxtJbT3Omf8I9ps21zd6gdjhD/AHY/vE4PQgDjrX3D8J/gh4b+DulyW2iwPJdT4+031wd00xHTJ7Dk8DivW54N3aqbW/zVrGCiRKbkZnlCnrH7Vca3x2p0cHtWtyCtGvPSrUSUC1O7JPFWo4dtIBgWplX2p2ynqtICPbUm3il24NO24WgBgWl205aUigBtOC0U5aAEop1FID8HPFVj4Jh8N3T6bZeM477aPKbUjH5AOf48KDj6e1YHwfQSfE7wqCf+Ypbf+jVr0D4geJbq78I6hayfGS48REgB9He3uVE2GHy5YbeOvPpXA/B1R/wtLwmOP+Qra/8Ao1aX20OOx++ulL/oMP8AuD+VX16VT0tcWUP+4P5Vdq3uIcBThmkpd3akAd6KaG+alZqQwqNqfnimNQhEciZWqpjq6wqJkpgVmjFNWPFWGWk20ARGOnqtO20u3FACbactKKXFADepp/SkXrStQA1RT8UgpaAExS0U70oAAKKM0UgPxJ+J0etHwjqclxp3w4it8KWl0Z7b7YPmH3Nrbs564HTNebfBjbJ8UvCYJwf7Vtv/AEatdf488NW9n4TvLlfg9rXhx1Vf+JpdXdw8cHzDkqyAHPTk965H4JfL8VfCchOAuqW2M+vmLR9tBH4T99NMP+gw/wC4P5VdBrO0x/8AQof90fyq4GqnuBPml7God9KGpAOHeimK3WlZqAHFuKB61Hupd1ACsaTqKazUbqAEam8Urc00UALiijdxTc0AOozSA4oJoAcppM01TtpWoAfnilqPdijdQA6n7qjzRuxQA/NFJkUUAfhd44/4R5fCN79j13x5dXO1dsGr2wW1Y7h987zj8uuK4n4R3Gz4neEyeg1S2/8ARq1W1r4x+NfEmlzabqnifU7+wmx5lvPcMyPg5GR35Fcta3clrMksTtHIjBldTggjoQaz5le6LjFpWZ/RDpN0n2KH5h9wd/ar63Kf3h+dfgRa/G/x5bx7U8Ya4q9ABqEvH/j1WY/j58Q15HjbXgf+wjL/APFVfNFk8rP3x+0Ln7wp32hOfmFfgwv7Q/xHi2r/AMJxr5I6/wDExlP/ALNWj/w0b8SBY2wXxtr29i+5jqEnTj3+tF0FmfuotwvPzClNwv8AeFfhc37TXxIYjb431wRp/wBP0nzH/vqo4/2nviXHn/iuNdOf+n6T/GnePcVmfup5y/3qFnHrX4Yw/tRfE9X3R+OdcH+yb5z/ADNTD9qz4qfcPjvWwmeR9qYUadw1P3HacetHnD1r8RF/au+KYjeMeO9ZDLhgxuWPHcVLH+2B8VI+njjVjng7ps4p6dw1P2185fWk84etfiWv7X3xZjbePG+qyKV7zHippv2vfi1a+UW8c6mTIm4qJuVB6Z469/xo07hqftd5y+tHnL6ivxeh/bI+KLWOB4w1CSdX4YvhtuOnH+eagb9s74qspRvF+o574fGPoaencWp+1Pmg96POHrX4r2/7Z3xXRiB401ADr+8cf4U9v20/i0wZk8a6ghzwo2H+Ypadx6n7SeYOuaXzR61+Lf8Aw258XQOPGl8P94Jz/wCO0iftv/GBpAf+E1vPcbI8f+g0adw1P2k80etHmD1r8YJv23/i9HINvjO7K9eUjx/6DQ37cXxeXIHjG6IYYGUj4OQc/do07hqftAJhxzSNIPWvxe/4bk+MMa4/4TK5bjqY4yf/AEGnXH7dPxheYMvjGdBjJRI4sdPdaWncNT9oI5ge9Ffi7/w3Z8Y1b/kcrgf9sYuf/HaKLodmfMpPHFdF8O9OttZ8eeHbC8j860utRt4Zo8kbkaRQw49QTRRXNHdGz2PRfE3g3Q9O8I/EW5hs1jutN8TxWNm24kxwEz5Qc9PkXr6Vv6x8OfDVr448f2UNmq2+meGFv7OMSNiObyYGL5zzy7ce9FFdFl/XzOe7t/XkL4W+HHhvUvF/wksZ7ESQa1pMlzqCCRh50gefB68fcXp6Vh2/g3SG+FvhbUHhU3954lfTp5A5yYAEO3rxyTz1ooqrK39eQru/9eZc8QeA9Bsbf4zGC02nQNQgh03EjHyVa5ZCOvPygDnNXW+Gvh1vFIsxaN9n/wCEG/tjb5jf8fX2XzN/X+9zjpRRSsv6+Yrv+vkUfDPw90DUIvg209szHxDqE8Go/vGHmotyqADn5flJHFZ2peCdIt/hxr+qxxt9ttfFC6ZC5c8QbJDtx65Uc+1FFFl/Xogu7/13Oo1/4Y+HtN8TfFeyhtpFg0DSkuLH98xKOXhBJP8AFxI3X1p2k/Crw3c+OvAGmTW0n2TVvC51O7UTMC8/lTtuz2GUXgelFFXZXJu/69DF8MfD/Q9S8E+Ar+aJzeat4nk026bzSA1uPJAUDsfnbketP8RfDzRbXQPipexxy+foOtwWVixkPyxtLMrAjucIvPtRRU2Vv67FXdzfk+GGg2njnVNKiE62dv4M/tlF845Fz9kSXOfTcScVmaD8N9E1jUPg7DcpI6+Jml/tBt+GbbcNGNpHT5QKKKqyuK7MBfAulSfDnUdaHmG8i8Sx6Wm6TAEJjdiMeuVHNb/ir4X6DpPiD4s21vHN9n8OW0cmnh5CSGaeJDu/vcM1FFTZWC7JtH+Evh++8WeDtOlFx9m1PwnLrNziTnzxFOwx6DMa8Vz+m/DnSbzwh8Ob9hMLnXtdmsLtg4x5SvCF2+hw7c0UUWX9fIOZkvij4b6Npfh34jXcK3An0HxBHp1oTJlRCzTA7vU/IvNbV98HPD1r448V6UjXX2TS/Ci6xEfN+bzzbxSHJx93c54ooosgu/6+RX8N/CXQ9S1z4T2cv2jyfFFs8l8Vkw3E0i5Tjj5UFc5bfD/SLn4cwa5vmW8fxMNHPzjb5Jj3Zx65oopWQ7s2fEvwk0XS9S+LEEUlxs8LvGLHe4yQ1wqHfxz8pP40UUVEkrlwbZ//2Q==) | SJM 1001 x24 080701 Fibula af kobberlegering
Kort ligearmet fibel, hel. |
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) | SJM 1001 x26 080701 Fibula af kobberlegering
Næbfibel, foden afbrækket. Fladedækkende stempelornamentik. På bagsiden rustspor fra jernnål i dobbelt rørformet nåleholder. |
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) | SJM 1001 x27 080701 Fibula af kobberlegering
Fragment af fibel, bestående af foden og del af bøjlen. På foden ses øjne efter dyrehoved. På fodens underside rester af nåleskede. Formentlig fra en korsformet fibel. |
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24xnGMdeoPNZPgvUIdP8SWtzfu1hbwxupnkXYvy7cB2Jxzjgd8AVEEk2aTWi0Njwb4Za3m123uJfNubWKa4aRwfmeMEdD2JPP0PWus8SG+8P2Fr4mtmMF/5CRTKqgByflGfbJXn0Wqui6pqreKLy2aPzVmge5Sc5RWTzHAXockgjI9c84xnMm8YXPiWG/ttQVCsbhFEYyAuw5xk9jT95hGzbVj1aO6S6s7QTrgy2Zd5lAKYwDkAf7w6Y5J+le6fB+aOWzTyzvAjGTnnO0DNeB/CnULfxX4F07LCC7t3ktXUEjfGjlSB7kKCMV7j8GY7u31LV4pmU2+d8GFwQpPQ+vTt6UoNc1glF2uer0uaTtRXYZDqWkXpS1IxOaKWigLn8+M1n8Hlt5PK1Pxk0wQ7A9lbBS3bOJeleZqB1GSM17DeeJLmazm3fBfR7f5CDKtjfKV4xnPm9q8d5DehzXRImJ+i3/BLxi/hvxqMAKLq3x/3y/Ffd8a8V8Jf8Etznwz42/6+7f8A9AevvFVruj8KM3uItOoxyaKBD1p60xaetIZ85ft5ahJZ/Be3iSUqLjU4kdFOC6hJD+QIH6V8UeA9Ihg8G+KNTD/6bHb4RNx+4SAxx0I5xX1H/wAFDPEDw6T4T0aMZEkk1zIcHAwFVf5t+VfKOuapHofw9k8qTdM8AjY4xjfgnaR1Hsa86s7zOmGwalrzWGpK1pKXiYL+7lyVKcYHuM/561La3hu9S0ueWNik/wC+k8lMbeScAew/lXHaPHe3FnBKwaWyhkCIm4FgT1x6DkfnXe3VktrrSzX7mx0+OLiQxkjGR90Ac/MTXPomXbQ7S91TVbPxlZwxzxrut180SjJ2EAbS3fjIz14rqLS5nOgyWv2RJxAjL+7UjzQG4z7k5/LrXlXh24e1nu9RuEIkdTHDE/zYODz+eCPWuutvFQ1BY0hxBcw25juYequ6/ddRnA5PT155qX2Mkmnfoeg/DW6GsaBptrE6tPbsBEsyNgqCRkH1BU8VU+KWqTXNlJpVtZKftKK8rQDGPUEevA57Vi+A7u58MWX2a9upNLg8xmV0jLSSneTnuQOT27/jVn4vatb2kmnzWErs19Ilu0kJyzxqg3EgDGTuQ5Hp+WcUuYuU7E1rPNDoulXOl3ly7vtXOTkcnK59MVvJawDR71kmEdzvSNw3Qq2Q5GBwcke1Y3hW8i8K3OkRXUH2ixuXBUMOFDcFvwPf61p6lay2N14ge3g82KbzBEn3iF5A47846e1bhE6f4B3Ulr4fntVRTH58qxsTlcluOvA+6Rx1z619R/BTV5rrxVr1lKyMltBCPl6iRtxYfTG0+2TXyB4DSXwncXOmagjTWlxIIRNBljcyY3I6noNu5lJ7Ee3H0R8FNee1+OGuac4ZUurSGRFbnlRtJz0yQR+QrCPx3NpfDY+m6TrS0Cuw4xRxTqbRmgY6iiipA/By60X4m3FjMbj4p6fLCqEmM+LUbzBg5AHmc/jXg/8AEe/PWvSLjRvhOLaQw+JPFLT7CVEmkwbS2OM/v+BmvNUPze1dEhRP0Y/4Jbsf+Eb8bcYH2u2x/wB8PX3mp+Wvgj/gly//ABT3jYAni5tuP+AyV95q2Riu6Pwoze5IKVaYDT1oYh608UwU9eOaQz5O/bm+E/iHxYmj+J9Lga+0zSoWS9ghXMsSbixkxn5lxwccjGenT4lvm/4SCyayBU27BwsZHKKCSBjrz8v5V+xNxbpeW0sEqh4pUKOpHBBGCK/Jbx14CvvAvxA1bSwrLc2VxJHt2kBlDH5gR2IwR7Vw1o2fMbwl0Oo+EOlaVZu39oRSWcC2zu94w3RxgEAsenQZP4ijQLd9Yurqz1Of7Vb5eCO4mlDkKCWVCwOSud3HOQeDxW1pHmSeFdQtLRpI7m+WKC5ij+ZEUgtI68cDhAfZjnmsFmbwXaySxyruLrJmRQoZVXOB3BOUwfQ571wW5m2bSlZ2HLam1khImUQKzJAkj7kQFjwD6cnHTjFbHhHR0uNe8+GBpVhHKBN5yeCOmBivMb3V7ibVZNRhtkdBIsqx5G1gRyCB3r2z4M+IrPUry/VQLeK/jESc4MTkHAPtnjjp8tVKLsK6NXW/DcEyS39i8hDhALeVcqj5G4g9gcn6fgKzYrG4uLvSbcM+zzSIvk/1cg2kgdhnjkemOuBVpdTF9qMlgkx0+5tjL9pQvkHaVYY+oVgR/tH0pl1rmoWOn2k11CxjWTziwBBjOcpt98Z4/wBo+2IV9gaRfWxv11yxhgla9W4WQR+fj90qKzM2MdeBzx39KPiZOW+GqXSNJDPGxZLi3bBDFgu0kdQTj8635r6abWLbWHgaELAwjKjIKsjZbGOBgn8K4/4neILbQPCdhpM21xrKK8L2/RQCCH/Q+/5Voh76o9B/Z71E31hE15dK05EeGKknjI5yMDg4/CvW/h3G+n/G5ruO73i4RswtgAjcox65G0cj1rifgBo8iaKluZYtrxHJVcPnHH+Nd18J9ObV/iHpt9ex/wCnxqqCdeFKg5zzzztGevUdKWiYa2Z9X0tMoroOYdmikFHegB4opFopDP5/p/FFobSQf8Kd0yH5D+9X7eNnHXmXt1ryZfvHtXv15pfxcW1mM3xJtHjEbblHi+E5XHIx5vNeAKx3c1vImJ+h/wDwS7b/AIkPjcf9PNt/6DJX3pF0r4J/4Jd/NofjjkZ+0Wv1+7JX3tGvFd0fhRm9yRakWmLT1oAlHNOFNWnjrSAUcV5D8ef2fNP+LVkmo2Trpvii0XNteAYWbHSOXHUds9RmvXqdms5JSWpSdj8ptK13VPh74k8S6JqcLWOtyTqE8wYaBwxEh3YI2lWII75UjpT/ABddnxH5V3dRxzWFjsWVtxzk5XPQcDj9K+6P2hv2YtG+Nlqb638rTvEyKEW+cMVlQfwOB0/3gCfr2+C/iF8KvFvwh16TRdcjkgjmQ+RJGC9vOq4ICtjkE/iD2rglT5Xc2TuV/DNvb6LJaXtxCI9OnuTGZMZCqQRnvkDJrtfAXh+XTbqW7thI9vEftcjxISqIM8kD071yfhO31fxR4dtdMhs1uLewl+d/+ebMT37dDx7etei+G77WYdslooimMDQXNvMvzohHIx6n5uhrBvoa6blOe7tfE/xDmubd2lUxFmeNgobD4HB7dR9MV2+sxvcSpp10rRWNxNDul254wBx9MgnHauB8CzW1n8TNSCK0dtHF5SfKNrDg7sf3cnd9K9i8fKt9JYafG2+NjHNFJt5Y7ADx7lR+VDCO7Q/UriW1vhptvHG9pbnyFWQHein7x+nyn/vo15j8ePJh1DwnbpBH9itc+ZIo+6Nw2r7Dk17FpcySeJLia8hH2ryVRgV4IKkA/hjn3Nef658P4tY+2xSO0knmjzljOQVUDgenX9Km6TuXa+h9BfDNf7N8Ow6jPAoU27OZI8FiBwDx6gCvQv2b5LbxTYT67DCy28TeTGXHLPyScduGX8685+DPg3WNc8ByaNBc/aHmtPJF7MSBD95cNzzt+Uce/pX0x4D8JW3gXwhpeh2u1o7OFY2kVdvmPj5nxk4ycnr3q4R5nfoRN2Vjod1Hem0Z5rosc4+lzTVNFIB4ooWikM/nyk8OfCpLZ2Txj4gaQA7VOjR8nsP9fXmaqOSDXq83jqxaykYfCTQUjI2+csd6Npx/12615SPvccVrK3QUbn6I/wDBLWMNoPjc46XNt/6DJX3ukW2vhD/gldHu0Dx1/wBfNr/6DJX30IflrtT91Gb3K/l45o21Ps4pNvNMQxRT1pQu2nYqbgNxilxTttOC5qQGgVQ8QeFdL8YaVNpusWMOoWcwIaKZAccYyD2PoRyK1Y46tQw1LA/Nz9oT9nHxB8E9VbUdJuJrzwrfPt+0KxUxtncscoHHYYPQ47dK5n4e+M7m98QRQzxQw3dtZFFFy2VllDD5i3X7pYe1fqZqGj2etadcWF/bR3dncIY5YJVyrqeoIr84/wBqD4Jy/A/xel5YQeZ4dvm8yxZsOQox5kLkjIIJBB7gjvnHJUhbVGkWM8C+HbZtbvrm+xp80YO+HAPzZG1UOecqdwx0xXU6k19qGk6Jq9iJs290FkmkwA4LMEUAn3Ht71zXwV8SXGqXlnaNZR6lZkgxrIR5kRyFAJJ6DjGPU4zXqfiLw/ruh22pJaCC3sLi8EMNmuOAcISB1YM/zHBGOo5rhaalqzo53ayLWkiPWLa6hENx/aE0ghe52nYr4wFB/HJ57V6N8G/gebSJ45bh7iYsXur1gQrls52j0xjGPQZrS+DfhO+8UaAWljFgkRMEsj7jJIwJBbPAJPP4bfWve9E0iHQ9Pis4CzIn8TnJJ9a0hTctXsEqlhnh/wAOaf4W02Ox023W3gXk7Ryx7k+9aitxim0V22Wxz36ku6io93SnKaVguSA0uaYacKQyRaKQUVAH4cX1r8cokuc+NYjbAPlG8S2v3cHIx5vpXzjtOSc55r0260v4SOszp4m8VebglVOkwYLY4GfP6V5hGTu+Xn0raQon6R/8Ep1/4p/x0D0+02v/AKDJX33tr4J/4JU4bw744dY2UG5tgTngkLJ0/Ovvth8tdHREPcrtHzTClTmmYoEN8uhVqTFLigBgXk1IsXSnJHzU8aUgEjiq1HHTUWplWpAkRa8v/aS+DUnxr+G82j2UkEGr28oubKW4yE3gEFCQMgMCfxA9K9TXpT1pPXQD8t/DfwN+K/gvxiiXnhLUrRxMEimtIWkiZgDjDRggjknr2+tfc3w7+Dr67pFte+NYJZplfzIrGU7DkcB3xyD6Lnjv6D2dDUma53TV7mvMV9P0610m0jtbO3jtreP7scShVFWxTO1OU8VoSLS0lFADlpR1ptKtAD809aiNORqQ7kmaKKKgD8BZvH2lSWrkfBzRYztK+Zm9+X0P+tryWPvhcGvpWa3+NjWchl+JumyRbDuX/hKLckrjnHz181AkOfXPrWsgifpP/wAEq22+HvHEeQdtxa9PUrJn/PtX31u7V+e//BKiYDSfHgzz51nx/wABlr9AlkrfoiHuSGmmm+ZSGTpQIlAp+2mBqeDQBIgqZRUKt81TKakCUVMtQA1IjdqQFhadUStT91AEqtUimq4anhqQybNKtR7s0oapsMmU0GmBqUNUjHilFNDUuaAH0Dik3UbqAJQaKYrUUrAfz9yah8G/s8gj07xn5pU7N15a43Y4z8nSvMN21umO4zVVWqTcMKQOcc55pXuaJWPoz9lf9rKX9muLXok8Prriaq0LHddGEx+WHH91s53/AKV9Ex/8FVnXGfAC/hqn/wBqr87o95Utg7RwWA4FT/vFRNyEBuVJHX6VoqkkrEuKP0QX/gqsGbH/AAgH4nVP/tVTp/wVUgYAnwA/HX/iaD/41X52LGzMUAYOB90g5+lA3hCwB2g4LY4B9KftGTyo/Ry3/wCCqdrJKiv4CkUMQNw1MHH/AJCqf/h6jYLKF/4QSYjkNnUR+n7uvzit9/nQ5B+ZhjjrzTt0gkYFW8zPQ9qftBcp+kDf8FU9PUoF8BzMx6j+0gMf+Q6cn/BVfTy2D4Cmx6jUgf8A2nX5v722lh82OCwHFJ5jrj7wB6e9PnFY/SZf+Cq+n/8AQhTY/wCwmP8A41VmL/gqrou3LeB7pTnkC/U/+06/NJZHVsYIbuMVKsxZScEDoT2o5gsfpg3/AAVW0I48rwPfMcZO69QD8PlNWI/+CqGgtG7HwTfAqRlftydPX7tfmVveNQxBweh9amjkcz47HjB9Kq67CsfptH/wVO8NttJ8GagATyRdocf+O08/8FTvDKgY8G6g3qRdp/8AE1+YvnNgkdOhPaiO4eMq3I5yKLrsFj9PB/wVN8M4J/4Q7Use91Hn+VIv/BVDw1uwfBuo+3+mR/4V+ZAeRZNo3Bu471LfXzXk7ShVQdTsUKPUnA4GTnj8KLrsFj9P7X/gqJ4XuBIP+EU1CNkUufMuExjt2oh/4KjeF5AM+E9QDEZwLlT/AOy1+YlnM+VYOoDHaFfqQRg4qSSCZZCiMpkzgrvGaenYWvc/TOX/AIKleHFK+X4QvJEK54vE3Z9Mbadb/wDBVDwrIBv8IalGcc5uUwPyFfmG1xLkhwwYcE46UJdNGA/yv1HzClp2DU/UBv8Agqd4VWRlHg/UpAM4ZLlMEevSkj/4KqeEnUE+D9VX1zcx8e/SvzG86eEbQCUbgbc8n6+ozVdpJhuBLYXBbPQf5zR7vYNe5+oo/wCCqPg4dfCmqZP3R58fP19KK/LVp5NobbweAe1FL3ew9e5x38Oc5FOXn3oorkOg9Y8F7X+APxBG3LDUdMIOORzPVv4gzRN4Y+EA+X5dKbd0/wCf2brRRW3Qx6/12O+tmtv+GuPF6sqFHOqYyvA/0SXpXCeG/K/4Z18aD5S/9t6ecnAP+ruOlFFV/wAEjt8jX8Wxwr4c+CD7UUGzcNx1/wBOk612a/Zz+1l47UhGi+xart3AEZ+xSc0UVZD2+8868Isn/DOvxByFLf2vpeCRyOJ6teN/KPw6+DJVFDfZrvfx1/05+tFFStiuv9dj0CwW3X9szxhG0SeTnVzsKjH/AB6THpXnngjyT+z58TSyKzrf6UUbuPnmFFFV/wAEn/gF74ipCPh/8GwqKrPp05bj73+my9fWvTNPjgj/AG1/EUQiiECnUdsYUbR/oUh6fWiirW5L2+8838JrF/wzT8RJCiGT+2NMAfHPSbIzSfEpoP8AhVXwYZERWNlebyAAW/01+vrRRUldfn+h65NDZzftqeJkMUJi/s+8zHtG0H+zmxxjr0NeT+B44X/Zz+KTuiGRb/SdjEAkfPNnBooqn/mJbL5EnxFFtD8C/g1IiRrOy6lvYKMti67+v416u1vaf8Nz3UH2eH7Mtk5EXlrt/wCQVnOMY680UUL/ACJe33nkfw6aJvgb8XJHjSSWM6WqFwDtzcMDg9s+1WfHNvbw/Ab4SMFjhme71TewTlv30X3iOT/9eiil0L6/P9D1Ce2tD+3bGhto0tt4xGqDZkWHUjtzXlPw3WGX4K/GaSWGNpY7fTRG7DLL/pajg9uKKKHv95C2+4m+I0MEf7P3wZYRRxzSvqjSPswW/wBIXBJ78UUUVDNEf//Z) | SJM 1001 x28 080701 Fibula af kobberlegering
Næbfibel, fragment bestående af den centrale del af bøjlen over nålefæstet. På hver side af den langsgående midterribbe, er fladen ornamenteret med tætstillede små indtemplinger. På bagsiden rest af enkeltfliget nålefæste med rustspor fra jernnål. |
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) | SJM 1001 x29 080701 Fibula af kobberlegering
Guds lam af typen med detaljerede ben og kors over ryggen. På bagsiden rest af nåleanordning. |
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) | SJM 1001 x30 080701 Fibula af kobberlegering
Foden fra en stor korsformet fibel. Markant dyrehoved. På bagsiden rester af nåleskede. |
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) | SJM 1001 x31 080701 Fibula af kobberlegering
Den centrale del af en meget nedbrudt næbfibel. Kun "ryggen" over nålefæstet er bevaret. På bagsiden rester af enkeltfliget nålefæste næsten helt dækket i rust fra jernnålen. |
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) | SJM 1001 x33 080701 Fibula af kobberlegering
Næbfibel, hel. Oversiden med riflerede vulster og tætstemplede flader. På bagsiden ret velbevaret nåleanordning med let buet nåleskede samt dobbelt rørformet nålefæste med lidt rustspor efter jernnål. L: 5,9 cm. |
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) | SJM 1001 x34 080701 Fibula af kobberlegering
Lille, kort ligearmet fibel. Hel. Tværfurede arme, længdegående ribbe med tværstreger på bøjlen. på bagsiden relativt velbevarede rester af nåleanordning. L: 3,9 cm. |
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) | SJM 1012 x001 080701 Fibula af kobberlegering
Fuglefibel, fragment. Fugl (ravn) set i profil - haledelen. Tilsammen med x002 er stykket tilnærmelsesvis komplet.
På bagsiden enkelt flig fra nåleanordning. |
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kqvIxrsOEZIxqu55NSua8R+M3x2g8OLJofh66jk1h/kmvABJHaDvjs0nt0B6+lY1Kkaa5pFRi5OyOr+Inxc0XwDm2mZr3VmTfHp8J+bHQF26IvueTzgHFfNepeMtX8feJZLzxHdwNZRbmtrKGU/Z7c7sAYxy23PznnkjjgCjK2mRj7TqV2zYk81pJ3DSySHqzE8nPNcXcapFb3F39kJEckm5U5wFJzhR24/QivArYidbTZHo0qSS8ze1LWL3Wrn7Fpp+yWWR55ST5gnAJx3OePbP5c1qEF7a3Zu4YSIZ12x+WAxx34PPPHT+tbtj5jWtvdL8sbqysoBz8wycjr/APqrc8qS/hj0+2giSe3wv2jdkKMZz0/GuRNRtoabpoxfDNrcF49Ml3GQhpGW3IwZTj5Se3Aya6IeFU09iqP++dcrPuBCtjHC+3HftmtbSNCSyVEtCZBnLPnJyerZ7Z9vYUutatHYxtsSMSL8giiJ5JABGB3zj8KmUnJ3JXZbHMNotpY2pezkklmjmDPJI5YNJkDOO3OOnqK7XStUN1oqqIy08hDuiqcKmcYz3IIP6Vh2OivdkvLAyR4OEjAA6AfXIwO2Bin28cul6s9vOXVWVjEeNwzjH6gc8c81LuXpLQ2/Dd1Neapfw3UR/s63Ie2dzjbgDK475xxnntWF42t0mmsFjAVrJWnRR6kYAA6dA304rsoZEn0tflXduEfQ9AAc8/h0rzi6nlumkunEazSAu+XOPlbGwD2BHPt7V3RvTw7f836GK1kUV0i51a9SbULgllTy28o7QBxjOB9fzFGpaPZ6PabkaaKJgyeZbuxIwMcAHHGTnP6VbksdaN5Ewit4EmI2vIcuBg9v4c+h55xRqE0tvaol1HwzsjyA5U4x8xHAyck56H8a49TS/Y858U6RPFbx3Mrzz2kjBN78kEYJPX1HXHODWt4V1JWuhbybkVImxI3AU8YxxnJzn8c+tbmvaWL+ztF8uR7dH85RE2Oo78duM+uBUGlxaPp9wtirtc3G9d7LFkqOcZbPXIBHuRmnfSw9Xqe//A/4L2HiS2gk1RXktIYNwEb4zliFGe3GT68V9GeFfAGgeDZJpNI02O0mmCrJLlndgOgLMSce1cz8C/s7eCI2twoXzmUlSCSQFGT9ev416RX0OGowjTjK2vc8+rJuTRLCvep1qGE4qbNbyM4jXr8f/wDgrRn/AIaM0cY4/wCEet+cf9N7iv2Bavx8/wCCs5/4yU0gdv8AhHbfOf8Ar4uKOhcPiPmD4paCuiQaI39irpAmjc5SyvrfzsBOf9Jdg2M/wYHPPUUVpeOI7DwhaaasvgrTd95ExWS6tNVtW4C8r5lwA/3uwx09aKl7m8dj96mrH8S+JNO8J6TNqWq3S2tnF1duSSeiqByxPYDmrurahFo+m3d9cEiC2ieaTA52qpJx+Ar4C+J3xO1n4seKoZ75zDpsTskFhGW2xKcjPu3qcc+wxiq1ZUl5nNCPMeneO/2mr/xlcT2OgWtxpmhICst0XC3Fx2IUj7g69Dk+uOK8W1rWLPS22kMZ8ZWFPmYA9B6Ac1u/2Lc6hbCJZ00+BuAyDLEe3TB5p0Pg6z05ZGt8XNxuIM8py/QknOeMZzXz1SrKpK8md0eSmjhJrXV9aaKaULZQbsrGQT3wM9889QK67QtLg0u4W9mmMo+6XZBtcdAE5z1/lUs1ha20qGNGnaPGXyQGbb6Y7YpulSS6ldNPe2zRRKSY1bPmSYA5C44GMj8qxZfO35GlfTXisI9hiWWXGzcqnk9GI7YJ/wAal02BbHWrNJrtYtOtXMnlrhlkbGMsRz04PrWTe6hdXGqCONNkOVVFwWJyNvII44z3qwkAbVGl85ktfmjmQknGAMDPb2xU6j0eh1epa9G9gk+m77aGUjy1A2YGcEZ+oPSue8PZfUri8u5N7wsxghYlsADJbP8AeJH4cVBBHLqVwsjqJLa1IwknBYL06nipo1VtUubrT8/6sSOJEwWI9fYClpYpdjvr7XLLSbQz3Uu7YrYUY3EcngfnWXb2epeJTLqU9v8AYliT/Q0J/eNg5yffGMfSsCCGfxVdwyzKpsInwUfByxI6jj5QMV3uk5s5lV3LhysjHJ28kjgHpzz+dCIty+pTuNUk0zSFuLsu8jnMcSKSwduAgHboPYck1wEljNLrdvYTjFwWyG3EqwIzjH1wK6X4patNpcdlLBg3TNLIi8EbgBzg9/mOP/r1yvhm/l1XWo9Wl8ye8tYyZFbCg/NjGTx1Ofp2ruxHutUv5RQvbmNv+zbjSb521C6YIqBQ+QDuyen+70/Ks3xBeebPbQ7PMtwrZcjKncMABunfPT0qtfI3iaTWtZS3eazWVBarhiO4ZtoPJIUdPWif7VpMNrDJhLd9oCk8qTt4J6kcnn2rjsXZm29qkOgC4SSPzLyGLCOoALbgSB39elcBcNLDqkZtZPs9mqFigRMuVfcSWK9F9s9+a6q60vULiO2aRY1s7QbljkXmRQO4HRSce5GM1natdWWsTQzM9uVztwuWeP5huG3p8oO7p0xSW9y4nX+Bvjxrnw6vRBpFyl1Yebum0+8wTJhQdykZYEj0/Gvqb4ZftEeHviFKtnMraPqpbAt5mLxtnptkCgc+hxzwM18Z6h4ch0zxPpl2sqyW0bD/AFW0Dgk4IPOTgD6ZFdF/adtb+JNGlsbiaQXzxxXat8qsJAxjYNwQQFzjJ4/CuujiZ07JO6MqlKM9bH6BrUgasLwbcXF14Z0+S5l86do8NJnO7BIBz3OAK3a95PmSZ5m2g7dkV+PP/BWhv+MlNM9vD1sP/I9xX7C4xX49/wDBV2Ez/tOabGOC+g2qg/WaejoaU/iPmv4ieA7+y0yzv7Twxc2VlFEXubqHS76GMZ27S7XDuPoVwOfpRVT4qeHf+EfXSANGOkedG5P+gXtr5uNvP+ku27Gf4MDnnqKKh7nRHY/fXWdLh1rS7vT7gMbe6heGTacHaykHB9cGvgb4g/CHxB4F8RahYm3mns95NrdvF+7kjJ/vdM47ZzxX6ESLWdq2mQavp89lcxiSCdCjqfQjqPetK9FVl5nHCXKz8/rHxQ0elpaXEKpDCwXzg3zTEcbQBxj1xirtldTeKI7gyyNbWsRUbIcAyZ7E45x/UVD4k8Mnw34ivtNu5PLltpXjzjGdpI3fjxWjoara2t1I0n2MJLhbhhuV8gEAgHGO/TPSvmprlZ33VlYTUoHttsJjIh2ZiZsfd55wP/1VgN9st9WEseo+bFuCmCTAVhlhtBHI5yc/7I9azvEF7errMy3c+EUFopYMqGXJ+7nn09euK1bG3t9L01J9RhwWXCwsDubPseoOe/epvy6i5eZ2Lcclslv9tmQRIp3fMpI9e+c85qz4ftjr0ktw8IWztztEUeMlyRyfU4Ark9W1Ka7mEtyvl+dIsccOMlQSADtHT/GvSvD1xZ6LptpC8PkOxYSGLLZcnAOcfTr+fAqJXtc2VlojDh1CPRNYktNViks451YW8x/ecDsdp44bgewqhqF/DJ5xtYFkkt12b+mSTyDxwOOh9au+LvEkGi+Zbhy8FwcqzENu55PXtjpVTTwLFLmNIv8ARJHEkjBcnPIGc9enSl0vYuKtoekeG7jS7rT4IYN/3dx3HlCeCOnX8Oas2eizahrH2jziLWErsjAxnGc575J7e1edLsF9DJpsytbOpypLblbJ49QcHvxXsvwv0K6utLkLKZFEm3fg8nJz/MCurCR5qquZVPdi3c8j8U+G9R8ceJ7uT7YLVbGQ2qW6Rl8Rq/MgOR8xPXjjAFJ4m8Nx+GtJl/skvJand55YZZ/kBOSe5OenTHFS6tqWqSeL7i40u0luYYbq4mC7eZF3HaCPQ/TNa2tLqmrLpsRtpFtZpSLq3jVd4IXO32GeD+NTVblNtkxb0XQ4nS/FE2hWcMksK26fKi/vW+bHXcueuCTnAGcmuf8AE17/AGhbxC23OFcSOEUkAnO368Hg/Wu3f4V674q15ItI0ySSKEEGNUZ1VsEHkA9c9TgV7D4X/ZB1OG2hF9PZoh27kaRt6+uQq4P03dhzVwoynrFFSqxicx8MND1bx5pEF69uI2l3MkIUHcoAAIOehOTzjHGelZXj74V6n4EY3+taFJcaX5rhb2zILQiRcEcHgZJADY7YyRX2T4I+HuneB9JisLCPhRh5WHzOff29q09W1vRdFWKLUry3hW5lFuscnIZm4wR2HqTxzzXfHBxUfeepy+2bldI/PqxsdGv9bnuI3N1Y+SMBSpkh5z3+7xjrjqa9d8G/Cw+OvEtrLZQt9itnSZJOdkTKpC5OcfdIxg8/pX1TF4B8NRNuXw9pStnOVsoxznOfu1t21rFaQrFDEkMSjCpGoVR9AKzjg1F3bKlWlIq6VpcOk6fb2cAxDCgRc1c21IFoxXoX6I5yMrX48/8ABWCVof2mdOdTgroFqR+E05r9iGr8c/8AgrE2f2mLIemgWw/8iz1fQqHxHz3498HaRYWtk96q+FpWhZoo10e/i+1HAPWeRs44GVwPm57UVlfFzRf7Hk0lf7GbSBJGx5sLy18z7vP+kSPux6rgc89qKUtzeO25/QVJHVSSPrWm6HPTiq8kXtXXe5wHzl+0Z8IZtcY+JtJtzcXEaYvLZMlpFXGHAHJwBzjngHtXzTp9qqxSuxlt2Z8yLvI+ZmYt8pHTLDgDOQO3T9GJIa8g+MHwL03xtaz6lpsCWHiJFLLPGMCbg5Vh0yf72M+9ebiMLzNzhubwmvhZ8fzXj20lu06LealEoEarjbH2yQRx2P4dKija8bUYbjUStzPMxLRxNukVSDyB25xj8aj1rSptJ1GC3hVXhWTcwZcNxw4c5ypHvV3T9Rj8K6k+oJH9p2kIsT7mQFgc5PYAV43L1O3yWxu+DdFttWa7Z7cLJt2yPJwfwGTtGecA1V8SLeaRq0ISYw2UcRLSF90pPI29eldDdeLra10+aaER/aHxIcsCAM4ycdDx069K47WPCuseMPLvYnU28oEhjyxbbnHIA/HHvWGt7s1SLWk+HP7YtW1G7jUzyfNBBJJt+TOOPXnnPv2yK7nwf4RebSRDc2uHu8sERgRhmOFAB7cfn9KreDVuNJ09rB5EuZo2/eyYBIUngE4z2PH+Ne5fBfwmZ7q61S5RWt4nAg9C/UnHbH+Fa0abrTUIkVJ8iuyfwN+zzoekx/atTtlubmRVxb5IWLjuQcs3J9vbvXq2geD9P0OzjtbK3WC3T7qDJ6nJ5PJrSt4d2K1IY8LX1EacKKtFHlylKbvJnDt8E/CU2sTak2lqZpm3vGHYRlucnaDxnPI6Vrw/DXwzDLHImi2oeNty/J3xjp349a6dVp4WsuWHYZBb2UNrGsUMSRRr0SNQAPwFSqgqQUvrVXBIQCuG1D4O6XfeKLzXV1HUrW5vby1vbuGFoTDcvbqVhV1aNsquQcZ+8qt94A13dLUGi0FFOWm04VIDqKKKQEb1+N3/AAVebP7TkA9NCtR/5EmNfsk9fjT/AMFWG3ftRAc/LotqP/HpKtbFU/iPnn4mQweHrG2sz4UtrCW8jJW6uNPvrSVMEcoJp2Vvc4xzRTviF4A1aSO2uNL8I6lbWsMLNPJFol3booGDuYySSZAAPOQKKUtzeLVj+g5lqJo81O1NxW6ZwlJ4aqTW+c1qstQyR5rRMk8L+KH7Omj+Nru51SxWPT9ZmH71yp8uc+rY5U+4/EGvm74n/BvXPA+ktNqObSzK+X9oikaWItxt+YDKk/7WM9ulffzW4NY/ijwnZ+LNAv8ASL5A9reRNE4wCRnowzxkHBHuBXJVwsKnvLRm0Kso6dD8xvtk2oXUVrZD/RlG4vISd3PJJ7d8Z/n09D+H+sTR28Gl3KhW8wlJg+MqGBHPqPm+o4rpvEn7Lvi3wn4gulsdOm1OzuHxHcWKF12+pUZKnpwRj0Nchc/BDxrZ6mjXukauLMS8BdPlLNgcYKjj+deNUpS2a/A71Uj3PWPDt8fFniCDR9PKXVzI22S4jhwoyTyTnnA+b8DX1H4d0OLQtJtrCD5khUKWPVj3Y+5OTXnH7OvwnufB2l3WparaNbahd7UjjlUCRI1zyR2JJ784HNeg+IPC+sat4i0mS11NrPQo4riLUbOOVo5Lnem2Mq6jchQ5OVYE56/KK9XB0VRhzPdnDWmpytHY6e3hxVxV9KyPCWk3Gh+FtH027n+03dnZw2804JPmOiBWbJ5OSCefWtla65O5kOp1NoU1mMdThTacDSYxaWkoqSh1OFNFOFSAtFFFAxklfjN/wVS/5Ojkz0/se0H6vX7MyV+MP/BU5t/7VE64zjSbQcf8Dq1sVT+I+dPito40W605F0i40gSRMds+lTWBfkcgSSvu+oxRV34n+H9N0u3haa11DQ9Q8vMFnNoD2STjcAWLPO54GeQPb3opS3No7H9B5kpNwr8YG/4KEftDJ97xQw+8edFtOdqhm/5Y9lIY+gINH/Dw39oSP73ib+997RrUfdUM3/LLspBPoCDW10cvs33P2e3U0sK/GRv+Cin7QMJy3iNcZbO7RrYfdALf8suwIJ9ARTZf+CjX7QCs5PiGNACwIOj2/BUAt/yz7AjPpkU+ZD9mz9m+KXaK/GP/AIeO/H+MHdr0Pylgd2j2/wDCBuB/d9sjPpmlf/gpD8f41cnXbcFWZW3aPBwQBkfc7ZGfqKOZB7OR+znApMivxkk/4KS/H5N27WrUbCwYnSIOCuNwPydsjPpmmt/wUq+Pke/drNoNpIOdIh4Ixkfd7ZGfrRzIXsmfs+pFLur8YW/4KWfHyPO7WLIbSQ2dJh4xjIPy9sj86G/4KXfHtQxbWLIBSQc6RDwRjIPy9sj86XMh+zZ+z+6l3V+MDf8ABS749Kr7tYsl2kgn+yYRggjIPy+4z9RTv+HmXx7UMW1TT1AJBJ0mLgjGR07ZH5ilzIPZyP2e3Uu+vxjb/gpl8elDF9V09FUkFv7Ki6jAPb3H5imSf8FNvjzHvzqenrtyDu0qL5cEZ/h9x+dHMh+zkftCslODivxb/wCHm/x6jDFtV08BSQc6TFxggHPHqR+dP/4eb/HtFZm1PT9qnBzpMXGCAe3qQPxqboPZyP2i3il8yvxdb/gp18elSQtqenLsPJOkx/Lg4OePUgfjTW/4KdfHtC2dU05QuQ2dJi4wQDnj1I/OloP2cj9pg1Lvr8XF/wCCnXx7VmDanpo25B/4lMfBzj09SBST/wDBTr49oW/4mmnpt+9/xKYuOQD1HYnH1paBySP2lD0u6vxXP/BTr4+qGDarp67c7idIiGMHHPHrx9aRv+CnX7QC7s6tYLtznOkRcYOP7vrx9aVkP2cj9pnbrX4vf8FRW8z9q29HXGm2a4Az/CarSf8ABTb9oH5s6zYqRyf+JPDxzt/u+vH1r59+MXxc8U/GjxrL4o8YTrdazNGkTSLbrCpRMqBtUAcYI/Cn0KhBxd2O+LGmjTNQsE/sq60otCT5d3ox00vz1CmWTcPfIorLvPiBJeWskB0LQohIjJvisFV1yMZBzwR2oqHq9DWN0rM6fxV8QJbfVjBYm2ubSOKYJJycm4soreXkHsE49DnOelVrX4kyXtw66hHFDCINQKtCjZMs9mIADyeMxx/m3tgorS7JUVYo3nxN1G8L74LYbjdk4Vv+XiCOF+/ZYlI9yevStDVPH8t14dhusWxvrq91MT26k/u0mgtU3AZyM7WwT3U+lFFF2HKjKvviVf3jXm+2tl+0y3kr7Q3BuUjR8c9AIlx9TnNXfEvxIe61bXFsUjmsbq7vpo5JFYOVufLUnGewiXH1OaKKV2PlRJa/ECTXv7dF8Le1E6ajertJXdLcCLKDJ5H7oYHXk9ay9R+JV/qh1LfawD7dPeXEm0N8puTEXA56Dylx9TRRSuw5UXtY+JB1DR7lxHH/AGhqN3qEl1CFbbEs7W7gqfrEw/Cqd98TL3UItUje1gQahcXlw5G75TctCzgc9B5C4+poopXY+VGn40+IckeueKrC0Fvc2V1qOoMlyjZ3LPNE25SDgj/R0wf9o+1V2+JR1a18RrexxWz332y5i8tWOZria3Zk9gBCcUUUXYKKsU9W+J15q0Orxy2sC/2lNdTuVJ+QzywSMBz0BgUD/eNafiDx81/4Zmn225utZvNQa5gV8mESS2swIGc8mPAz2Booouw5VoZmq/E681a31iF7WGNdSmuZZCpOU86eGZgPoYFA9iaueKviY19feIrSyjjl0++urxorhgyuY5bqKcHB6H9wvX+8aKKV2HKiz/wsOTxJpXjL7WLe0kuree5RA+PMkm1C0lZFyecCMkDrgH0rK1j4oXurx6yslpBGNTa4aTaW+XzbmK4bHPZoVA9iaKKd2LlRoa98TzqWmXLxRxi81RrtryMBgIPMu4rgbD35iA+hNVNW+KF5rjaik1rBGuoGbeyk/L5t3Hctjns0YX6E0UUuZj5UXfGvxGkbXvEtlbR29xZzT3dulwrFt0b3y3IYEHB5jUA+hpv/AAtA6pB4hkvo44J7m3kNukYYhpJNQhuWUnsAEfn29aKKOZhyopXPxWv7qS6drO3BuI3jON3Aa9W7JHP99Qv096g+IWuJ4gt/DV2JIjO9jO88cTZ8p3v7qTaRng4dTg9iD3ooouw5UnocfuzRRRUFH//Z) | SJM 1012 x002 080701 Fibula af kobberlegering
Fuglefibel, fragment.. Fugl (ravn) set i profil - hoveddelen. Tilsammen med x001 er stykket tilnærmelsesvis komplet.
På bagsiden dobbeltflig fra nåleanordning. |
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) | SJM 1012 x003 080701 Fibula af kobberlegering
Hovedenden af en korsformet fibel. På undersiden dobbeltflig til nålefæste med rustspor. |
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uv2eFRB91nyoyRjOO/FefeItJEeqWtm8gMBbzGZV4AbaWA//V3r0jXJI7CDTZDGDKlukcUhIC8DaQeO2B/hUpq2gnqyr4d8RRNryLJaTQaSs+yFSBsOMjPXjJ6+uah0mxvV+IGoXzxPDHcx+aFQnAxnJH+0QoxnvT/Dsn2610+4u0t2VWdIY02gl/UgdOcCr58TPY+JnN3tigFsyiDq6tyVBHqdhqn5In1NzxQ7NqQSCIFW24+YHt754/Ksz7KumW+pTymJLplWNSV4B2gZ5789P9mk1+Wa8/s24jjEJlRkIXqucEDpwcYHHuO9V/DOknVtNjm1KTzJUleKS54K52cnHQ4LcfSsXsarc6zTtFvmgSC4ODGifLg/3cevXOa+vvgl4HfwT4NiSdDFd3WJZIiMeWMfKuPXHJ9zjtXgnwqZdU8YaGLyJYomniPzMCJHBzgeozge9fXlevgaSu6hwYme0EIvSkanU2Rtqkjk16xxHm37Qfy/Bnxlz00q56/9c2r8CrZd2pQosc05eRV8uHiRsnovB5PQcHrX75ftDN/xZPxo3Q/2Tc/+imr8C7dRJqcCkTMDKo2wf6wjP8P+16e9c1X4jqo/Cz0H4maFFp+gwSx+FPG2iE3Cp9o8R3Xm25+VjtUfZo/nOMj5ugPHoVf8ZeCrrUNJhi0Tw98QLi6EoZk1i2MkO3BzgKud2cfhmispJ3NItWP3em71l3Va0y1mXS9a6mcZj3Pf0qo2CavXC/NVN1qDRERH51G3XNSn9aibjnvQUeNftYTGP4RzoGKma8hT8iWx/wCO18ceFJ0t7y5nWV44Z0eOTy/wPU9BnHT3FfY37V15Ba/CwpKN0k17GsSgZ+YKzfyB/OvjS6tWk0O1dFG2QtuQcnG7JY+g4x+NePi/jO+jZQ1OG+JEhvvGen2wlaWCPMpUnOCF4Ax26H8K7T4URtptzO7B5YI7eSQBhz90gf8AoX+TXm3nJfeLtRnVvkhiVFznvmvZvh7fGHwfq6zqWtlKuisnQkAYV89DtHGO3vXLsja2xh3Wqy6VbXN3JCIpbkv9nVQDlMHPX8K2Ldm1S+toG80JHaBkkmjIO9Apx8w/H8vbHL3CswgvbmEonmMIg787epK/n19a6y18TLa6xtlZbWymP+j/ADZJwCHGc/KenX0/CjZES1JdP0mDVtZc31zvuGVldoQcE7QMDvjBJ/Cu01SVdS0tobjbBHpsQQQxnk4OEx3P3c57815zaXXk6xBPZW8iQtcKZHkkJ812G35eMYwxOBzhRXe6tcQ6PoZuLZElnWP93IFHQNj+f8zSa0JV+YrXFrNNY2htbZUaIPNHGFIG7jJx1PY5Jp+r6TJqci61e3KTQ2uy4l8pSSSONigHHrnjgE1W0eS/1CCKTULn7PLM7eWkbhQQVyw5+6OvfjGa2b6wabQ7OyiQD51kNuEyzL90DtxwSfr71UW4oUrNnRXUEdx4fij8pVNsqPHGoyQjcDn8f51iaDeTWu6BpfItirvtjT7p4+7z7D9a2rC18iCe0lvmlleJYAkrgB5MZGABnuo61zGluDfWzbvm3BH3OR1+VhkdCQawbu2bRWlz2X4bXLTeJ/DjwlppZJLZwWUhFJK4A/HNfaAGa+S/gk1pfeONHtkSNYrd2wqDgMoLKP8APNfWgr3cD8DfmebifiSFphp9MbvXonIeY/tHcfBHxtwG/wCJRdcHv+6avwPsoTNqEfMiIrqzNDy6ruGSvqfSv3y/aMXd8EfGw/6hF1/6KavwW0l1t9REzTTQiP5vNt+ZE+YDK8j5sHjkdq56nxI6qXws7jxpry6bpkcmi6x44jujMFLaw3lQlcHoVcndnHHpminfFDxVBrXh2GCLxT451phcq/2fxIALZQFYblxM/wA4zgcdC3NFYyeppG1tT97JhWbcJya1ZRn2qhcL14rsZxmLcqeapSLzWncR9az5F5NZlorNUXtUzLTGWgs+ff2xozL4I0hNudt6ZM9htjOP5/pXyJJA2sWNvAgaNk3CR0Qcr1BJznjnjH9yvsv9rKxNx4EsJQWCx3m0gHj5o25P/fNfInhdUjvJZCdsZhcDjOCADj8f6V5GJvztnbSs4pM8o0PTMXmosp3R3Tny2DDOFOMYzn9K9g066k0zwHeJIqSXDyIse3HTHXjuOf0rh9Ls0vNeu7OSPy5obySNpV444OcAYx0568HpXT+I7/7FqkmnW6JLa24xlSGBbGSfQ/eP5VxvV2OmXc5vUhLY2MN5e7ZI1/1aK2WK5GcDsM9/TNWNe11NYhgxHH5FxCW+z44j29uDnJJNPW0jvlWS6bKKu0MxAGcgnj2z+tdmLO0s/D8EEKRBHtvumMbCTkknOdxA/n0xirfuq5lu7FO40t7qw0CPS45DaK0VwZ7jC7uBggemBj8feuxv9Qlt/CcdlDHsvDuKMSSVXIwPpjFcvpGrXlvfabEnly2bJ5TA/eYqMBQMYx246YPpWle6teSLLfq6xqMwyR5yEGBjt6/lS5XLQi9pXOXhN6LY3pgaexgIeFSjZmPGcDPK8c9Dk9xmvT9N1C5mWwntbdIrgRqbhcDgnAAx2AJ/QVg31i+sadaW8YVTHujby5QUWNsFj0542j1PP1rrLG4kt7qFpI41ISPzgoIGCFyx9AMEf41d+bSwttQ0m3uxrq2MsjeftLhtwAVs8nvzyOnoeay5rOLTfFFzbsm6IS+btPTbwR/Oo9eafRPF9vqLMyQzI0XnTDCjGDkDsDhh/wACrT8SQwXl/od5EGgiuIpIvLjzhiFJGD3+YjmueS6o3g+jPSvhhdT2mvWN2krJPFe5hwm1X5GSfUY49+a+3xXxj8I7Ua74y0izkZlWO4jDr0Hy/NgdugxX2fivYwPwM8/FfEgpjU+mNXqHGeZ/tFA/8KT8bY/6BF1/6KavwLtZvs+q28v2ia0CTKxuLcZkjwwO5RkZYdRyOR1Ffvt+0T/yRPxsf+oRdf8Aopq/AqzmFvq1rK08lqEmVjPEu548MDuUZGSOoGR061z1Nzqo/Cz17xJ4m8OeLNPjs/EHxb+IWs2auJVt9Q0ZZ4w4BAYK+oEZwSM+5orJ+K3jweJvDsFovxG8S+Ltlysn2HWNOFvCmFYeYG+0SZYZxjb0Y89iVm2r7FxWm/8AX3H72yCqlwlX2T5QOTVeSOus5DIuI/as2eHrW9PFx0qhPD7VmUmYki1C2a0ZoMdqptHjtSLPN/jzo8WqfC3XGkOHtIvtcXOPnTnH4jI/GvheQTaVq4aJ8wFd4jx9CvX8q/SHVtKtta026sLyJZ7S5jaKWM9GUjBFfBXxe8Bn4deLr3So5VngDmSBmbJWJuUU9MMBgfhxXnYmD0kdVGXQ84WLzNS164AYmVv3SKuGYuRkk+3HJqv/AMIrfrK8t0HlkwCvPy9Oh/KtW1hK2Lzs6SNvX93tJJXvnHQZI61d8S3janetp8RKwSLHjjqAOOn4VwW5djp5uZmH4h8K3V5Z21v56Wk0jZEYORgdeR6HB49K2tC0O8ijhsbqfa8UflrID2HfnoeD2P65qxpKzX2q2ESlY1t0DRrjOCDggkdsAn8a0tYeGHXLaCA+U80qJFNjcQ2eCenHJyM896HLaJlrq2WW8Nws+nvb6tNcTQxqY2ZRlkClOmOD978qn1K4tdN02/S5g2RTDzI1+YNkLjBwM5J9K0NBuopJbnd5LNZqN25SDjBHcnGQx6VzWu28niKW2luHYifLDDEcDpgnH/1sd6afvJMWtros+GNNuJvDckt3eSWnlybQWclkJJK+nGDXaaeokmju5HNxHNDvV2IJlVVC7eOOQo6dKjtpIbjRU8qI+VL8m1lIZACRliehGCSar2+sS6gIIHjZYbSNsyJkBBgckjn7o4+lROWpoo6XNDVNLh1XS9FvI52MkM6hNzElSrH5QCfp+VakFw95q1ofLbyrVyQkijbyByueRnI9KiMyR21pbWsKJGd7MjEbVwcn8Qx6+1SQ3jK6/vDEolVEZhnzPlyCCPb19KG02CTPVvhdZyXHxA0d0Cxhb1WBUkZA65/DI/KvrzFfLnwO8KDxJr2mXkDtBBYAXEkiHksrAhT7sWJ/PrX1IAa9jBxcYO/c4cQ05KwhprVJtpu2u85jzH9o3H/Cj/HH/YGuz/5CavwKsZjb6xayi5NmUmVvtCruMWGB3gDrjrj2r99v2k/l+BPjxscjRbw/+QWr8CLGY2+rW0on+yFJlYT7d3lYYHdjvjrj2rCrujppfCz0b4reLJPEHh+3gPxHvfGG24V/sM+nPbqnysPM3McEjOMf7VFa/ir4va9ounxTaP8AFBtdumk2tbppRgKrgndudMHkAY96Kyla+r/r7y481tF/X3H7xMtRMntVgimstdhxlKSPNU5oO2K1WXrxUEkWaAMWa368VnyWtdG8HJ4qvJaA9qixVzmZICvavDP2l/hFH4w8NXGuWFuz6zZRqXWMFjPEpJwAP4hkkY5xkemPo6axDDpVCbTz2rOUFJWZpGXK7n5XTNG1veWRkaNo+crgljnI7+2Kx76S5hlt5UGPljKsx+7xyfpXsv7SngF9B+KmspDpv2eC6UXMC2/ypIr9TjGOGDE/jiuE8SeFbWx1KOxa68y2SJVWaM8KAAecgcdfzrw5L2cmmehH3tSbwmJtHvY7yQ7ml5CzJtEKFsfjn8uR61b1BbSX7d5hZ5YzghM+Yj/MMr/wEj/vms68S9ubiwlhZj5gBkVQFPTk8jgZz7D8qsTQwyXEkpSWCKEk+YJg3nNgKAR1BAyMcDisX72pT00DS9YfS10yS/Q/Zm3QyQkbSIjwhb36HNdBNGiarbyI8bwNAYoQvRv4tw/P6dKpaJNLrHiq0tnhjZSuJ/MGdyKhwRg9eB+ZrP1O8aXXktbW1lkMbJEXDbP3YbaT7dc49hxT6oZ0t9rDPpRCAWxjHkkM2RIehJPv7+tbFmGh02Bj98RbZY4X6rkZP1xxzXM3ttZyxWccLeYiyNujkAbrk54wcZwAfWrMlvdLeLDaxeRMxKiRpG3bT1AA9PoAf5Cs9Bs6i3jkbUpWaTajJhHzhUyR09O/61v2+hyavqdraRRyyyMVjhRTnzCOFx05Of1rZ0D4R+JPE1qlrpOnXEpYgi4mXy41AxyXOO3pk+lfR3wf+A8ngieLUtZvY7/UFT5IY13JC2eoY8k/gPxrWnQnUei0MZ1IwW+p13wo8CnwF4Rt7CVYxeSHzrjyuVDkDgHuBj8812oWlVadt4r30lFJI8zWTuxu0U1lqXbTaq4Hln7S/HwE8fn/AKgd5/6JevwI0+TytYtX8+O22zK3nSp5iR4YHcVwdwHXGDn0Nfvt+08P+MffiH/2Ab3/ANEPX4F6exi1e0cTQ2xWZCJriPzI48MPmZdrblHUjacjselZVNzopfCzv/ip4jXWNBtoB400nxHtuA/2aw0IWLp8rDcX8lMjnG3PcHHFFbPitLbxlYRWmp/FHwP5Mcnmr9j0C6tW3YI5aLTlJGCeCcflRWTTbLi0lb+vyP3qpuOtOorsOMjK01o/apsZoxmgRXaIHtTDDmrW2kK0AUWtR6VC9mD2rU203y89qBnHeJvAuk+LrBrPVrGK9gJyBIMFT6hhyD9DXzh8RP2O7tpjd+Fr8SKpyLS8wHA9FfGD6c4+tfX/AJIoMAPasalGFT4kaRqShsfmR4m+FPirwnITrOmXtpJHlVmEWIyT6MMoenqa52DRrhLOWCWRl8352kCYxj1Hr1r9VZLGKZSroGU8FWGQayL74feHNSt/Iu9C025h7JLaRsB9MjiuOWBj0kbrEvqj8yNNkGja5ZwIv7lcszYGTwc8e9XF0GPXLyXUZJGnt5nCLJGChL8kjjngADH51+iFv8BfAEF4t0PC1g8qrtAlVpEH/AGJXPvjNaum/Cnwfo9zFPZ+G9Nt5YmLxlbdcIx6so6A+45rH6lLuW8Qux8ffDP9m/xX4mkW7+zJpNlIcG6u12kqeTtTGSPfpnv3r6S8C/s3+FfCNyL+7gGuaqRg3N4i7F/3Y+g59cn3r1lU20/bXZDD06etrs55VZyI44wqgAYUDAAqVVpVFO7V0XMbCbOKdtpetLUXGN21G3WpqiaqQHlX7UH/ACb78RP+wDff+iHr8DtPfytZs2E1vbETofOu4/Mhj+YfM6bW3KOpG1sjPB6V++H7ULbf2e/iIRwRoN6f/ID1+Bmnvt1y0bzLeHE6HzLuPzIV+Ycuu1tyjuMHIzwaie50Utmd98VtUkvtFtVfxX4N14C4z5HhzQvsMyfKfmZ/sUGV7Y3Hkg44yCl+Kuoi70S0Qaz4I1LE4Pl+GNHNpOvynl2+zRZX23HnHHGaKyluaw2P6AaKZuo3V3HAPzR6VHupd1AD6Kbupd1IBaKTNGfyoAWl9qbkUoNADqWkBoqQHCnVEqiNQoGABgCnhqBjhTqZupaQD+lLupm6jdSsMlFLuqLdil3UrAP3VGxpd1MLUIDyj9qg4/Z3+I3/AGAL3/0Q9fgjpOf7cssNbIftCfNeAGAfMOZAQQV9fbNfvP8AtYNt/Zz+I3/YCvP/AES1fgxpef7cstv2bd9oTH2zHkfeH+szxt9c9s1nU3R0UvhZ654t8Z3fhWxhuFh+GeseZJs8nS9JgmdeM5YGMccY696KwPiv539jWnmN4HYedn/il1jE/wB0/f2jO3+uKKiUnfRmkYq2qP2WH7Y3wZPT4iaJx/03/wDrUf8ADY3wZ6/8LE0T/v8A/wD1q/DO00TVb5bF7eyuJlvrlrO1aNCRNONmY19WHmR8f7Y9aLfQ9WvI4HgsbiVZ7r7FEUQnfPx+7Hq3zLx7itvaSM/Yx7n7lf8ADY3wZbp8RdD/APAj/wCtQf2xvg0uM/ETROen+kf/AFq/DP8AsXVGjVxZXBRrn7GG2HBm/wCef+9yOPepJtF1mOFvMsblUjujZHdGfluO8f8AvcdKPaSF7GPc/c4ftf8AwcY8fEXQT9LoGnL+198G26fETQj/ANvQr8K5tD1S2juXls7iJbW5WzmLIR5Ux3Yjb0Y7H46/KfSn3WharaLem4sbqBrO5Fnc74ioimO/Ebej/u34PPyn0o9pLsHsY9z90W/a/wDg4vX4iaF/4FCg/tdfB4MFPxD0ME9B9pFfhfeaLqmlLf8A2qzuIXsLhbS6aSNgIJjvxG3ox8uTg/3G9KZeaHrFg1/9psLqD7BKIbvzImHkSEsAr/3SSrcH0NHtH2D2Ue5+6X/DX3wbUkH4jaB/4GLTh+198Gsf8lH8P/8AgYtfhPdaLqtkb4XFjdQmxdUuvMjYeQzEhQ/90kg9aW40XV7MXfn2FzELMRvcb4iPJEmNhbjjdkYz1zS9o+weyj3P3Z/4a/8Ag10/4WP4fz/1+LTx+138Gzg/8LH8P49ftq1+Ej6Fq0bXnm2F1H9jiSe53RsPKjfaEZuOAxdME9dw9aLjQ9Yt/tgk0+6j+xwR3VwGiYeTFJs2O3oreZHgng719RR7R9g9lHufu3/w138HNu7/AIWR4e25xn7alIP2vfg1jP8Awsjw9/4HJX4TSaDrEcFyX067RbW3jvZd0TDy4JNnlytxwjeZHhuh3r6iopNF1VHkDafcoY7Zbx18pvlgYKVlP+wQy4bodw9aPaPsHso9z94B+158G/8AopPh7/wNSpF/a6+DjMAPiR4dJPpfJ/jX4O/2HqyswbT7oFbUXpBibiAgES9PuEEfN05oi0bVtyMthdHdbm9B8puYASDL0+5wfm6cGj2j7B7KPc/eL/hrr4Obd3/Cx/D2PX7clM/4bA+DIH/JSfD3/gatfhM2haxmKNdPuyZrZ72MCJv3luoYtKOOUAjclug2n0qBND1Wf7P5en3Ti4tpLyHbEx8yGPf5ki8cqvlSZYcDY2ehpe0fYPZR7n7xD9r74NcD/hZPh0k9MXyUv/DX3wY/6KT4d/8AA1a/B230LV7hrQQ6fdSG7hkubcLEx86JC4d145VTHJkjpsb0NEOhatdNZiDT7qU3qPLbBImPnIhYMycfMAUbJHTafSl7R9ivZR7n7wn9sD4LgZ/4WT4e/wDA1aY37YnwX5/4uT4f/wDAxa/CG10HV70Wf2fT7qYXvmfZvLiZvO2ff2cfNt746UWmg6vfmwFtp91OdQkaK08uJm891wGVOPmIyM49aPaS7B7KPc/Yj9pr9qz4T+I/gR440rSfHmjahqV5pNzBb20FwGeR2jYBQPUk1+OWjsG16x+S1kBuI/lvm2wN8w4kORhPU5HGadb+H9Xvo7V7fTrqdLsyiBo4mbzTGA0gXA52ggnHTNZRP51EpOTuzSMFFWR7d4s8HL4nsoYY7n4a6E8b7/M0vVAjPwRglpG46dqK8Q3UUua+6BRa2Z6H4d+I0Hh6HwhbvaPN/YPiGXWJGVgBKrfZQEHof9GPP+0PSl0P4mQaTb6LE9lJJ/Z/iEa021wN6ARjyx7/ACdfeiilzMfKjVj8QLF8PbXWPJZo08XNeGPPOPKRtuazdQ+KFveWt5ELSRDP4jOuDDDGzB/dn3560UVbb0JjFahffEWDWm162itJIm1jxJDrCMzA+Wq/aBsPv+/HI/umtH4p+Lks/EHxL0LypDLfeLDerMG+VVhe7QqR6nz1/wC+TRRU3dg5Vcy/F3xMtfEq+NxHZywf8JB4gh1mLcwPlIgusocdSftI5H901uav4mj8YeGfiprsML28OoazZXSxOcsoZ7ggEj60UUJtg4pLQw/E/wATbXX5PHDx2k0R8QXVvPEGYHyhGzMQ3rnNL4i+J1trS+LVSzmj/tqGxij3MD5fkBASfrt4xRRS5mVyo1/iD4sj0HxB4z06SJpZNY0TTLRHQgCNkSzmJPtiIj8ay9V+KVvfP4rdbOZP7Y0Ow0qPcw/dvbtZkufUH7M2P94UUU23cUYqyZvaf4yj8V6L8QbiOBoY4/BmmWJV8E7re506Etx2JQkexrnbz4n2tzc38ospVFz4attCUbhxJFHAhk/3T5J49xRRQ5MSirsdJ8UrWS4uZPsc2JfDEegj5hw6oi+Z/u/Ifzrb17xVD4Xt9A82B51vfBRsVVCBteR5QGPsOtFFPmdmHKrpGTa/FW2t7jSJntJpBaeF7zQG+YZMkqXKq4/2R56++Aa0/APimHXtS0WyjheNtH8Ha7YyMx4kZrfUZ9w9sTgfVTRRRFtsJRSTMnRfipaaZN4Skezmf+xdGvtLkww/ePcNdsrr6AfaVz/umm6J8UrbSbjwbK1nK39h2N5ayBWA8xpnnYFfQATD8jRRU8zK5Ubun+K4fBvhX4ZatPDJPHbnVcxxkAne2wcn3NYfhL4qWnh2TwG0tlNN/wAI5fXF3KFYDzRIyEBfQjZ3ooqnJrYSimtTc+EfiyLUtW8H6HHC6TaaNXmeViNria1OAPp5Zz9a8bY/MaKKlvRDStJr+uon3qKKKgs//9k=) | SJM 1012 x004 080701 Fibula af kobberlegering
Næbfibel, fragment. På undersiden enkeltflig som nålefæste. |
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) | SJM 1012 x005 080701 Fibula af kobberlegering
Ligearmet fibel, Stora Köpinga typen. Fragment. Rest af dobbelt nålefæste på bagsiden. |
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) | SJM 1012 x006 080701 Fibula af kobberlegering
Emaljefibel. Plateau med fremstilling af kristus "en face" med udbredte arme. Al emalje er bote og stykket er kraftig korroderet. På bagsiden rester af nålesnordning på den smalle ramme. |
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) | SJM 1012 x008 080701 Fibula af kobberlegering
Lille, kort ligearmet fibel, hel. |
![](data:image/jpeg;base64,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) | SJM 1012 x014 080701 Fibula af kobberlegering
Korsformet fibel, foden afbrudt. På undersiden rester af enkeltfliget nåleanordning med rustspor. |
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) | SJM 1012 x015 080701 Fibula af kobberlegering
Korsformet fibel, afbrudt midt på bøjlen. På undersiden rester af enkeltfliget nåleanordning med rustspor. |
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) | SJM 1012 x016 080701 Fibula af kobberlegering
Korsformet fibel, hovedpladen. På undersiden rest af nåleanordnign med kraftig rustklump efter nålen. |
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) | SJM 1012 x017 080701 Fibula af kobberlegering
Korsformet fibel. Hovedpladen med rest af enkeltfliget nålefæste. |
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) | SJM 1012 x018 080701 Fibula af kobberlegering
Foden af fibel ? Evt. rest af nåleskede på undersiden. Kraftig kam på tværs. |
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) | SJM 1012 x019 080701 Fibula af kobberlegering
Dyrefibel. Dyr set i profil mod højre. Markant "øje"-grube midt på hovedet, der evt har markeret horn/gevir. Lille hale. På bagsiden markante tappe fra nåleanordning. |
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) | SJM 1012 x020 080701 Fibula af kobberlegering
Pladefibel i gennembrudt arbejde. Fremstiller fire dyrehoveder der er spejlet om to akser. På hals/nakke næsten fladedækkende prik- og stempelornamentik. På bagsiden enkeltliget nålefæste og -skede, anbragt helt yderligt på stykket. Lidt rustspor ved nålefæstet. |
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) | SJM 1012 x021 080701 Fibula af kobberlegering
Kort ligearmet fibel, ca. halv. Tvær- og langsgående furer. På bagsiden flig fra nåleanordning. |
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) | SJM 1012 x022 080701 Fibula af kobberlegering
Skålfibel, Ørsnes type N. Markant maske i hver ende og dobbelt, krydsende V på miden. Nåleanordning på bagsiden. |
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) | SJM 1012 x023 080701 Fibula af kobberlegering
Fuglefibel, dele af hoved og hale afbrudt. Overfladen ganske nedbrudt, men enkelte deel af vingerne ornamentik ses her og der. På bagsiden rester af nåleanordning. |
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) | SJM 1012 x024 080701 Fibula af kobberlegering
Lille rhombeformet fibel. Rester af forgyldning. På bagsiden rester af fortinning samt markante dele af jernnål samt jernring i en lille øsken på den trejde arm. |
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) | SJM 1012 x025 080701 Fibula af kobberlegering
Emaljefibel, cirkulær med central indfatning med hvidlige emaljerester, samt seks huller. På bagsiden rester af nåleanordning. |
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R7EA/ia8vlRV8bJvbaODsUDcWYLgfnj9ackrNPY4nbVEZ0kahZ2DxGa0ht5RJKuNxdm4JbaSOMkYye/BGK7HR7Oa+1qIW0e6TdtG5RhB06j/d9+tcVY+N9Oj1iTTdhCM+w3BCiJm52oGPbaD09cD29k+HOkwNcC+i5jaIMMcKc85x68nn6VVFc0oo5dbnoMa7EVfQYpaWkr30bBXzJ/wUPO39lfxtj/AJ42/wD6Uw19N18vf8FGG2/sq+NOeqWw/wDJqGtY7mfVH4ezn5jzXpnw1+Fdn408PNf3HxO8K+EXEzRf2frNzcxzEAKd+I4XXac4HOeDxXmM33z6V6N8Pbn4RQ6CR42sPGNzrPnNhtCvLWK38vA2jEkTNuznPOOlbrcUr20MT4peB7bwLqtra2vjLRPGaTQ+YbrQ5ZpI4juI2MZI0O7jPGRg0V6B9u/ZxGc6P8Sm9M6lYf8Axiilyrv+YKT7M/eKSq0o4q2wqtLWsTEybodayp+Gz271sXS1lzqc5rRlxKrV4N+2dcKnwcFs3H2rUYYg23OMK75/8cr3pk2184/tt6hPH4G0GwjbZDd6gWZ8ZwyxsFH472/KuXEO1KTNYfEj48m8LXMkNvf6bMZTGVUldy4G8Jj73I2lfzq1H4X1O60+XUJmt0htIJVjMLK2XIZjnjqCwrr/AIa6RevYwWWQ7SM8bXUBLtb7Fbam3HBYgA57D6CtWG3nvtPthcWk3mXQmnubeTbEkaqBvKjOdrB/QHPp1r5dya0RrfU+YrixU6lDJuAaYlTIVyN3T/P1rjfiPDcyX+gahcZlS0mETSL0Cbgyj/0KvXvE/gifTWg8jeYTme3lZflbB7D8qyG8LweKba6spDIhjxmFhyJCfl/Drz9K6oTsbJqx33gjwOuuWe+AKPLCzPt5ZxkY28+p/XPQGvoj4f8AhG71S7jvpbeOe3jChGjJWXy15HAYKWGV565BHtXyf4Q8Waj4DvEtrlpEiVgBNHgqyZx19xmvtT4B65b+INFe4tl+SZ2JVWyfM3B8gduhGPUVzSjrc6+fQ9z8I61YaToJIEiW9uiW8du6MPm2kLz/AHTgdPc4Fav/AAilxqFho891HI8zziS4KuyNlQ2w43copOdvrg9quaLo8keh28ttIm5U3jzIQ+W2kKccYw2D+BFULi6u/DvhubStJMMmv3HmOftU7ukMspy7b8k7cZwoA/Ck1/MZXS2LEOr/ANoNMZI4QYCykbuSwJ2tjnsoIHHavJdc1oW+sXl5ybbaInwMgAyYGfqqYHuQa9A8R6udI8NXFus6zXUaEmbP3mPA7e/X/wCvXlviOSHTdPE84DrGN5XHJYnhcDqCGK4HrjvzKStqjD4ncg0G0kbXbaxllH2SG1gSINjdKytIrfUkBRxxmvpj4b6humnik25b5VKfdOBxj24OK+cfBd9BNb2cl1Etw2+O2jdSCgALHdnpkkIABnlgO+R6t4b1CSC8sr3fut1cRxzRsNgC5AY9sHP5VUJ2qRfY55uzse8U2mWtwt1bxTJ9yRQ4+hGafXvIbCvln/gpA239lPxh7i1H/k3DX1NXyp/wUmbb+yr4tH95rQf+TUNax3M+qPxEmb5jXpfw1+Jv/CJaC1h/wrPwt4vYztL9u1iwuJ5xkAbAY5kG0YyBjPJ5rzOb75zX0H8C4PjvJ4Jz8PPFMmj+HvtMmLceJLWxHm4G9vKlmVueOcYOK3je4p7anlPxS8YjxnrFtdf8Ihovg0xQeWbPRLWW3ik+YneyyO5Lc4yCBgDiitz9oL/hYyeKbFPiVrTa3rAswYJW1aHUNkBd8LvidwvzbztJzznGCKKze5Udkf0FNVeVas1FItbI5zLuI81Skt89q2JI91QtDWo07GK1v7V8h/tkeI7LXPE3h/wcnzS2e+8unAJMYKgheoAOwbiScAMK+zpLevgf4xfD3xL4L+JPjLxDrOl3WpW1xfC8stVjt3ktzbS7kMMjqNsexdiYb68gjPHiub2doo3p6sb4L0m8eF7eAp9tuJXFlNIgeNSkYSQS7eeSCCxHJJzjvqeIPDkdrqNnYvbuBb/IxUKDITH8ygkg/Ns2HrkMOK2Phz4c1DTLfVp3P263v2kmiaEKAm5yXYfKGyy+Xwc8rgdCar+Nr6Tw/YrcXNyE1KRg1pcPGUYqYzHg9dwHJz2OM+lfNVIPcqzvY8a8UeH768FjqFlG02ipB5Yj+UkEOWO44PO4sPqDxgHHIt4Ga88qdJZIb6B/lYR/MWB6N9MHNfR194Vh1O306MbFtYJPtEVtH+7jZFy5LDvkrkjkcfjTLfR9K1SxaxvI2WZZDJFcY2rI7FtqYU8DaCQecZ55yKhS5NCozseDz6PHdI66lpcRfbuG0F0fIAxknAyAQOOM/jXsXw50WDQVivNHvJ9NiZN0jWcm6LeuQVDMRkg4GPfgnu+68K3OqeLrmzTyEtrRvmeHLlWztVSMFcls/L14BGBzTrjwu3hXU7RrS38y61O9dFh3lTOWYgPydpHyjK5GPrxWnNdI05r7M9l0zxxrN3paNc+KJpI5oFeOOGBYmJP8LMgJHUds8flLa/EGx09Zra1gZHLkkNJuxkgAkk9T19evWuH03wvreoyQxXCLZRMuFnkfeW+9yq9gMDrxyPoOwsPh2kQjkurmS6nD/L8oAABB5xye/B6biKzlZavUTnHuMm1lmkilmkUyOVd1z0IICg+gy689qxbhna6YefHHDGQkUXV3VG8sNjkc8H2yPeur1fS7a+a4a2kV7iEFfKQ4WTndtJPGQBnPbnHerXw98DjVPOVgb+WVCsHnjavBJIz2JOc+mPajmc1otRc2lzmdF8NwxeKNNmijeWxjtlihtYcqoy8gZincgKmW9OnpXrfhnwzPqk7wWyKqE7id3EOOFO3oOPTBrstD+EOmWN2L+8JuL0rtO3hR1yM9T1PPXmu6ht4rWPZDGsaf3VGK7aGEcbOozGzk7hbwrbwxxIMJGoVR7Din0tJXqFhXyh/wUrcL+yz4nB6tJaAf+BMVfV9fJX/BTHj9lrxH/wBdrT/0ojrWO5n1R+J03+sPavRfAPgbwF4g0H7X4i+JsfhPUfMZP7PbRbm6O0Yw++P5eeeOoxXnUx+Y16D4D1z4X6foYj8WeE/EWtat5jE3Gna5Faw7ONoEbWznPXJ3flW2gSvbQ5/4keH/AA74b1qK28MeLF8YWDQCR75bCWz2SbmBj2ScnAAOenze1Feif8JZ8B1OG+HXi/Hv4oh/+Q6KnlT6/mJSfZ/gfvfimsuakpNtMzsQmOmGGrO2k21XMKxTkhqhe2aTRsjorowwVYZBHoa2Cmc1XmhrRSEcy1jHbx+XFGsUY6KigD8qx/Efg/S/F2nGy1ayjvIM7l3j5o27MjdVb3FddNb5zxUS2p9Kt2aKR8XfFTwtqXwc8WWUk1xJe+HriRnsLiUfPCSMSRZAwG2k44AI992H6PJPofht9IExjuWIitwgZ1R5ZXfayrtxtywDZHT2r3P9rTwums/A3WZyyxy6ZJDfRM3HKuFIHB5Kuw/EV8t/BxZvFUjR3UsUyxx73lYFm3srL87E9WWNTgEf6vrng/M4ugqdT3djdWlG7PW9Ds7az1I2hjNvb393NeGUNGzmUENuIHVWUYPGRgjpzXUavYW1rbfb4Y0+0W0El9BKFBJVo23YzjCt6cYIJrN+F9h9v8KytaSSNPbPLFHImFBBA4QsCCBkHp2I9a9S1L4c3PiyznSMrasyeX9olTMcqkhiAuc44xn3I5rl5JTajTV2Q9/I8yuPEY0zT/NMMVzHLAsi/vcZJjUIFAByGIbnjoOOlNk13VEj8u3tWha4KspLhkUYye/y4IIwB25qT4gfs7+LPOhvdLFpqUMKgi3jdvNhZSCjIGwGKc456YXbgCuCtvEGoeGbi10/WmvLW9tYUTzbmIqWYkDzHLDOQxGevQ546uVGpD4o2HG2+56l8PU1G5kla+tYwbmMOGcbmC9AGGeB1A+p9691+HPhG38N6e8sSkNOSQpOQoznj6/rivBPhxfXOreIQ9ugPnL5GwS7lJUkAADgHDE8dhX1NZw/Z7aKM8lFCn8BXVhafve0ZWspXZLS0UV6JoJSUtJTRIV8j/8ABTY/8Yu6/wC9xaD/AMjpX1xXyR/wUyG79l/XV3Kubm15b/rulax3M3uj8TpfvmvbvhJ4r+I2keEEg8NfDjT/ABNpYlcpf3Hg+HUWLE/MpnaFicemeK8TuPlYgc+9e3fCXwr8S9a8IxT+GfiRp/hvSvNcLp9z4xi05kYHlvIaVSMnvjmt47kz21OG+MuseKNY8TW83izw3b+F9SW1VEtLfRU0oNGGbD+UiIGOdw3YyduM8UUvxn0fxRo/imCHxZ4ntvFeotbK6X1rrSaoqx7mAQyq7YIIY7SeNwOOaKze5cdkf0QUUUtUZiUU+lxxU3ERstMZKmZaaVNNMCm8NItvVvZTkjq+cmxjeJ/DUHirwzqui3GBDqFrJbMxUNt3qV3YPcZz+FfAn9ieIPgZ8RoPC3iOCOK0nKrBdIx+zyWwLMXU92zxtIBBUjuDX6NKuOlNmtYbpQs0STKDkLIoYZHfmuOtTjW+I1j7uh5F8D/hvBpvhSwvp7aa2+0F7lbW5GGUuxY5HYZJIHX5q9bFvVgLTsU4RVNWiK1yOOEL2qh4j8J6N4v09rLW9LtdUtSCPLuog4Ge4z0PuK1V6UtPcowvDfgXQPCEYXRtJtdPwuzdEnzbfTcecVvCkp2almiClpKKRQhpKWkpolhXyH/wU4IH7MesZGf9LtcZ/wCuq19eHpXx7/wU+Yr+zLqeO97aj/yIK1huZ9Ufi1cfK5Fej+BdB+FuoaBHN4q8X+I9H1cuwe107Q4rqFVB+UiRrlCcj/ZGPfrXnE+Nx+temeAfH3w/8PeHYrTxB8LIvFWpK7FtSfW7q13qTwvlxnaMDjPet1vqEr20OT+IVj4U0/XEj8H6vqWtaX5Ks1xqlilpKJMnKhFkkBXG3nPc8cclemt8XvhCrc/Am1HsfE9//jRStHuJSl/L+R+9VKppuaWpJJBS00NTqkAoopaADbTqbnFLupDHrS01TS1IDx0opFpakocppaZS5oGOpabmlpDQtL70mTRmlYu4UlLSUyWI3Svjj/gqJKE/ZpvxjJa/th/4/n+lfY7V8Y/8FSmA/ZvnXOC2o2wH5mtIkdUfjRNjdmvoz4Kv+0AngCyHgHwkdU8Nb5PIuh4bs7vc287/AN7JCzNhsjknGMdq+cZB8xzXqHgP4Sr4q8Owaifif4R8MmRnH9natqFxFcJg4yypCwwcZGD0reN7/wDBsKotNfyuZ/x6fx83jiMfEfSzpHiAWsYFudOhsv3OW2t5cSKpyd3zYyce1Fc/8SPCy+D/ABB9gXxNpPiseUsn9oaNNJLByT8m6REORjnjHI5orJvUuOyP6Nc0u6vybT/grt8RSwH/AAifhg5PTy7j/wCO0f8AD3j4i/8AQqeGP+/dz/8AHqvQy5ZH6y7qdv8AevyZH/BXr4ij/mVPC5/7Z3P/AMeqf/h7x8QFCA+FPDJJHJC3HHP/AF1pD5Wfq/v5o31+UX/D3rx6p58I+HD8v924HP8A39p8P/BXTx9JDKT4S8OeYuCMLcYx3/5a0Bys/VreaUPX5PH/AIK8fEHdj/hEvDWM/wBy46f9/acv/BXrx/u58I+Gwv8Au3H/AMdoDlZ+sSvTg1fk8v8AwV48fCPJ8JeG9xPHy3GMf9/aT/h734+2f8il4b3Z/u3GP/RtTYfKz9ZA1LuHrX5PR/8ABXrx40ig+EfDgTPOBcZ/9GUq/wDBXrx5ulU+EvDnA+XAuPXv+99KVgsz9YN/vS76/JqT/gr38QVwF8J+Gmbudlxj/wBG00/8Fe/iH28KeGc/7lx/8dpcoWZ+tG4Uob3r8m4P+CvPj8qxk8J+GzgAjaLgd/8Aroaf/wAPd/H53keE/DagY2gpcE/j+9o5Q1P1i3UuRX5Kt/wV8+Ig6eFPDI/7Z3H/AMeoP/BX74ibz/xSnhnH/XO4/wDj1LlZVmfrVkUZr8kv+Hv3xH/6FXwwP+2Vx/8AHqVf+CvXxHP3vC/hj8Ibj/49RysD9aWaviv/AIKnTBP2d1B5zqlvgH/gZ/pXzHN/wV3+JisQvhrwrjP/ADwuT/7Xrx39or9vDxv+0h4Qj8N6/peh2Fglyl0G06GZZCyhgAS8jDHzHt6VcVYVnc+bJm5Jr0zwPb/B2Xw7bf8ACWXfjZNfZm86PR7a0e2+8du0ySBiduM5HXNeXSSFq9M8D/Gyw8G+HbbS5vhr4L8RSwszHUdYtLiS5kyxOGKzKuBnAwo4A+taJpMJJtaHK/ECHwrHrxHg6TWJdH8tcNrkcSXHmc7uIyV2+nOaK9Kk/aasJAqn4QfDoog2qradckKM5wM3PHOfzNFT7r6i97t+J4kyuI1k2kITjdjjPpSurqygowZuRkdc9CK9U1Bh/wAMsaDkYz4vv/8A0jtK2/iVID8SPhNgZ2+HvD4+v7tPSmHMeIRxSvKY1RjIM5XHIx1pzK+wkKSqHDNjgGvozwfIF/bA+IG4YUt4o3d+Pst5XE+B5tv7O3xVB4Danog6+95RYXN+n4nk7blVWKkK3Q44NTRRyN+7Cv5rjhNvUcEY9c16p8RJN37PfwkX+7dayB/38t69CvLpYP2qfgw7JlBYeFlx65trYZ/X9KLBz6bd/wAD5lXe29QpyBkjHPFCh2XdgkZxntXuvwz2r8RvjFu4I8Oa90+hrnvDLBf2ZvHjEA58R6OF5GR+4v6B8x5ZKHXaSpCkfLkdaTy5fMEYRvNJxtxzn0xXrfxcmV/hH8Exg7ho99nP/YSua9Mv4/O/4KBeG1UZxrOkNx7QW5/pTsL2nX1/A+WMPtJCk45PHQU4q6qJNrBCcbscV7R8JZIZtH+N7PEqoPC8mMf9hG0x+uPyqlJebv2R0hZUGPGeVb+Ij7Ecj8M/+PUug+bWx5CQ67SysNwyMjqKd5cvm+X5beZ/dxz+VevfHZk/4RD4Mbcc+EgePfULwn9c16hJt/4b61kZHyy32G9MadLg9aLai59L2PlKPzG3EBiFHzYHT607EqxCQo3lnKhscE+ma9d+EbAfBv43kDppOn5P/cSt6XUmT/hkvQAf4vGWoN07/YrT/P40W0uPm1t5/oeP+VKHjDIwL4K5GMj1FOMMrTtEsbmRc5UKcjHXj2r3X4o7G8f/AAfQ5OPDegqcZz9xTxz711fhkiT9tv4iMck/aPFJ/wDJW9quXWxPtNL+R8ubZGjLiM7FwGYA4BPTJpfLkWNHKMEfIVscHHXBr17wPlf2a/iv0x/a2hg/neU/4iSbf2c/g/g8i61oj/v9B/hStoVza28/0PIpLW4+1LD5MnmybSse07m3YIwO+c1F5bsrkI2E+8cfd5719Z6htP7bPwkGeVj8KgqBj/l0tMVwfglt3w7/AGhj1DWlpz/3FYDT5Uvx/Aj2jaXy/E8AakyKJD8xpKyNwopOhBFFSA5tQnazW186Q2yuZFh3HYGIALAdMkADPsK2fCetEeMdAutRu3Nva3VvukmYsI4kdeO/AA6UUUAaPxQ8RJffFjxhq+k3rG3vNWvZYbmBivmRSSvyDwcMrfiDXKx6hcR2s1sk8i28zK0kSuQjlc7SR0JGTjPTJoooBaCz6hcTQRW7zSPBCSY42clUJxkgds4GfpXoPwFvZ9R+PHw5a6uJLhk17TYlaVyxCrPGFUZ7AAADsBRRTjuiZfCzmvGGo3Fr4z8Qvb3EkJlvLmN2jYqXRnbKnHUEdRWEt9PHayWqTyLbSOsjwhiEZlBCsR0JG5sHtuPrRRSH0CbULi4hghlnkkigBWJGckRgksQo7DJJ47k16R8AvGVvovx48F6/4g1IxWtrq1tNdX11IzbI1cZZj1wAPyFFFCdncGrqxwN3qk8d7qBt7iSOO6LLKI3KiRNwbDAdRkA4PcD0qGPUrn7A9iZ5DaF/OEG87BJjG7HTOOM0UUDGXOoXNzHBHPcSzJbp5cKyOWEa5J2rnoMknA7k165+zBqFzffHjSbm5uJLi4a11B3mlcs7YsZ+STyelFFXHdEVPgZ5N/aFxbrcxRTyRxTjbLGjkLIAQQGHcAgHnuKVr+drOO1M8htlYyLCXOwMcAsB0yQBz7CiioLEm1G5nkieW4lkeJVSNnckoqj5QPQDtXpXwA8ZWPhz4k3Wra7qH2eOTR9WiNzOWYtNLYXEaAnkks7qM+rc0UU0+V3FJXVjzdtQuEhmt0nkW3lYNJGrkK5GcEjoSMnH1NNa+nkt4oHmkeGIkxxsxKpnrgds4/SiikMlbWL37ZFd/a5vtUOzy5/MO9NoAXBzkYAGPTAr174QyE/BP43SsxYnTNOU5PXOow8/pRRWkN/kZ1Ph+a/M8WZvmpKKKzNBM9KKKKYH/9k=) | SJM 1012 x026 080701 Fibula af kobberlegering
Emaljefibel. Stjerneformet med ote takker. Central indfatning med en hel del hvidlig emalje. På bagsiden få rester af nåleanordning. |
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) | SJM 1012 x029 080701 Fibula af kobberlegering
Fragment af cirkulær blikfibel med rester af indridset motiv på let hvælvet skive. Forgyldt. Nederst ses rester af påloddet øsken. |
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) | SJM 1012 x035 080701 Fibula af kobberlegering
Dyrefibel. Dyr set i profil mod højre. På hovedet udvækster, der evt har markeret horn/gevir. På bagsiden markante tappe fra nåleanordning. |
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) | SJM 1012 x037 080701 Fibula af kobberlegering
Fragment af fibel bestående af afgnavet hovedplade og del af bøjlen. Pladen med punkt-cirkel ornamentik. På undersiden rest af nålefæte med rust. |
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) | SJM 1012 x038 080701 Fibula af kobberlegering
Korsformet fibel, del af hovedpladen og bøjle. Rust på undersiden. |
![](data:image/jpeg;base64,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) | SJM 1012 x039 080701 Fibula af kobberlegering
Kort ligearmet fibel, hel. Fureornamentik, nåleanordning på bagsiden. |
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) | SJM 1012 x040 080701 Fibula af kobberlegering
Fragmenteret, rektangulær pladefibula af bronze med rester af fortinning. Forsiden har en bred, ikke ornamenteret ramme omkring et felt med dyreornamentik i lavt relief. Dyret er meget fint og vurderes at være i stil B. På bagsiden er der rester af nåleanordningen. |
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) | SJM 1012 x041 080701 Fibula af kobberlegering
Ligearmet fibel, fragment. Ret simpel stregornamentik. Bagsiden med dobbeltfliget nålefæste, samt tydelige tekstilspor fra støbeprocessen. |
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) | SJM 1012 x042 080701 Fibula af kobberlegering
Ligearmet fibel, fragment. Ret simpel stregornamentik. Bagsiden med enkeltfliget nåleskede, samt tekstilspor fra støbeprocessen.
Antagelig samme smykke som x41 (uden direkte pas). |
![](data:image/jpeg;base64,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) | SJM 1012 x068 080701 Fibula af kobberlegering
Næsten hel korsformet fibel, dog kraftig korroderet overflade og afgnavede kanter. På bagsiden enkeltfliget nålefæste med rustspor fra jernnål, samt nåleskede. |
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) | SJM 1012 x069 080701 Fibula af kobberlegering
Fragment af fibel. Korsformet (ældre germansk jernalder) eller kort ligearmet (yngre germansk jernalder)? |
![](data:image/jpeg;base64,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) | SJM 1012 x072 080701 Fibula af kobberlegering
Hel, lidt spinkel fibel, antagelig korsformet, hvor hovedpladens knobber er afgnavet. På undersiden rester af enkelfliget nålefæste. |
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) | SJM 1012 x073 080701 Fibula af kobberlegering
Cirkulær emaljefibel med central indfatning (tom) og seks små huller herom. På bagsiden rester af nåleanordning. |
![](data:image/jpeg;base64,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) | SJM 1012 x074 080701 Fibula af kobberlegering
Fibel, fragment bestående af foden med formodentlig dyrehoved (korsformet fibel). på undersiden rester af nåleskede. |
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) | SJM 1012 x075 080701 Fibula af kobberlegering
Fibel, fragment bestående af foden med formodentlig dyrehoved (korsformet fibel) samt del af bøjlen. På undersiden rester af nåleskede. |
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) | SJM 1012 x076 080701 Fibula af kobberlegering
Fibel, fragment bestående af endeknoppen på hovedpladen, samt dele af selve hovedpladen fra stor, kraftig korsformet fibel. På undersiden rester af nåleskede. |
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) | SJM 1012 x077 080701 Fibula af kobberlegering
Dyreformet fibel i form af en hest. Der ses rester af udsmykning på tværs af henstens talje samt skråt over bringen. Der ses ingen sike spor efter nåleanordning på bagsiden, men derimod to små nitehuller, placeret derligt i hver ende og begge med lidt rustspor.
Mulivis er sytkket i stedet for et beslag - eller med en ændret funktion fibel/beslag eller omvendt. |
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H1lDKJ4UkX7rqGH40+sjwvqC6lotrKJUkfYN2w5APp/MfhWvXqrVGCCiiimMa33T9K/A3464g+K/jYkDLazdhTnn/XPmv3zb7p+lfgT+0Bk/GTxtnAC6xdgAe0zVvT2ZEjp/hNNqF1pOoSWvxoi+HUBumP9my3N3E0nA/eYhUrz065+X6UVifCm88Pw6NdLqvwpuvHlx55K3tvf3MAjXaP3e2JSCc85PPNFaHM9/wDhj966KKK5DsCiiigBkzMkMjIu5wpKr6nHSvy2vPHs7/20NQia4vvFFxIke98Kkm7aSxOTjr096/TbxbeT6f4V1m6tUaS6hs5pIlUZJcISoA+uK/IZbmTxbq7W8ccjzwygQMrbPJVW6g9skk8fXtXNW6I2prdnTeCdBn0fwjrOlzhPtVpdwFyhJGVl2kg9yN2K7jxhe6hpfwz8NalYlhPZavMvnGTACNGhx75OD+FVdN0ODT/+Ek0yOZprz7BJKwYfxAGUHcep+Udupq1qlvYa5+zrq0uoXDJbabqcU+1GwWZl2hfcZxx7Vxat6l31RsahI3xa8FWc+nRraeI9LbPmA4MqhSQOOcErj6ms3w34ksr7w7qU9xAkNxZxsvkyMPNd1BLIT/e4J47dKr/At5vBt5YXc7yGG6kW1+xCNt6gkAZOPvfMpwBjnqOK5T9pjQZvhj8TotVsF22t+32hVblPMHXjvkUcvRFRd7plnxJ4k0SztHlEb31u3z4x8x6ZwD1wcDj+laPw68eeHJreTydLuLfzHUs7W28jAOCMH/OBXI+FPAes/FW3t54LeOy0+1typUsem4sfm7Z/Ouu8Sa5Y+H7SPw7op+zX0g+zzDI+8wAdgRyBgAe3PrVuNkQpxk7JHperePNNuPDOs6zZmbUoYbd5DaW8WPMbGNxP0H6e1eNw6Prvj5tMOq37aXYXDmeW0jXEMajkDr8zbdp57kdMivQvg5oD6XrS6Ncutz9oheJ9gGJAxKvn1ILYz/LBq/daKkerQRQbvN043EUcxGR5m3AOM9AcH6LUOLiKNRSOqmm06HTHicRPBHskWOMsv71S4AODxyQcE8d65D4W3T6HrWs38sQvbaDSrrV9PeRyC2d22PaeQA8Tf+O+tc18P7fU7PRbTTNe1OzitrJnuFwha4kG44wvG9izHBPqD2r0HxNeSWOk3Fjp1uLS4ijig3H5sRfMzIzHG7JduBwMMTwKp3TvuZxaatbYyfhTrn2XwHo8rwtHDdQjZJvAE8r5dgSegzvBPY16bYxtqAuLi5TyYYUbbK6gNKynOenQdPfGR615d8F9EeTRdDsL6N5X0uQxJMSNiRNIzAjJ+b5WUdOPxBr3K5gS4tb6LULhLOVptsKq2VMQPHPug/DmlJKNmNO7aWx6V+zzdPfeCmmZdiec6KvcDcTyOx+avU65H4W26w+DbR1GPOJk4GAc8Z/ICuur0oaxRlawUUUVYxG+6fpX4E/tBDb8ZvHA/wCo1eD/AMjPX77N901+Bf7Q0m740eONuV/4nN4P/IzVtT2ZEjpfgXf6vZ+G71dO+NNt8N42uTu02We6RpjtX97iJCuO3XPy0Vi/Ca80G00O6Gq/Cq68dTmclL6C8uYRGNo/d7YgQfXPXmitTmlv/wAMfvVRRRXIdgUUUUAcR8bPEF54V+E/inVNPcx3sFk/lSDqjNhdw+mc/hX50fCHR4dQ8dGOxxexxqWkMhB35wSCRnkYYflX6e+IdCtPFGhahpF/H5llfQPbyr32sCDj354r4O+Gnh2P4a3HizSRbifxBYXF1FFG3UheFI+pP61zV/huXHV2OR8NwTah8UPEE7yiaGR7gFcHBiA8oKD3Pt6Yq74Js7mz/Z98U3d/DDKt3YjUbS1JySYXKuxHTGcd+lYXwj1SbUfAurX7rt1eOZixclSFaTdIcD0JxXeaVby3PwBvL2ZVjuP7L1Cze3iXCwqDIwz9WU/mK5e5cl7y9TnfhT4sji8GaVrGsXcSXcM3mHZtVoUXeVB5yMLggdwB6Ctj4x+D2+Jvwp0G/uLqN76zvMtcO4OYSCAcjr1Ga8g8B+D7q78u+vp/Lt2t1uPKKhcuVVcrnqcPjp1IxwDW7b+PtQ1PwG2jzw5tVu5EmWM4I3MSFbOfyHHShQk9US6kIy1Zoan8cfD/AMH/AAPJoGgyJqWtTpgsoPlxZHUt7eleU/C3Wk8QeI9S1bWJEkFug8tmiJXzHb5c+3qO4zVrxF8LbIGaS3s7ia5uGXy5GB8ocEnHcnP8jXV+F/hjqvhaxnnitocXNswMEycgHkN/Lr1quV2u9CueCtGKvc9v+DMEGpePF1tNqaZCPsieYSdxPzbge3IxgetUfHmpf8I/488QWDrIRLJJPbKpwk8cuCQT7MCP+BYFV/h0raf4IuNLg2y6mv8Apm7zOWcKoMeT0wA3T3xjOK5jxxINb0W8u9Y1FfJaeSK1ctiU9QqjAySW+Xn3PNRK+iQoJNu63Mu31Yat9q1iLfPqFtE0LRkf8tth8vJ4HA3c57dq7PS7HU/iv4mhTzmttPFiZJbqM8Bl2g49ssRnuFHpVHT/AA3Y+CfCESX5N5dajfiJnLMTGmFGWIGSTgHtgEH+Lnr9LvZfBfhP4ga5FGqw22mr9l3H5SxV2Ix6DIOM/wAVToPW+hf8C+JvDeraU91YxrbWllIot28srEzfvE+bux6DoeQvcGuhvr6PxDNpIsyJrWTJikYFduMnBGMg98GvBfgBNca58PzPcXX2ayjMizCOTEk0+SUxx8qrktx3Jr23Qbe/+IGk6WrskR+0bXPmFMBXO7HAJJUd+u7vSs7i0jc+ovhnGbfwna2rH57b9w3OQCoA49sYrqq4j4TzN/YVxaNE0P2Ocw7WIOOOg9sYrt69SHwowi7q4UUUVZQjfdNfgV+0INvxm8cM3fWrw/8AkZ6/fVvun6V+BH7QMm74zeNyeT/bN5/6OetqezIkdN8DdV1mx8OXq6f8abf4bwm5JbTZp7pDKdq/vQIkK88L1z8tFYHwputFt9LuhqvwquvHszTZS8gvLmARDaPkIiBB9cnnmitUzmlv/wAMfvjRRRXIdgUUUUAFfIH7TGk3Hw4+L+n+NYbQro+pRJDcyx4VDMDtYN77QpHr83pX1/Wb4i8OaZ4t0a60nWLKK/0+5QpLBKOCPY9QfQjkdqUkpKzD0Pzc8TeINN8L3euPoDAQTXEjI/UytKATsX0wxPPAzmtz7Umn+A9ZsBcTPuhksdsjhVEzRHcB6ng/i341ufHr9md/hL4iTxBo1rPqXheWWML5rhzZsflKMOpXA4Y9OB16+Kaxoeq+Ib6YXN2tvp95fSy/ePzDOS5ABwm4kAn3FcEqfK7Nlyn5XOy8AaXf3Hwxt7QQ/Y9T8ryvtEsahkAlDKQzZ42gjj2wPXZsdN8M+DIUttX1uHzmY3EiFgpLYHzbR16d6k8C6hpPgezvrXUL62v7g4dBbqzzeYoGBnHA2kj2zntXC3Pwt1rxn4kj1W/u104GPLReSV4O7jnB+7xkjPGcUtW9yLRs5SWp3V/8ZPCUcLRaXY3d8Lb/AJaJDtTP1PXjJ/Ouem+NsmuKV0/Qppm6FFcEkYHBx0HT6Z966Lwf4FPgTw3eHEV416yzssw2hYQxIx7nAIz6j1NNt9PS4g1BkWKSwlsC4khI3RSMuWbHAJIC/NzwpGcihxinuCrWXw2OI0/xhrFjqGoN/ZlwH83cLdclVcE5A7dmB9M1r3Cwaro9r5tmTJCGkVpnwEnZSUPoBliSD1x+cvgfRrzxlqtrZx7rLSoYwIVYD/SlyQXyehB7kHrk9BXqVx4HtNYuJdNt1juNQitvNeFUwIs5jjB49dyjPOAaUkouxUa3McFoMmqR6pqd3rbObclHZY9pG1V+XyxnCqFC5Pfj2q548vNT8cfC421qn9iaTdMwNmg3TSx8YBY+vt2AAxS32mXGj6tpsKsvlNcpaeTIQsgZWTKrgcKR6Z6YrtPGemT61aWmnqnlyR/u5GyuFx/F97uMe/NZSlZGkXrc8q8I+H7XQPD/AIYsdPhn1GBiZLuSN8JFOy5jBAGWIJHXpgV798P4rhfDMVyssUOoOCJI0hOI2wGcBD047nPXNcb4VsdK8A6hFaRmN9NkXzLeI8bJg5H/AAJTk4Pq1bV94qmHiDVF0mEvcM4SBhgKGKFWIPqfMHHouSaL3Hq9z6e+F+oQ6r4bjuokCmX5nIHBbkde/SuwrkPhX4aPhHwXp2kvcNdS2sKQyTN/G6qAxx2yQTXX16kFaKRgFFFFWAjfdP0r8BPj6274x+Nmx11q8/8ARzV+/bfdP0r8A/j43/F4PGueD/bN5/6Oat6ezIkdN8EdS1ODQb4WXxoi+G0X2jJ055rtTMdq/vMRIV9uTn5aKxfhNqGkW2k3aah8J5fH0xmyt5HdXUXkrgfu8RcHnnnnmitEc0t/+GP3xooorkOwKKKKACiiigCrqemWms6fcWN9bx3VncIY5YZVyrqeoIr41+Ln7Jfiux1RpfCLf2hoTLtW1SQJLCgbcFIJG/GSeCc+gr7UoqZRUtxH5t23w+bw1cJdahLP9tCJJlrNmHJwMoVGOR3/AK128F9H4hneR5vs++PfdKAyKQvJPI44z9OOxr7pkt4pG3PEjt0yygmuS1z4ReEfEBL3GiW0UxGBNar5Lj8VxWHsX3Fyroj4e8Y+P9J1a31vRLNpdQl85ZJNgLbF9z/tEgdcc/nP4fUad4R063maSNbyXy5JEXyt/wAxYqTk85PGcHAxz1r6Y8R/sr6PdTrcaJdjT5QUBjmhDoUXHyjbjrjqQa42X9mTxbp0dyV1Kw1VWl82GKPKGNssdx3jDdeBnj9RHs5LYT1d2jyuea6XUJprQy6ZaaeftP7lCxwQcx5PVWX+XT02vhnrukaDrWr6ndu8EGoSNNcGSXc42YALHOTkk5UfKCQB0r0u++APi3UNNhtkubOKNlkikWUgNtdcbjgHJzz+Psc0If2UddZZbaa+0sWQG2FQ8jMuBwWJXnB5+tZ+zlfYejWx5L4k8Rf2xd6lrUWnRWka3Bii85csy8sHjXsWzuBPoPStrwfqkUnh3R31SZ7ma6RpTI3zGRgVUZx0GccdxXsOl/sn27WkKarrbuy2v2V44IgyOP7xL8k4A7DpXYaR+zt4V0+xignSa6kTOZd2zcSc5xzznnPqOMU/Yu1i+Z72PlbxJpN9JqDW81ytnczOWt/MRfupklOOg+YH8+ozXq/wP8HCHxBp97dLJdXDM858zk7idpPJxtwvGBXvuk/DPwzo6p5WkW00qDaJ7iMSSY9NxGewrV0nw3pehNK2n2ENo0rFnaNcE5OcfT26VcKDTTbCUnIu2ttHZwrFEu1FqWiiuwQUUUUAI33T9K/AL4/f8lj8bf8AYZvP/Rz1+/rfdNfgT+0NGY/jJ43DAj/ic3mOP+mzVtT2ZEja+Cd9f2/h++W0+NC/DZDcZbTmkvF847R+9/cqV9uTnj6UVR+Ed1pcOh3a3vwhn+IMpn+W+iubuMRDaP3eIePfnnmitEznlv8A8MfvXRRRXKdYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAI33TX4E/tCk/wDC5PG4JJA1q8Az/wBdmr99m+6a/Ab9oRh/wujxwOp/tq7/APRzVtT2ZEje+COoXtnoN8LX4zj4bK1xzp5a7Hn/ACj95+5Ur7c88UVV+Ds9jHod59q+D0vxEf7R8t9HNdp5I2j92RD8p9eeeaK0T8zmlv8A8MfvNRRRXKdgUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFIAdxJOR2GOlAC0UUUAFFFFACN90/SvwF/aC/efGbxux6nWbz/wBHPX78t90/SvwC+Pj/APF4vGpxg/2zef8Ao563p7MiR0vwN1CW10K9RPjTL8NkNzk6cn2vE/yj95+5G32554oqt8Gmi/sW8M/wbk+IzG441BXvF8n5R+7/AHJ2+/PPNFUn5nNLf/hj9jF/as+ETHA8f6Mf+2x/wpG/au+EK9fiBow/7bH/AAr8LG1CTkqxHsDTlvJFUNISB29TU8sTo5mfuiv7V3wikVmXx/o5C9T5p/wo/wCGrvhDgn/hP9GwOp84/wCFfhf/AGm5HDHHYU46hJtyZCe1HJEXMz9zP+Gsvg//ANFB0X/v8f8ACl/4aw+EH/RQdF/7/n/CvwvF9J/eNL/aEmMZo5Ij5mfuf/w1h8INuf8AhYOi4/67H/Cj/hrD4Qbc/wDCwNGx/wBdj/hX4Yfb5G/iNT/bJRDyzc8hc/rRyRDmZ+5X/DVnwiyB/wAJ/o2f+ux/wp3/AA1R8JNpb/hPtH25xnzj/hX4XG+lJyWNP/tKYxkbm60ckQ5mfuV/w1h8IRn/AIr/AEfj/pqf8Kb/AMNafCDgf8J/pGT0/eN/hX4bf2hJtwGOPr1p0epyR5wcnpgjNHJEXMz9xz+1p8IFXcfH+kAZI/1jdvwpo/a2+DzEAfEDSCT/ANNG/wAK/D+XUt9rHzh1yDz1qot+/UMeKOSIczP3J/4a6+DuGP8Awn+knb1+Z/8A4mo2/bB+DSNg/EDSs+mX/wDia/EBryRHZtxPfB6etVWvpGLEkgnmjkiHMz9xv+Gxvgzz/wAV/pn5Sf8AxNB/bH+DAYD/AIT/AEwnpx5h/wDZa/DcXz+WeTjPrTVvpNw5PrRyxDmZ+5DftlfBdeD4/wBN/wC+ZP8A4mmn9s/4LBsHx/puev3Jf/iK/Dea+kyfmJHaomvpNx+Y5o5YhzM/cpv21PgovXx/p/8A37l/+IprftsfBNVLHx7Y4HpFN/8AEV+Govnx1NO+2SbTyfpRyxHzM/bq8/bs+B1vC5/4Tu1c4PC205/9kr8Zvi3r1r4k+JPijVLKXzrO91K5nhkwRuRpWZTg+xFctJdO2arTSNlS4zuGRVK0VoK99z2r4G3sdvoN8snxnuPht/pP/IOiju2E/wAo/efuTt9ueeKK8Qzuxz2opJmbjd3ue16TY6c37P8A4zv2srdr2DxBYxQ3G0eYiNHPlQ3XacDIz2FejaT4f0i4+O/wxtZNOs3tLvwlbzTwtCuySQ2UpLsuMFsgHJ7iiiqRlLr8/wAjzXTNOsz+zf4h1A2kJvo/E1pClyYx5ixm3nJUN1xkA49q9TsfDejSfHzwHYvpdn9iuPCME8lv5CeW8h012LlcYLbgDnrmiihBLr8zzC102y/4Zt1i+NrD9vj8UW0K3GweYIzbTEoG67cgHHtXqFj4d0U/H7wnZvplmbKbwZFcSW/krsaX+ynbeRjBbcN2eueaKKAl1+Z5db6fZH9m6+vvssP29fFUMIufLHmeWbWQ7N3XGRnHrXrcOgaMf2hNJsjpdmbGTwWtw1v5K+WZP7JZt+3GN24bs9c80UUCfX5nlzabYf8ADMsl+LaA36+LFg+1bB5vlm1Y7N3XbkZxXq9h4Y0Sf9oSCyGl2Zsm8ELcfZ/JXyzL/ZW7ftxjdu+bPXPNFFFhSe/zPJxpth/wzHJfC2h/tD/hLRB9o2DzPL+yE7N3XbnnHTNem23h3RF/aF+xnTbI2J8F+f5AhUx+b/Y+/ftxjdu+bPXPPWiihDk9/meZvpti37MEV+LaD+0f+EtaD7TsHm+WbQHZu67c84r1JvDeiL+0RJpn9k2Zth4OM/leUvll/wCyAwbbjG7cC2euTmiigUuvzPNLqz06T9mG0vktYRqKeKzDJcbB5hj+zZ27uu3PavR5vD+i/wDDVlvp/wDZ1n/Z58MLL9n8lfKL/wBjlt23GM7uc+vNFFPsDe/zPLJ9Nsk/ZftdQNtD9s/4SySE3GweYU+yoQu7GducnFerpoOjL+1a9iNPsxYN4XMv2byV8rcdH3Z24xnd82fXmiihdAfX5nlF9Y2A/Zkt7sQQm7/4S+WET7F8zy/siELnrjPOOlep22h6PP8AtTLaLp1obJ/CYl+ziBfL3nRt27bjGd3OfXmiii2wS6/M8rvLKxj/AGW9Ou2tYTd/8JfcRGYKol2fZIyF3YztzzivWG0nSD+1dqln9isvsB8JvKsPlL5e/wDscNuC9M55z680UUJbDl1+Z5rp9pYt+zr4TnNvbvdN42mieQoN5j+zwnaT12+1ct+1JZ2ul/H/AMc21nbRW1vHqcgSKFAiKOOABwBRRStp/XmVH4zyknaoJoooqDc//9k=) | SJM 1012 x078 080701 Fibula af kobberlegering
Fragment af relieffibel bestående af hovedpladen og halvdelen af bøjlen. Oversiden rigt udsmykket med dyrestil mm. På bagsiden rester af dobbeltfliget nålefæste med rustspor fra jernnål. |
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) | SJM 1012 x079 080701 Fibula af kobberlegering
Dyreformet pladefibel i form af en S-bøjet slange med hoved i den ene ende og hale modsat. Øje er markeret som punkt-cirkel-ornmanetik, mens små indprikninger er placeret som konturlinjer lans dyrets kanter. På bagsiden velbevaret, enkeltfliget nåleanrodning, placeret yderligt på stykket. På nålefæstet rustspor fra jernnål. |
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) | SJM 1012 x080 080701 Fibula af kobberlegering
Næbfibel, hel. Fladedækkende stempelornamentik. På bagsiden rester af nåleanordning, hvor nålefæstet er en enkeltflig. |
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) | SJM 1012 x081 080701 Fibula af kobberlegering
Næbfibel, fragment, hvo foden er afbrudt. Rester af stempelornamentik, men generelt ret koroderet. På bagsiden rester af dobbelt rørformet nålefæste. |
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) | SJM 1012 x086 080701 Fibula af kobberlegering
Usædvanlig stor emaljefibel med central fordybning, hvor korrosionsspor antyder tabt emalje. Herom 8 mindre fordybninger opdelt af furer. På bagsiden helt bevaret nåleanordning. |
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) | SJM 1012 x087 080701 Fibula af kobberlegering
Reltangulær pladefibel med dyreornamentik i delvist gennembrudt arbejde. Noget bøjet af ploven.
På bagsiden rester af nåleanordning samt rustspor fra jernnål. |
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) | SJM 1012 x088 080701 Fibula af kobberlegering
Rektangulær pladefibel, fragment. Et indre og et ydre felt med fletværksornamentik adskilt af en blank ramme. Rester af nåleskede på bagsiden. |
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) | SJM 1012 x089 080701 Fibula af kobberlegering
Guds lam, af Ålborggruppen. Rester af nålesanordning. |
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) | SJM 1012 x090 080701 Fibula af kobberlegering
Hel skålfibel, dog med noget afgnavede kanter. Helt usædvanlig dyb, karvsnitlignede, meget dyb ornamentik, dels af dyrers lår, ben og fødder, men også rygpartiet, hvor ribben er erstattet af to sammenslyngede profilsete dyr.
Hvis kanten har været ujævn, kan der være tale om en dyreformet fibel. |
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) | SJM 1012 x091 080701 Fibula af kobberlegering
Lille fragment af fibel, bestående af den midterste del af hovedpladen med en lille det af bøjlen. På bagsiden rester af dobbeltfliget nålefæste og rustspor efter jernnål.
Antagelig del af korsformet fibel (?).
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) | SJM 1012 x092 080701 Fibula af kobberlegering
Fragment af lille skålformet fibel (Ørsnes type N). Tydelig maske og del af lårbue. Fladklemt. På bagsiden rester af flig fra nåleanordning. |
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) | SJM 1012 x093 080701 Fibula af kobberlegering
Kort ligearmet fibel. Overfladen kraftig korroderet og kun mindre partier er med oprindelig overflade, hvor der ses tværgående fureornamentik. Påbagsiden rester af nåleanordning. |
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3S43k8dQQPavGtdkW/aN/KKzYA8w5zkdzXd/GPwKvw1+JGseH1Ui2tZjLalh963f54+e5AO36rXEXTR/O24BuNo5xzx614c7yl7x6cLKKsZKwhoxFvCx+ci9SDu7n+dZunSpY6g+5txPBQZX+IE89Og9e9dDp7Wc0LfaCyIpbbIi5CHA6jtzjv3qjfQhomlZYyy5x5bZxxnBGPTH5GmnbRkykS6xpUPiCSKeKWOKZYsSh8/KOMk56cr6964rT7Wey1S4XlEztbcOv4fSt+31ZrNgzbX5JEbZwMjtjkf/qp5k/efaGtNseA22NiVY+/pgGhQ5Xce+h1Og+J5V0yaz+zm4hlYmVMkDt8ynt36/wAqqtY2PiLXLB433JAwaVZAFK4PIOTyD2579arQXiwSK9tLiRgNyvwVOPX65/Kt+1bR7PTUgmQvLcjLeaBhuhwPoRjp6etYtK7lbUp9kcx4kt5vDHiiK7t4Vi06SV0KKmVGMgZ/D+taGj6Tb6h4btLi6BUxT3CQlehY/Z8AgdQeR+IPamapqFxd6g1tL5c2nAlopAcFQAdzqT/I9TmtnwXpcl98L7+eFgDBfzBvUq0cIwOw6Z9sCmpSjRbZm0ubQyNA+IGsaFJe2MF809rJcSN9jkwVYcDcmeAeO3XFdLol7DqFvqOoK0QeK0kEihfmO5WHzLjhfU49PqOG17Q/PMM0yROzH53XCjPAz7HKMfxqrZ395Z25sbeZ3hnTKbzuMYA5XPbIBB7c+9QnzbGl7Hq1rfNeatNp7naZYLVUkCjCkwoDx7jGee1fTH7NHie78M6i+ieZvt1dpIwcnCk4K5x09s8YNfLGlsbXXodQbCPJaxBo1A2g+XgHOew/z2r2H4N6lM3xC0SFgUQrMz45G8o3Rh2IIbB5JI9M1SbjJWFLVM/QXfTWaq9vvW3iD/fCgNj1xTmavozzD4V/4KyCSX4K6II1LBdaiLYGcDyZua/L7wHplxqHirS10/SYfEl2Z0WPSbhGK3Lk8RsFZSQeejD8K/T3/gq9cGH4N6JgIxOsxjLdR+5m5HvX5beH5NKttcsl1n7Y2k+aJLsaaU8/y8dELcZ57+tOIpbH0H44l8SfDvQxq/iH9njwfpGnCRYftFxa3e3cw4H/AB9Hk4P5UV5P8QpvhnJoQ/4RNPF41TzFIbW3tzblOd33Pm3dMUUyFFM/oFamMac3eo6zNANN3UuaYfvUAKTTC1LSEUAfmP8AtNLr2g/GLVptcuWu52fy/OcEL5eAybfQYwMCvOP7YtLz935hIc4bkZ+n8q/S/wCO3wJ0j40+E7qylit7TWtubXUjEC6MOiscZKn07dfY/nj8Yf2c/GnwWRbnW7FbzTJNyxajZt5sW/0PRlOORuAzg+hrzKlFxd1qddKStZkVnpK2+k2izJzM0pEhwV+4pUHB5H3TXNLpd215ujh3EbCjqueoJYDH4fy9qyPDfi64Wzihlj8+zUlY8H5hnrz9ea3o9QuVjlBdXWHbKH+9jPYEdT05rjcW2b7GXJawm8KXGUk38xspBP5/55rQ0m1t7rUH82SQKoxEqjgkg5P0wP8A6xq/faXJ4n1S2bYFTy1LlV+YHaSxIHHUfhuFc9JcR2FwogdSVIJ44J6jjPqBVc2y6jS0Os0XQbP7PdmG4WeSZlKwEYdXXIGBjkfMT3pvi7wqmi3EMUkjRXAPmSKPmUL8vAzxg/4VB4Pjmu9YgnVfItoJY3nlXkj1we/Rvzro/FnjCw8T6heNOotZcqEcnKkBRgAjpwP5jtWFSUlJAuxxTXUF5GbNz5MLRTRbo1z5bYU78D37e9dX8PNTs7bw3JpV5KY7a6nlkBJwpYCJc/U/hXI6PojRrc3huFYzN+7XY3LH+HPTuK1W0tv7J01RG0RZ5pX8slWK5jGcgcD5Tz04Na6SjZskbrVjd2c7CRmktLpj5jLzk5wOnRsfmOOKTwututnrVgWSS6Nk2GwQ8bbydvtwWHHHIrr/ABrp8Ph7wXpspYPqciLJ5zDdxn5QTnqFGDXiy+IrjT/El3cfdWZWUt2Ktxj8qUbapFW7nrsNn5eoX8abDHBCghaUk4GxcEfhgZ96+tP2W/hFbJPaatc3dxJJHDvltmcbc7gVQjrgfKew5I6Gvlz4eaKfFZUWMM82pXISGKCLPzfdVdgPBI2t8rEDIBr9Evgr8P73wT4VtV1ebztYeILJhywRc5C/XpnsMADOMnehB1JrsjOrJRjY9Dpjd6kxxTGWvcPPPgz/AIKxNt+Duh986zEP/IM1fmD4Bmvrfxno8um6rb6HfLcKYtSvG2w27dnc7W4H0Nfp7/wVlUf8Kf0DOcf21H0/64zV+YHgaOW78XaTBDoK+JJJLlQmknzD9rJP+r/dkPz/ALJzSjuOWx7H8atY8Yan4JMWufFfwz4vs/tEZGl6TcB5i3OHx5KcDnv36UVf8Web4D0j+0/EH7NVjo2n7xELrUDqsUe4jIG5rgcnBoqjOO2h+3bVGelSNUfaoNBjU3nPNPpvSgBO1IPWl9qdigBNtMuLWO6hkhmjWWKRSrxuoZWB4IIPUVNtp4WgD5Y+P37EuheMrP8AtTwNZWnh/WYizy2MI8q2ux1wFHyxsCOMAA5OfUfBcwfQdSksZfkaH/Wo5yY+SMEHuD/Ov2d214l8d/2U/C3xa0q/vbLTrfS/FpBlh1CEbBNIB92YDhg3QtjI689Dx1qHN78Nzpp1be7LY+HPDer2NzoLWJMdldB2PnScqd2fmyen8I/D348y1LR3i16VZc7jxuY5DnGev610Wrabe+E/EN/ouqxPBLaZi2edgLt6849QccVPbt/okZt45rgl9hWOYkk9e3UHJx+NePGNpcx2vaxd8Halb2trfadNcb2kjV1fyyMhQ2cYHON2Dn0Nc3rmiTapdS3aW8q2zRq7CGM5BHI/McmtJLxkKiS1uJjv3JmdtwPO7pwDk8jFS3esDSb6Jbq2uljfmRo7pgUJHPb+6fyzVvR3RnyrqU/D1i7FoxA0yqRtjIzyVOD644P59K9k+GPwl8WavrFrb2WjS6hCkbg3DKGtwsojbDs2AvyjoefSvOPB80FxrFvcTSm1hjkVg0szM20H5eQOV/Gv07+FtrJafD/Q1mVVle3Ep2jH3vmBx9CK6KNNVpcrJqS5FdHlngr9kvQ4rfS5vF0Vvq01pll0+NSbcE87WJ5kAPYgDjBz39E1r4C/DjxFbC3v/A+gyRqMKY7COJ1+jIAw/A13eaO4r1o04U1aKOJylJ3bOX8G/Cfwf8P5PM8O+HrHSptuzzoY8ybfTccn9a64LSJzUoWtEktEQN201lqfbTGWmI+B/wDgrQi/8KY0Mnhv7Zix/wB+Zs1+Vvhv7D/blkdVu7qx07zl864sYhLNGv8AeRCygkem4fWv1V/4K2Hb8G/D645bWowOP+mM1flv4HlvIfGWkNp17Y6depcKYrvU/L+zRP2aTzAV2j/aBFC3G9jrPiEvgX+wAPDnizxVrOoeYubbV9Njgg2c5bctw53DjA2/jRXVfGvV/GV14OWPXfHHgvxDZfaY8Wfh97M3AYBsN+5iVtoGc845FFMmOx+7TelR1IwpmKkoa1M29aft5pMUgEFOUUbacKYDlWnKtC1IopgJtqVVpAtSLQB+Vf7Wmj6z4f8Aj74jXUdsck9wbuybYCstvISyY9cfMp/2lauW0OGS+sYymPtWdyIhxnaO3P44HpX3H+3d8JbPxV8M28YQIY9d8PbCsiLkzQPIFMZA64Zgw/4F618PeGVg1CGExNMsilXYbwoUnHQ9fXp6V4eIgqcj0KUuZHTaTZxSW89/KitJGgEcat1wp9Tzwp49qreF7WPUrO4/tCzic+eXjW4DuuPu5zkYG1hj0yafaxpYarNPbu6kOxJWbghgQePrz9TXU+GbWx1S+uDKjW3nDdI0Lny5DxucDGAQQnA7DjpXnvU6FZM9R+C3wosfFjabD5SQOkz+a5G4BFPTByQdoAGTzwfavtSGJIY0ijXaiAKqjsB0rwz9mr4cahocMus39xHPD5X2W0/dhZXUY3O5BwTkY7ZO4+le8ba97BwcafM1qzzqz96yE20tLil213GA+MVZVelQxDNWVFACYqNhUrUxu9AHwN/wVu+X4O+Gm7jW0x/34mr8sPCdmLzxXp1uNGuPESvOF/su1Zlluv8AYUoCwJ9gTX6o/wDBW6Mt8GfDZHONbT/0nmr8qvDf2T/hIrA32qXGi2glXzb+1iMssA/vqgZdxHpuFEdxPY9m8SWOg+DdOW/139nzXNHst4jFzqOp3sMZYg4Xc0YGTg8e1Fcd8SG8LNoKnR/iN4g8V3hmXNjqeltbxBcHL7zcPyOONvc80VRCjof0DGmU402pNBOpoo6UtACL0p6imrxT17UAOUVIKZUi0AOUVIBTFp+aAGXNrFfW0tvcRrNBKhR43GVZSMEEdxXxX8Qv2BdW0+41C68Ba9b3NncvvGk6xujeHkn93OuQcZwNy9O9fbK0tZzpxqK0kVGTjsfllb/Bn4g2vxIh8LN4Q1OO9BXeIV325U8FvNHyhDz8xIHPrX1r4F/Yu02ws7KTxPrFzfTRZZrGybZAN2dyMxyzjnqAv8q+mKKxjhacXdq5ftJdyjZ6fBpdlBZ2sSwW0CCOONeiqBgCpdtTMuaTbXZYyItvNOxmlI+anbfwqQHwipqijqTdQANUbGn1G3SgD4N/4K0+Y3wb8OCPOf7bTOB/0wm/Kvy18C29/J4z0n7BFp5v/tC+UNXWI2Zb/pr5v7vb/vcV+oX/AAVyb/izvhj/ALDiH/yBNX5X+F1tW8S2C3mmXOs2pmAksLOUxTTr/dRwrYJ9dpojuJ7Hs3xq0/xrF4NjOuWnw+isWuUCnwxFpq3W7DYybcb9nXPbpmiqmqX3w80OzE2o/BnxTZ25YKJrvxA6Lk9Bk2oGeDRVGcdtEfu9SetJupM0rFi0elJuozRYB1SLxUQanq1FgJVp61Gpp4NOw7kgpwpgNLup2AeKctR7qXdRYLklFM3e9O3U7BcWm07IprNSATFLSbqA3NKwEiil96buozSsMc3So3707dUbN1osB8B/8FdJP+LReFk9daU/+QJa/LnwbeCy8V6bO2t3HhwRzA/2taK7S2v+2oQhiR7EGv1A/wCCuj/8Wp8KDt/bIP8A5Bkr8w/AUN9P400mPTbPT9QvmnHk2uqeX9mkb0k8whNv+8QKS3E9j0H4ueIINT8MxQp8X9f8dP8AaFb+zdStbiOIABv3oaSVhkdOn8R5oq/8arHxfa+E4f7d8LeCNFs/tKgXHh1bAXBfa2FPkSM+3Gc8YyB7UUCjsfe4/wCCr3w/ZjjwvrwAHVvJ/oxqSL/gqt4EZgZPC2txR5+8zw/njdX5hXHhLWrOTXYpbCSOXQjt1FSR/o580RYPP99gvGetSr4N8RX2qadZLptxNe6lbC8tI+N0sRViHHPTCMfwqrMV0fppN/wVg+H6DKeGNdk5xwYgMev3qYn/AAVf8CswB8J64oPffD+X3q/L0eH79dDXWXgb+zmuTaCZSMGXbu2ev3SDV6fwPr0Opa7ZSWDxXeho0moxkgfZ1Eixkk5/vuq8etFmF0fpn/w9i8BpIyv4T11dvo8JP5bqYv8AwVs8Br18Ia+P+Bw//FV+ZNr4G1++utCt4dNlkn14btNRSv8ApI8xo/l5/vow5x0qgug37aHPrC2znTYLlLOS4yMLM6syp65Ko5/4CaLMLo/UqL/grV4Ddsf8Ihrw44y8PX0+9Sy/8FbfAkLY/wCEP15j7SQ//FV+YU3gPxDDqN7YPpsq3dlYjUriLK5jtjGsgkPPTY6H15qG38I63eDQ2jsHca3KYNOIZf8ASHDiMqOePmIHOKdmF0fqKP8Agrd4C4B8Ia9k/wDTSD/4qkk/4K4+Al4XwhrzH/rpD/8AFV+Xl14R1e2sNXu3snFrpF1HZ3suRiKZ94VTz3MT9P7tTD4feI21yLSV0yU6jNY/2nHBuXLW3kfaPM64x5Q3euPfijULo/T2T/grh4ERto8Ha83Gf9ZD6Z/vVG3/AAV18Cr/AMyZrx/7aw4/9Cr8vG8M6zHpOlasLNhZancSWlpNkfvZY9m9QM9vMTrx831qWfwNrljdeIYLiwkWbw+xXU0LL/oxEoiIbnn52C8Z60ahdH6g/wDD3PwP5Jf/AIQzXM9l86Hnn61E3/BXzwODx4J10/8AbaH/ABr8yrXwD4lvNb0rTYdNke+1a0+2WUG9MzQFWIYc4HCN1weKyP8AhHdSbQv7aW2b+yzdfYvtGRjztu/ZjOfu89MUtQuj9TW/4K9eCQygeCdcIYZB8+H8utQyf8FfvBqkAeBdaJP/AE9RV+Z03w78R2d7r9nLprLd+H4mm1KMuubdA6oSeecM6jjPWoLXwDr95deG4IrBnl8Rtt0pd6j7STM0IwSeP3ilfmx09KdmF0fpp/w9+8I848B6xwP+fuL/AAoP/BYDwlxt8Bawc+t5EP6V+YDeF9WTQ77VzasNPs7xLCebcvyTursqYzk5Eb8jjj3FX2+G3iWPXLvSW05hqFpp51SaHzU+W2EAn35zg/u2DYHPOMZ4pWfcd0fpaf8AgsJ4W7eANWP1vov/AImk/wCHwnhlmwvw+1Q9h/p8f/xFfmRH4L1qa30KdLTMOuTvb6e3mL++dXCMOvy4ZgOcdamm8Ea3ZW3iCeSz2roMyW2oHzF/0eRnZFHX5sspHy56UrMd0fplN/wWC8MJlV8A6kzg4P8Ap8YX89nr7VUuf+CwegxsAnw7v3BHU6mg/wDadfm/D8NfETeILXSTp+++n04aukHnIN1r9nNzvznA/dAtjr2xniqi+EdavNG03VhbBrHUrx9OtZN6jfNGI9y4zkYEqcnjn2NFmK6PpP8AbG/bgtf2ovDOj6PbeFpdAWwvPtRllvRPv+Rl24CLj71fLfh+60221q0l1i1uL7TEcG4t7WcQSyL6K5Vgp99prV1n4ca/ocfiOS8shEnh++TTdRIlQ+TOxkCrwfm5ifkZHHuK5fNLYe566fGHwdUEL8P/ABIw/wBrxLH/APItFeQ/Windk8qPrDW/hh8UtQ1P4s3EPwd+IgTxXKXst/hi7yv+nJP+8/d8fIp6Z5/Ot6b4R/FDw743+GmtSfCzx1e2+m+G4YLlbHw9dSPHIVnUoR5fDDcuQSDzRRRdhyo4Bvgh8Wm+GEfh9vhB8QDfrrZ1Et/wjN4YzGYQnXy87sjpium174afFDUvF3xW1OH4O/EYW3iq0kgslbwvd7lZrqCYGT5OBtibpnkiiii7Hyo1tN+EPxQ8J3nwO1aX4WeOruLQrZnv4LPw7dySxY1C4k2lfL4YqwIBxkEHvXBL8Dviynwr1fw7/wAKg+IBvbvW7bUY/wDimLzYsccNwjAny+uZVxx2NFFO4lFHV6h8PPihdeNPFGqp8HPiN9m1TwtHosQPha73iZbSCElhs4XdE3I5wRxUCfA34raL4f8Ag9et8LPHFy2i31xc3drb+HbtpolF2sgBXy+CygkZxmiildhyooap8Jfitd+HfiLp8fwe+IYl8Ra3bala/wDFMXe1Yo2uSwc7OG/fpgDPQ1sQ+AvijF8StM8Qn4NfEb7JbeFV0R1Hhe73mYaW1puA2Y2+YQc5zt5xniiii7DlRRvvgP8AFmH4N/Dq3X4V+NJbzTde1K4ns4/D12ZVjYWbKzL5eQG2uATwdp9KZ4g+GfxT1PV/jBdw/Br4jBPGErPY7vDF2DGDfx3H7wbOPkQjjPP50UUXBRRc0XwD8U7Dx94B1yb4NfEdrXQNEXTLlV8L3e9pAky5T5MEfvF6kdDxWMv7O/xbj+AK2K/C3xqNR/4Sc3Btf+Eeu/O8r7KF37PLztzxnpniiii7DlRta94A+Kep+NPipq1v8GfiNHaeLLCS2tY28MXYZGaeGTMnyccRt0J5Iqlo/wAN/itp+rfB66k+DHxGKeDXU3qr4Yu8ygX8lx+7+Tn5HA5xzntzRRRdj5UVV/Z++LVx8FfFNr/wqzxul7deJ7O7itW8O3YlaIQXYZwnl5IBdQT0BYetbFx4A+Kc3j7W/Ea/Bf4iiC/8Nf2HHCfDN3vWX+zktt5+TG3epPrg9M8UUUXFyow7H4U/Fq10b4dwH4NfEMz+Gb+a6m/4pi82yB50lGz931wmOfWtqP4G/FLWPBXxfuP+FU+ObWfW9Qs7q3tLjw9dLK4NzK5CL5eW2hhnGetFFF2HKhkHgD4qxePtO18fBT4iNb2vhj+wzCfDV2HMn9mm03j93yu47vXHbNc5b/CP4vQeBfCWhn4L/EEz6Nrtxqssg8NXm10kW3AVf3fUGFuv94UUUrsfKjq/EXwX+K3jDwb8XtRX4T+N7O413xLZaja2M/h67E7Rlrxmwvl5O3euSMgbh6ivE/8Ahlr40/8ARIfHn/hM3v8A8aoopXBID+y18aD/AM0h8ef+Eze//GqKKKCj/9k=) | SJM 1012 x094 080701 Fibula af kobberlegering
Fragment af korsformet fibel bestående af hovedplade og del af bøjlen. På hovedpladens midterfelt ses et motiv i relief - måske et dyr (?). På bagsiden rester af dobbeltfliget nålefæste med jern fra nålen. |
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) | SJM 1012 x095 080701 Fibula af kobberlegering
Lille spinkel fibel, trompetfibula, med markant tværrem på bøjlen. Rester af nåleskede under foden. Almgren gruppe IV. |
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) | SJM 1012 x097 080701 Fibula af kobberlegering
Hel, lille og spinkel fibel. Kraftig korroderet. |
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) | SJM 1012 x098 080701 Fibula af kobberlegering
Fod og bøjle af kraftigere fibel. Dele af nåleskede på bagsiden. |
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) | SJM 1012 x099 080701 Fibula af kobberlegering
Korsformet fibel, Hel. Korroderet og dækket af korrosion. Enkelt flig som nålefæste på bagsiden af hovedpladen. |
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) | SJM 1012 x100 080701 Fibula af kobberlegering
Hovedplade og lille del af bøjle fra fibel i stil med korsformet fibel. På bagsiden dele af enkeltfliget nålefæste. |
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) | SJM 1012 x101 080701 Fibula af kobberlegering
Afgnavet del af hovedplade og bøjle fra lille fibel (korsformet fibel?). Hovedpladen med cirkel-punkt ornamentik. Påundersiden dobbelt flig fra nålefæste, samt rust fra jernnål. |
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) | SJM 1012 x102 080701 Fibula af kobberlegering
Fragment af korsformet fibel bestående af dele af bøjlen og foden. |
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6AWk3mxokbYYR7iTtViMZ+U+mSwHXGeflt7zw68zAw6pp1hHHuEo/eIm/KuCPvY2jjH/wBfWvb3SvEHg9vtX7qFZQks0hyA7EkFX9c7cE+pFaO8o80lcx0jK0XuOvvD1roO6fT5Y2hE2XYpvJDAsFGO5crnvg+1en+F9JsNb8P3DrJ5SmQRxmPCvAVAOVYd+c814v4d0+7vtYGnXN1NMysGIJKbvkJA6/exx9SK7vwHrFro3iS20i1aW8tr27SOUucBFG7JO3jPv69a19ldWT1Zj7W1S7XkfX1jGyWNsrtucRqC3qcDmtK1XJ+lZ1gwazgK/d2D+VaNocZr3o7KwmcV8bgP+FY+J88j+zbj/wBFNX4FysGkY5xg9q/fT43f8kz8Tdv+Jdcf+i2r8Cnz5x7ZOKrqHQ9y1L4ra/pfhuSbTvjtql9exRqYtNjhvIyxGBtDsNowPw4orL8VX2tSeDLuO48QfD65tRAoa303T7JL1gCMBWS3Vw3TJDA9eaKp3M4pWP3UZhioGbFK0nrULnmpNAZqhkbvSu1RSNkYoARmzUTN1pd1cH8ZviRF8M/BF3qagSalN/o9hDgEyTsDt49Byx9hjvSbUVdgeFftkfEi1ultPDFpebobRmudTVThN4A8mMnufvMR2wO/TwTwaum6vrVql3AqwlSwnV8KCOofnjkr+OBirN15WuWFvqF60n2g3LJJBOMkSOznzSRz8wLZB7nNYOj3Vra+KW06/mkS0lkdN+0DkHKx56jn06kcV4aqOtUcmdMkoxSR69rWly+H/F+lwxRqbKHaygnGACefbkHj3HWsnx9qd1a2sNxbQRCP/lpG/L5P8OPX73XqOPUC9ptxdeJ/BJ1CG4S5uY0kRgRvaTyyNnHclNucdSeRwa5bUfFkXiTCyJ9nfdGjKuCDtIz1/TI74965FTk6nL1K51y83Q3J/F0Vvoem2tvZTK7Qhbfa4kjZiSSNxPoehxx+daNxGkPhm31HTFkMNzG3nRuPn3g7RxyARsb6/pWJrQvdJsbXW4YoruBgWuISvylxJhCVHQ9OnrUGneNNPt9DVltbuzLlkVWBfY4LPtxxuUMTjGTz2rRxi42S1EpNWb2KOu2aXQttWsLp7NldN8Uh2NEdwzge20nPIHtmusvoj4g8HXc3nW02oxzrAl3EeGzhkD9sMQRkdzzWfBb6Z4r1K2uo4tmmTRkSLj5VndMAA55zzxxxTrK7tbYRaTZTobiSUMw42Pg5YN7Daxq0ko+ze/5GMpPm51saei60NFL6PqEhsy+D9juSqrkjLbGxzyduO/HpWtf6etvcRXUwLxWyeTaSRp+8i3YATI9AAB9Dms/WJtP8Xaqqy2n2y32tFP5eM27ZPzq/VeBn3xTNP1xtNvrO3d28iZ/LKzDay+WXL7gRj7w6jg7s8YrNx52r7gmop8uxLol1btqbaYbo3Me9vMZgN3Yck9SDz+dV9H019Y0u901mtpkW7RZI1j2Oq7s7mwcMMgDIH171na1DbzeOria3iQKwcySbiv7lgjM2R9cdOefWtGw8UW2lyW91CGjjaQRs0w3Ek5wjEDgkd/xJoUXJX2KlOMHbdFPxRrlrb69plzMlxavbzrtuIsYZCFIQgdeBz1/pXWeD9csbe9lKIZb6MtsW3UNjpjHHBxkkex9Kr+MfCth4s0OW9t2ZGML4U4zvER6+4IHP0rnfCOj/ANjaTZajcvI1w4aLajENGQMBCh9eePQ0QirNS3FU1acNj6OX4x31m+l6fp8NnM1xbgq1wSCJOm1gG4yT+td98PviEfEUcsN8kVtexv5Z8skKzc8AE57V8sw6Xb293HLDcykXEQklflXUkDBBz0BC59uetdn4d1bUrSbTVEi3EULLls4LknOQ2Tk8nk/SuunWnFqz0M5TW1j2/wCNM4Pwz8S5/wCgdcf+i2r8Edytc5H94n0GK/dX4vzSXHwn13B/eSaZNz7mI1+FToY5ygXcxOAvrzivZWouh7jqHgPWNa8Mvb2fw18I6dNcRqE1CDXSJk6HcBJelcn3XueKK5fxF4d0+38KXE8Pwz8XaZOkAZdUu75mtk6fOV+yr8p/3x160VZCufu9I2ahc09jUTNkkVJYxmqNmpWNRM3ymmBU1XVLXRdPur+9nW2s7aJp5ppDhURRlifoAa+EPiX8eLLx94+g1u6Mseiaes1raW4hY+WrZHntzgs3HTpgCvQP2pPjQviqFfCnhjUBcaUjBtWvLQhhKMjESt0KgZZsegGeDXz5fWsEmq3NpZnatrF54WNR6gDAHXqSRXmYitGX7vfuaRi1qbmqWcOn26arYym8sriZLu1njGQx4O0qfqfpiqHiOBoprDWtNASK63s0igEpnghh0B6/l71e8L6/puq+HY/DzSfYdn7xHYCNI+oBBPY8Dt7+9G5hn0PW0h0eaCVLpsyhnAjJwVG7k7RyRjpzXCqcoz5UvQp1FJXbNrwTrT6P4budGurFbLVGmZIFh3J5zZBYsOqtwPm4HAHsZLjSbPUNaspDaS2l5LNGlzbSxKRMrKxJDAjoEY8emOtXra3nfSptclSA3dtGvlGEExHnbIcHoDsxweuelYHgnxMt540sluz9nVZHuEim3MjM6gCMMPuclsGk5OU21uVFJLyNHVfE0Wm+MoobJGlsbiY2zK65Vm44A9QfT0qP4o6b81jfWDIIliWRlU5MfG7cMdcYIPp16VR1u7VrzUNNiSRjbs0yZAwkhOcFjyAAxPfoPXip4s8L6tDBaXou5ndDuaTBUb2wuQMcdAOgztPHWnHk0cnZjvJXUdj0LT7210VrfzWt5LS/SOUH7qSyFRudD0JGVz06fjXLeKPD934R1jzY2+2bCTbjcFYeYQOW+mR15z+W6tjB4s8O2luvl293HB500IUeWH+6/wAuflyxPbv34xR0y6ivY49L1CRlMjGKK9kUNDIyqDy3b5s8dc59Kj7TtuLaOoeA7m/1CApaxS232d5Hlmyd0ucfIw6Mdqn8qv8AiWCPUteF7OWbTnLR2/l87mGdufcEtng5wBWZ4Pt5fCsevaibiT7Ll45VkbJjdiRGyYPT5ec+vHXnoNLt7d/sCNqFvcQwAO1uGBJXDh2U9eoVjx3I71q5e9c5FG0Gu5vxabazaH56gSXkaBX3nk/dyrEcjgBfpXEa9psOl6HBuEhWUmTyQVcq4+7kA9flJFa2nXi6XJcyWzp9luZFaRZGCFcfeUbgASNx6H0x0xUV9b/27eG1U/ZZzgKJGJdsZOA3cEY+mfxObg5S5tjZTjGPK/wLei3xmUwm5lhjkijQG3X5csMZYnoTlmH19a29O0m4t9QMbzbITctGHbG1GUbQ3XqSq9un6UZtPttE0yCy+0qIprlZBNH98KAuSAOoGO/5da6Wxjn1htPjtArRKQDKCGKMuFyQTk5AJPpitZPmfu7HP8K97cwviV4nfwjD4atI4o7xHlaS4izuTymIyc8euR+NdZ4LsbbTfFU+hWV8bmC/t/tlgqsGa1yDhSM5K7hxVuTwlcePPFz28Ol+cLNEjadSBCvQ5JIxyCfl+tet+BfgrpHhLVhq/lrcansKRyCPasKt1Cj+pqqNB1OmhvOeyiP+KVq0Pwz1iDJkMdhKpJ/iIjNfhfIu26dnK7iWI2nOMA1+83xYtgvw98QZOP8AQZuf+2bV+B9xvklLIrBQ21TXtpWI6WPRte8Q+F5vC9xb2nirxxd3jQhUtb2KMWjMMfKxE5O3/gPYcUV1F14ju9d8M/2ZqPx2tW0+aBYpbGSyv2AXA+Q4t8HGMde1FUQmftsWqJn64pzfnUTOEVixAUcknpSNBjd6+dv2qPjdYeFbKPwhbX4hv9SUreyxZLW8RXIU46F/0XPHIpvxi/aftbG8Hh3wddQ3F9MTFJqnDRxNnaFj9Wzn5sFR79vkzxneW2t4e81FbvWruZJroOxL+aSAVJxyOcnvzn0rjqVlfkjqVbS4ul+KEsrxIXjtrm0mOYpIgd24HAVlHU4yv0IrO1rVrWHXJYrKcWN60e4SbVYsdpwqhuPvADjNauraRHa6LbT2vkm+ijEEsduSN/GCyZGQThTnuc+tc34hMV9qT6aI2a4VraGG4jcLG7hdp46n6kjvkZrjpxg56IJSko2vub+v6Idb8O2VzcmIXK2gcu7jY42BVzwMscZ59cYqs1nc2MlrqN0Y5LybbFGUVdi524PHTjJBHr1GKueC7OXSPtEsrwSWTbrG500Hc28LxIck87ueB3PTgVZ1vVH0vRZdP1K0W2mY4gZTvDhVBUkEcDaxHU9BRKTi+WOpMY3V2dDp+qXMfg2S0SZWurdHiW2mynmHe/yEE9cYxx165rFsZvsGpWSXIjuYZrpI4LtThgH5w2CAygnjoRj04rIjmls9N0p9QSO/aa8F1FJbk5KhghBPccdAMnHvW3r0keo/2rNGDA1hLGizRtsZ43z/AA46AY6n+Ks3G0rlKStbY7LxN4dnvZtSmKQzxxriC5hJBlUYJDD2bv74+nHadrl7IkM03mXUGdwhmYnq5wB7A4P4+9alveX2n2mk6Zbahc3E2oQ/uklxgbmXIBxkfdz6cGqGuK2i6xZxyIYnkT5dxym9RgPyOvHTvnpwax5VF2uVKbmttTo5pPJ1K4UMp1goiI0AKlomIBGP73GMZIGRWVby3FlHaW/2iP8As1sr5zw+XIsoYYYjuM/Ke/brUGo/2fdLIgugblG+0bYmLSOM5wpxw3zAYP8Adxz1D5PEE9rrEFzdTG+0e4w584HH3wChBHU4bPQ5HFKz9CG01Zal7WgI/FCaWtuLS2nkQNI2fKD8lVbjG0uEA9m/Crnh+8GmwaidYtBbLp6M5m/1hTI2Mh24ymACMDuemMVp+FLW08Qa7fXNxEiW083lRu2X82LAVeec846nOVGPbnfiRq0UMp0KEiCS/K/brjYcLhsAcDJzx+HsTiOaS9y25rGnFy5m9ikljYeINaSLSJTJDNJtZY2YBlIVs+59OARj8a6O+s5fDdrZ38G6eexRo2id9yn5du7j2yOf6Vg2umnwLJG8lwYIoSFjvIULIrEbtrDnGcDBzjrXafDTQ9U+JSsi2kd3FOnmLNC3loSOMswwcrnJ45PvVKLlomEnaV2vmWPC9qupTaSJXWeW6f8AdxRZLR8nChee/b8K9/8ABnwSsrC5kvdR3O7vuS1QgIBgff8AU5z0OPrXR+Afhlpvg7fPFH5uoTAeZM7Ftp7hM9Bn8Txmu7gtSOuDXr0sOo2cvuOfd3ZHYafDaW6QwRJDEvCpGoVR9AKvrDt9qmjhCjPehq7gOK+LGP8AhAdez0+xTds/wGvwKmkWO4lkjyEOQFIxnPHT/PSv33+K2P8AhANez0+xTf8AoBr8ALpy0jc/LuJxS6j6Hs3ihb+PwLdB2+GRi+zL/wAg37Ib/HH3Cvzb/XHPWiovEfgvVLXwPc3cnwch0mBbZXOtC6vGMYwP3gVpivPupHPSim9yY7H7gNletfPH7Vnxdn8M6LL4R0mMvqOqWx+0XAbH2eFiRgY/ibDD2H1FfQrsWFfnr8QvEF3rXxW8S3kii4tRqc8Bgu22uFyVTZ34AH6iuTEzdOneO5pG3MkzzrVrpdQitJdqRbhtllRto3YA3HsMe9aEPhmPSdGSYhj5qmdbhgGb5sYIOOmFPGe/Ssy3+xaVLcSTSCO4tZ2H2WbIBjIbLhT1OfxGBTdHWfxh4gEJv4f7OtrY3Lwhm2sjfwsM4GCw+me+K8xRfK7Oy3Zs5apmP5aa9bpma51K6kfyTFKwQEIMod38XfAJzjjA4NdtdaNBJ5OlfYLa+1BE+zPcS5EowApY55Iz0Iz1Ga5yc3ekzS2FnBbB1IeG4IOFI6sD1+6T/nFdnomqPceMLTe9qZPs7zzO/wAyj5NgBGSQTxjJ/U4rSUnNLl2RlyqL94xfF2nW2m+Ho7C2kMUqyDMcoKtvzktnPqR/kVa1BjDo+k2OqRXVxqHkKIZDFubYMBQSDwuOM/iTSfFWSWZkvhH5VuJTsMg8st83OcZHUcDuB+dzS/D914umuLzSL2MTQQqY1nk3sUcEEgjkFcKMdM5rCL0vJlyvL4RfDFjc6pdQXPl7ILNGto7NwpCsyFVYKMEcEkAjtWBY2UugXV9FeS+QZ2MY4JYoMEbPcbcdSeKiGrX1ta6rC3mRXs1wspzjC4AGc+oPTnvW/o0kmsaPFa37+a7TiVZZTtkYBM8evOev92tOZyfMtjKUVBcktyxZR6hr0Taghktby1nBh2qHkAUEhmP1wOPUkg0a/wCIE13UoneOQXLxB/JMWXQAgH2+bafbgetVbZrrR2uYre7d32hgjtt6YbZz1JbdnHTrV6+8UWc2oW99HDbT3SeWDDEGbcCm3gkAcHjB7k8eo05SuloYcyjG0tGSw2bHUklncXJuocxsIdhdQM4DAnDdOo9DUt5eM0ltYxPa3thI67bh8khmILAkEdvz445rK1+PVbXVdN12NHtbJoftLxqVJt8EBiB3BBI55yD0qhHBHqyolnEkVkyyTeYVByucudoHBySOPQgUklLdmqTprmSPTdS0O28N2a6tZS7bCGLzpEgRRuIfcFx03FsYYc+ua5ZNNmutSWfV9t5Y6huLusm0wTvhQMnvkldp4wo74NR6Xqjab4ZvdCJfMlz80LRNjdt9cccqO/Q+1eq/Cn4N6v4/guFmmksPCjhY8yxjfOpUblQEDjd3z2HpioVGUnaJvGppsZvgP4Zav8RVuLC1i26XbvDC91ckhSihckjGS+BxjHOCfb6w8B+A9N8C6HFpumwIigl5ZVQKZXJyzHHqSeK0fC/hWw8L6VFpum2629pGchVA5J6k+pPrXRW9rtxgV69GiqevUyC1tduOKvLEF7U6NAKfiuoQxlBHPNQyVO1QycCmI4r4sH/i33iD/rym/wDQDX4BXKhZD/ESa/f34sbf+Ff6/vOE+xTbj7bDX4AXBLXD545Oal7jWx6mNN8F2elLdXngDxx5KRq0tz/a0aQngZbJsjgE+p70VU1rxFpE3hKa3h+InjC+uGgCLpl1YbbVjgfuy32tsL77D06UUyUj91mYV8RftefDi70Dxdc+IbW28rRdWKPJNEnC3OCrIcdC3De5Lc9a+3GqnqFjbalay2t3BHc20o2yQzKGVh6EHrWdSCnGzK21R+aFhoUfifwelxEGlv2nKSLMx3PjAG0nORz0rH8PQ6j4LvtRvHtI5UaDyGHO4ZIIwfTK/pX1v8R/2czoNnqGoeFYvtVmzPctprE+bCSMsYm/i6A7T83HBPAr5quLieRdShmkYXAGIZVwd2FOAccZyf1xXjVYzpyaezNotO3c5zVL7ZGl7aFor1hveJ1+cD26g59R6muh8MWuoTa9Ya05hS4mD74oXw0UYBYZUdS2Dnkj2rA8P6GfEk80O4wsu0HnBwc9ODjoTn2xW7/wjWq3treXFvfTDV4wsa7VU5IzkBuDk4PPoPQChSShy7CcXz33N/xpOnjfTZ1Cbo4iWbzBk9TtGB6Bf0Ncv4Juv7Bjnj0dkivpIOEOGcDJO0j72D788+gp3hPxe1nfy2l7aN9ruMALK2Szg43EsehzyB6e2K6G80zRZzFqTu1lfzDy40AAL9QRgE55TIqbcmy0I5r+43ZmJqFtDqOpSJOklhEqqJmYHakuAxjzjnJ6Z9q145bTUvCMcEcy21zboZCFOCioMAgehGOnrT4/NtZp47q2W+gLG8Lq2HbcAuNvcjn8O1VdJ0ma1m8S2Aii3yQKSATkRg5B/XH4flMpdH0HGCvddSpbS6U2mpe3t7u1Fz5yAHeozjaMdjkDoOa37y20fWtF+03EAtr5EEm1TtkMZOA6evHb+deYaHarYX3m5Lyx3aiOPcCrKCMg/RQe3PFfY3wq+Edn4mWy1vXbWK8ijiQwq6Yy3PBHTaM/iTWvs3PlUeplGTU2ux4nb+C9b8VeHZdO0WxudTnuAIpGWI7UQHO9pOBnG0fgK6/4Yfsz+MJ7a9t9Y0+HR4biPyN9xcLIyIRtO0ISc4+gPtX2BpulxW8SQwRJDCgwscahVUegArbhscKOK7o4WKVmzS+3keGfDX9lfQvBMkU19qN54hnTBAusJFuHfaOT9CxHXivcLWwSCNI40WNFACqowAB0AFaCWo2ip44ADmuuMFHZCIIbcYzU6nacCpdtNMeGzVAPSpP4ajTrTu9NCG1FLUx+6arydKsRw/xfbb8OfETdhYTn/wAhtX4B3XEz+pJr9+vjF/yTXxJnp/Z8/wD6LavwDuW3SE+9Zvca2PXPEXirUrjwNPaP8V9L1OBrZVOiw2N0kjjj92Ga2Vcj13Y460VYuLzUND8OC9bTfhncxwwK/lRvaT3LjA/gDli3qMZ60U2SvI/bySoWq1ItVnU0yiBq+Xv2nPhDNprt418NWJmAJOqWUROMHrOq/nu/76/vGvqJqglAZWDAEHgg96znBTXLIPQ/L+XXLu1a4k0pY4Le4I23c0f+ocEnc23J/LI5Priti1tp4rhNeRWkR4RHJm4IZ3JUExnb8pP/ALN717r+0V+z/d6PYz6z4MsEfTd7TXmnQIS8JJyXjUD5lPdRyPcfd8cspp7HT7yCGYpJaqCYVQFADnJAPIPHI9uleTUjKkrW/wCGG/flc3td0PTvFmjwXSus7uu+JbgBGR8YKZHP3lboeK5LSdBs5fGkKTwPHb20LFFaQsu/axwuc87uevaptNM9jpKXb2cpluNpRoWyCf4uh4OO2B3xS+IrzUNHvLK9i/09VDPJHKNssXJypOMnAzwSevpiubROyY4ubVmiDw/qU6+IIQ6tNczMsUayP+62FsAZOMMT09/Sq9n41+zeJru51NJJFmja3MSjbIvI54HP3mAGc/zq/o4h1rXtNSC0Mied5qyRrj7qk4P1Yd6426Md1fC8jWXyo3LMgUkByx6eoIH+ela2V0rGab5ZO9j074O6BHrnj64uvskl7Z828BwBjcwOTkc88c+uK+99I01NP062tkRY1ijVAqDAGB2r5H/Zn0uSHxNbW5ngaCQefJFGpY/MQce2MKD/AJNfZdvHukVR6124ZXcpfIIfDc0NPtdqg4rRVQuBimRqEXAqVfWvRLFVadkUlFMCTbQq0q0m7rQA1vlanFaYTT92V60CEYfLiq8lTsx5qtJmmI4j4vAN8OfEQPQ2E/8A6LavwCul2yHPIzX79fF8/wDFuPEeen2CfP8A37avwGm2eYeW/Ff/AK9ZvcpbHrPiDwfqFt4InvG+D0mlQi2V/wC2mubsiMcfvdrSbefcY5orPvPDPhq78Nv/AGZ4T8cf2u0Q8uaWWOS23cc7RAGK9cDd6c0U2jNM/d56gdM1YdhkiompllWRPSoHSrrL1zULJQIoSKa868efA/wn48aSe904WuoPk/b7E+TNuIxuOOHP++DXp7R1BJDmk4qSsxnyd4u/Zh1rStPlOgaomtbAdlnfRrFIO4xIOGPbBA65yOh8f/4Sq1toZfDPiy2uNF1qIhcXSFXU8856FTnuTxgg1+hL2oPavPvih8A/CvxbhhbWrJkv4Btg1C1bZPGOeN2CCMknBBHpiuSphYS+HQalJapnw5ojXXh2d4knSSSG5HkqswRn4bDBs4K8jpzzWhaWn2XWHiWfybYyfavJV8HYQc9xwrdunPtXq3iL9jzxzpoY6Nr9lr0aRmOFbtTayKMcDgMrHjGSe9RaL+yj4z1y+tDqWlWugxHEd3KLxGYr/EwWMtnI4wSOtckqFRaWI010PQ/2VvDMTNqviFVV0lJgjlRdqvhic+mevQDr+f01psPzbyKxfC/hO18NaPZ6XYxCG0tUCIv8yfcnmunjURqAK9GlT9nFRK9Syrc07PFQB6eHroC5MGozUeadmmFyXfxxTN3NR+ZxSb6BEhal3YGKiDUu6gBwbNQyGn5qOQ0hHDfGJv8Ai2/iT0/s+f8A9FtX4CS/f49a/fX40Nt+Gfic54/s64/9FtX4ES/fNQ9ylserX/jSCz8OltO+KnjKfUI4VEVi9q8UO7AGzzBdHCjnnb26UVY8ReJtSuPA89rL8UdH1KFrdVOkQWdyssg4xHua1Vcj1L4460UmTHY/aj/hY3hPzGYeJNJLHg/6dF/8VTG+JXhTr/wkuk4/6/ov/iq/BVppFZhuJ/GkW5l8sjdkN6/zqtRn71f8LG8LvHvHiPSin977bFj/ANCpjfEjwqrbT4l0gN6G+iz/AOhV+Cq3DqchmHpzUi6lNH912U9Mk5Io1GfvLJ8Q/C0ed3iPSVAODm9iH/s1QH4leEi23/hJ9Hz6fb4v/iq/B1ru4mYlpHb1LNmk+1So3yMxxS1A/eEfEjwk2QPE+jkjr/p8XH/j1C/Evwf38U6N/wCDCL/4qvwYe6lfcS7fMemaiad+7Gi7A/fWP4neDuD/AMJTovXH/IQh/wDiqk/4Wp4L6f8ACWaHn/sIw/8AxVfgQl5JHnDECkWZ2bIY+tO7A/fxfip4MXp4q0T/AMGMP/xVNPxa8Gf9DboeP+wjD/8AFV+AzXEgBG44+tILh9pGT60rsD9+P+FveCe/i/Qv/BlD/wDFU5PjB4HYgDxhoJPp/acP/wAVX4B/aHbABP505bt424Zs9+f0ouxH79r8ZPApxjxnoH/gzg/+Kob40eA1YA+NPD4OM/8AIUg/+Lr8BfOeOTcGPtSLM+Bkt8pp3Y7H76P8bvh8p58ceHB/3FoP/i6jPx0+HnI/4Tvw3/4Nrf8A+Lr8DfPcyck+gpFmYgjJwaLsVj98f+F8fDlevj3w0D151e3H/s9J/wANAfDRevxB8Lj/ALjFv/8AF1+Bgkfnr6UeY/vxS5mM/fIftB/DM8D4g+GCfbV7f/4uq8/7RXwwj3B/iH4XUr1zrFvx/wCP1+C5mkUFRuyRlvpTfOmbavzNu+73z24ouwP2o+MX7RXwxvPh14jtrbx/4bubmWwnSOGHVIXd2MbAAANkk1+Kch3MacVkO3CswJwvGcn0/WoO9LUZ7fd6PqGteHRZlfhlYrNCoE8N7aR3KcA53eZkNxz+NFeIbiaKLkctup7w17pmt694vmsfs81svg62RWRRhZUt7RZMccMHVwffNQaJ4l0GHVPBjyTWxW38MX9rdlwNqTsL4Rq3H3jviwf9pelFFVfQm3QzfDWv6Jar8LzdXFsjWOuSTajlR8kPnQEGT1XCv+ANU7qS1PwrurmKOMf8VP8ALLtBOzyCQM46UUUJlNF/xl4g0K81D4rmzuLUw32orJp3lqAsiC6Zsx+2057cUuoeItD/AOEg8Uyw3Nt5Fx4Wtba3ZQMG5WC0DqvH3tySA/Q0UUrhyl23vdL0m6+HtxqHkQ28nhO+V5JAMGRm1BEz7ligB9cVjeGdc0azh+GP2me3RrHXZZ77cM7ITLbEM/thX/I0UUNhymVqWr6XL4Dv7SKSFr1/ERuEUD5zB5TDI4+7kiuo8ealp2n+I/jRZTGGC6uNTxZw7cE7bwlgvHGFoop3C2pX1DxRoMniLxFMk9v9nuPCNpZQsq8G6W0tVZRx97ejgn1Bq/4F1PS9U8RfD22iaCV7XwzqUF2ir92bOoOob32tGc+hFFFF9QcVY53QPEGjW+j/AA5jnnhSWw8QXFxfKy5KQlrQqzccr8knr0NU9S17S7jwXrVnFNF9qm8RpdwqFO4wCOYFhx0yy8e9FFK4+U6vxRqem69ffGXVNPaG6tJvKlt5o0wpQ30WCB2yMVUk8XaIniLVJkuoHt7jwZBYK208XQsYUZBx94OrDP15ooouTyoj0XxboVnrHwsmkuo1i0uwlj1Bth/dSG7unAbjn5XQ8Z4IqrouoWum+C/h1eXLLFBb+KL2WaQrnCKtgSTjk4ANFFF2NxRU1zxNpc/hXxrax3CPcah4jtr62RUI3wql4GcccAGWPg8/N9a0fE3jPRbvWPijLb3iNHrVvGljJsYeYRd28hA44+RGPOOlFFK7Hyov6xrFhoOr2z3s6wrceBIrSL5Sd8r2oVV4HGT3NUPDfjXRNM1r4Xy3V2I4tGtJ474+Wx8pmubl16D5srIh4z1oopt6iUU0XfhL4isLi++FGjxzbtQtfF8lzNEVPyxyGzVDnGDkxP37fSvGrri4l/3j/Oiih7DS1Is0UUVJR//Z) | SJM 1012 x103 080701 Fibula af kobberlegering
Fuglefibel - stor ravn eller ørn i profil. Overfladen gaske korroderet men der es spredte rester af ornamentik samt fortinning. På bagsiden rester af nåleanordning med rustspor fra jernnål. |
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) | SJM 1012 x104 080701 Fibula af kobberlegering
Næbfibel, foden mangler. Dobbelte lister med tværstreger. Bagsiden med dobbelt rørformet nålefæste med jern fra nålen. |
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) | SJM 1012 x105 080701 Fibula af kobberlegering
Næbfibel, foden. Korroderet, med fladedækkende stempler. På bagsiden rest af nåleskede. |
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HhHxNB4q0K31K3OFkByvdSCQQffINbsM3Br6OMlJJo4npofAv8AwVcb/iifCY7nU3/9FGvzd0SSwTVLV9WjuZtP81ROlm6pMYx12FgQD6Eg1+lP/BVK1E/gPwzJnDLqTKD25jOf5V+cngs33/CWabJpl9baXexTo0F5eyJHFE24BWdmyoAPJJ4q0TLY9+/Z3v8A4St+0J8K49O0jxhHqP8AwlOli2e51C2aFZTdxbC6iEEruxkAg4FFdL8Mb7x7c/Gj4VLr/wAQfC2vab/wmmhlrHS9RtJp3P2+HBCxqGIB5OKKJCjsfrdI1V2bDGpJW9Khb9akoaxr5R/blup7WHwmQhFrI1wrzbSQG+TAP6/lX1YzYrjvip4L0/x94F1fSNRtkuYngZ4w4+7IoJRh6EH+tZVY88HEqMuWSZ+c9xd3BZnVlHHyYzg8d8VNbx3mreUJJ1RguAYgPl46/lmqssaWdxNawIdkLeSqEdQPT86taTcDTUdro+TtXK8ZwMHmvmX5HraWLF1rW5H061i2eS6h89M8Z/Pio0e4tS0dzbkK5LrMh5AwOM/hVTTLOXW7ifVI4o0kclVDcfKMDcfQnAP4/jVbUdeuo44UZC/zFCFTJJwcY9OM1cYpaRMX3Zak1OK0muClwyu0bD94fx/HjP5Vu2eqQNodpDZfvFihdGkVsEtgkqcep/8A1+nHWF/PEZoXtg6swVk3gsc5wQCP5Vt6B5NncGVVjFvCXkMDkBvMOABj0GAfxNVJWQx1u6TW6x7Lh5VVpHjj+9ww/If4elbFvb29np6XBuTO8y/u7dkdRkYBG/B6DPIHJrF0G6GnSRaq0UpRAxlk2ApjA4z3PJ/StnQNX0q681rhN7RurSqRhU3dCeen1I+6KUlfRFXO28LePTHrNjFZQyWE0KtG0dx8olXAJyvfjA6e/avXry3j1rSEkX9zcb1MpwCPl+bcVIxtJx0968V1jRbbRbqDUbZfKiNwyJ5mVER2K6rnk84OD9c9zXsOiahFfQrcWcoEUibNrLgD5drHPQjOOBxmsU+XVESONuPEF1caBLi384RTKrq3JljP3l9s8gZx0/CvTPhbNEnhG2hjmIt1Dxbi2PlRiAfqQD/k1gXem2c2oSWJCshQuZEO1AwDDjHQYX9feufhuJfAuraRLFGyaRrUwt5O621xubY3spyARnGM/WqjroSz0HxNpclnGt0QZCrnZjH3jyCDx/PvWdJYnU9P1CyeWQTtIssUynAbDK2VAwRjB7d6d4q1zVZfDp/scQi9ibDI6k5QcjC568YxzVn7da6VfRrM6x3lwUtk3D5yWwDt/wA9qqGiZL1saOn6xBrEiTs/nysVkyvysuO/PI+YHjHeqviizt7PxXaXQCNJImRtOA2AFIz64PHuBS2OmxW91eLNd+Ze27SEoMKMclTjuMFe/aqU+pW914m0Nb6LfDNZNKkkabyj7sFiByAPlGe278aUfds2i1qmj0D4HtNb6VqltJueJbyUxSkjBXIGPr3/ABr0yOTGa5D4b2sVtosyxAqBMx9uSW69+v6V1qrivocN/CRxVPiZ8Of8FTC3/CuvDih1UNqRzu7/ALpuBX5u+H5LGDVoPt1jLq9ks0fm2cEhiedcn5AwBIz64zX6Of8ABVZhH8PPCzZwRqvA9/Jevzd8JyXdv4p06W01f/hHrpZ1ZNUZ3jFqc/6wsgLDHXgE11xMnsfQnwTuvCknx6+E66X8M9W8N3v/AAmWi7dSu9VlnjQfb4cgo0Sg5HHXvRXW/BNte1r45fDGDVvj9pviazTxXpMx0ptQ1CX7SyXkTqiq8IUsWAxkgZxyKKGKOx+ssjHdxURPWpJahY9aRRHL83SszxBIiaFqLSMVQW0hYjqBtOa1GasrXLi2sNHv7m8P+iRQO8wPQoFJI/KkwPzEW+NrrFw7h4y1wcLIOvHatuSaKaRU3JM548rPrzwP89ap+IrZTrXm+X5kUuWjUcY79/8APFJYxR6PcI4mLMCX2SsW5zknJr5KVnsevd8o2Oc6DcPEiMrtyOMg5PB/+tWRdWLzaxHPLLLGwDPtZTgNg+3+c1talqVlHDvuDOZtw4jjZ889OBjFYOq6lO3kXIdjAr4+XOSD7d+9a07t3MroSDR/O1CGWYSwm5KqHjYkqTkcfp+XStOC1Y61fRmVpxJH5CbwqlpOBk5HXof1qbULqGGLSbmOPg2+9oZBn7xB3HHFV7OJ/ED3QhnVdThO4qSMlQOGA9iKrVrUOpqeDWtJtJ1DTbm4jjnnDBVkbkSfwnbnoOQcelY+l+Eb4ahPbLcNa3Me5iqpuhkVR/eGTnqcH0p2qxw3USXTW8lpqAb52jyNxHdffkcH36VoX2qTeH0kltb6aK+fiaUoGDIOhPHIP4dM0XfTqM7DUPEFwuji1kZLiZSlwyxhlG8EkEYPynDjj1rtfB4bw7ougtbTRzz3CElg+4FjuP5cr9CpGBXnHgPULW4a71C+85wi7d0mAW+6ASo+XIwTnPpx1r0PSJoLXw/a3YRZJPJZ41dSqjLlueuGxxj29Tis7W0B3Z1E81yfEV4YSwPkpFKu448wgsPw5Oc/3qn8P3Inm1Swng+1aZEyPPFKpKxuEGXRvU4PHbFUvDXiCz8VS3EloN8kAJnafI2OYzxnt+ffIqz4DhuNNtbo3cTCOW5eeN1XdkY+8SM5JJxj2qY3iyZLQqQre+A9ZuJjqNxcaKqDyhKu5oCw4Vz+XXNei+Hv7O8WeRrUiJcDlIUkXGCG6gnoeG4rKuo1uJrm4eE+TNB5EySr8sg67voORzVXwSG8P2Vwbe0ng08sWihdg3H+yDzzzx7dKbdybHa+JLWC1triWPLXkZY27Ny23vn6Zx+NcHJqyWum+G7hokW/DyRp5bbfkfAyMdR8wyP8K17y41HWGGr2SqLd0YJFKpDbSpGPrn1HPFZVxMyav4fTCKtjC7TqU6AhuoPTj+ZrXolLcO57N8K7vztP1GEKQkV0yg9jwB/TH4V3K/eFcn8M/Jn8K295BEsS3ZM2F9znP611sa7mFe/h01Tjc4pbs+Gf+CqCxt8NvDfmEDGq/LknOfJfp/8AXr83fCsb3OvadbNpMniEyXKIulxlw1yAf9WCnzDPA45r9Iv+Cqyj/hWvhrPbVh2/6YyV+aWhSRSeILAz6k+iQeaga/iRna3GeZAqncSOuBXSiHsfUfwl0N7H43fCmU/A+98F48Z6IDrM8t+yxf6fBwRKdnzdOfXjmisn4LLov/C+vhObP4r6h4quf+Ey0UDTbixuY0kH2+Hks7lRgc8jtRRIUdj9jpqhbpVmQcGqzUFELVgeO9JfXvButafEu6a4tJEiXOMvtO39cVvycmompWvowPy48Qamra5BAytDcxI29SRgndwB+Rq3asmoNtyu5eCWGdvetX9oTwNdfD7xtfJfW2yJJnubOXPyzQs2cj3HcZ45rjtF1JQq3PyjzDhtw4U56E183Up8mh6cZcyNyaF5VmjUYCt95TjtwTx+lYGo7o57ZkCtCofzGRwOSe/B7/j1q3PeppdxkXoeOU/Ih9vU+nHesya6ik892OWJ3DCjOM9R2/8A1VlG4abGpLr8FvIWmbzEaPYiEc8cAfkD+daVpoj28Mep2EXlpcW4fzZFzsG3kHaeeoOK4638TQwRzQeQ0m9xIpm2gZAI2r39z9BXVeD/ABvPc2osYzCbaQlkBDZUngrknGP5c9a1lFxWiJuupPcLJrVjHJcJFNNnbI0bf6sr0YjPOSTxx7Vzdx5tvqwsFha909mKSu0pBbPHBJzjjp7ivU/Dthpt/dPBFGCjx7TtwWDEYIO3tyB7VymraIYZ/si3jLtnDQtdHgHcQvPbJwPyzWcZId0jkI9ch8OLDBJaSJNcSKBmVlCpluOnIwB+A4r2HztSsY01K1vJLtZ9OSWO3aPMTRttYpuJOMfKMkckH1FcY2kSHVI7DU4RGbUtdiZAG8llXIjOeqkqQK3l1DxDZa4PMaXU7COAJbeVEBFMNpDozZxu28j1OOnFXdPYb7ne+D4l0O086Gxw9x87srKTJkcKD1UAnknqQPpWb/wlVxFPPa6jCZbdJYi4JKyRNyFXAwOcjoPzrQs9Tn+z27RxwxhCsaru2iQ7d3TGeQM4A/LmrlidG8YQoktxG95HlrkxlgpdZCcnnJHAOe3WsI3d2xysdNZ6pq9jbiCUNHa3rsyyNIpmViSwwAMBfm6Z6V1mrzwW+gxuGuZZvLVFZR+8yRkkAcA8GuQuhrcPiVLVIUudHjtF2SkBm3LtAJPf04PbmtPTXvY9YFxcQjUYfLwRu3MXZuVVT2C+/ep3dzPRbEfhHXPENnpMcN3bRPaCdgGY7CkOMrzk8g4/LNavhW3bxVrFzkuwvn+zxnqQnzZY55xjdz71neLLpNP0yHSrScIbiYBDgKu3JwCPpjj24r2D4N+Hha6Ot9LEEfb5UK4+6vXqec/X0rooxlXqKIp+5G53umadFpOnW9nAoSKFdqhRxWlap1JqOOMu2KuhNiYr6ZJLRHnnwP8A8FWsf8K38M/9hb/2jJX5teD7e7n8W6TFZaXBrV21zGsWm3Skx3LE8IwDAkHp1H1r9J/+Cqmf+Fd+GMcAarkt/wBsXr8y9K+xSazaf2jLcQWBlUTyW0YklSPPJVSyhiB2JGfWmtwex9kfBnwT46vPjZ8M/tPwZ0Dw3a2/izSbmbVNPgdJoY472J2ILTtxhTng8UV5x8BLT4d2/wC0B8J28P6/4lvdV/4TLRvLh1HTIYYWH26ENllnYjjPY0USFHY/aeQfLVaRauMPlqvItMopMu1qiarUi1WYGkBwvxb+FekfF7wfc6Hq0YG757e4Ay0EmCAw9QckEdwTXwH408CXPgnxBdaBqMCwS2rbCvVZE/hYZ6qRg/jX6Yv6V5d8ZvgFoHxktY3vZbjS9WhXZDqdmQJFXOdrA8Mufx9CK5a9BVVdbo1pz5D87pdLFtiMs3lKGALMfunnB+nFZ51KLTY3USq6FtikDLIRwcj1/wDrV7X8TP2dPEPw009jfXC6xppfZHqUWV68AOP4G/MHIwe1eM/2cLO6K3UCxqVz5kgzuPPHt2/KvJlFxdp7nUndXRFM9tqVrtJVTtJZmwOcnpxk/wCea2vB1vbWdugVo5nZjtViW5GSMjoM5z26Vg3M0Ulq8S+SEiUHbgbgPT3/AApsE0tleWs1g8Vs52mVWY7JMHOAuODye3WpeqsHU6bRntb3xSIHRoTv+R9hU7sEnn0BwRXTeKrxbe1S/ik+1BC0fnLksNuCc/Q5+lcnZ68txNPfGJ4xCAyBPUg98YzwPzqvLa29rqdtL/aE82m3L5eFgd2WPIwB1H6561lZX1Lex2TeILmS3l1fUbRTbaiFjLREvh48n5xxtzu7HuK6G18TPbfD/TrK2a3+1xbpQ6h3VkPrkfKeCDk4yOtXIdX0/W4dK0y2Zbx3iWMWzfJKxGQxBI68fyxXa22l2OlxpHDax3RjBFxFKuJDhcHac5DdT9c+uaxlLyBbFbTbaKSB451EQhiT0Xa+1eRu+uQCDyp9aq+ArjRLOC68uGO1vZHkisldQkZcKxKMNowT2POckdq3dYtYI7TVJkeP7LcIrkqztIoB6Mp7EgjIHr1rH8C6PZ/2hBpMFxaiJxmP5gxD7iSpJXk5YD1wKz7sL3PQfCun2a6Klo+2LU1jlbb5uXVSxJwe/OOnqKx7iafwhGlzOzN5beXDE+GkJzgsx/Dt7VrM1vo0b3MwZbmRduGC4UYGRk+mOvGeKw7Pw/feNtcgfzlngVypWMEtwf6kD34oSa3Ldtzq/BHhdPG9tAFlS5u7ibzpJyMiIDBOAehHTH+NfSOl6eumafbWaM0iwxiMO+NzYHU47muS+HXw5TwjvuZnWS6ddiomQqKTnn1bOecd69At7cswzX0ODw7oxbluzz6k+Z6ElrDtG41LJ3qbbtGKhk716RgfAf8AwVYkI+GvhpMcHVg34iJ/8TX5reEftf8Awk2l/YFs3vzcoIV1Dyvs5bPHmeb8m313cY61+kn/AAVaOfAHhZOzaof/AEU9fmbpUliurWranHcS6csq/aI7V1SVo8/MELAgNjoSDSW4+h9dfC0eOF+NXwq/tuDwHHp//CZ6HvOhjSftWft8ONv2f951647ZzxRXCfAS7+HE37QnwkTw5pHie11X/hMtF8uXUr+CWAL9uh3ZVIVJOOnNFKQo7H7ZtUTip2FRsOaYyqy1Xkj4q6y1CyUhlBo6gZcVoPHmq7w0wMjWNHs9d0250+/to7uzuEMcsMq5V1PUGvgT42fD2T4Z+PJNKv4W/sK+50++c/K6cfIT/fXgH14Pev0NeP2rm/HHgLRPiFoMuka/YR39k53BWyGRh0ZWHKkeornrUVWjbqaQm4O5+Z+qeDHspHkt0F0hwCuzLLz2rL1rSTJBDaoXYsVEayNkDkce1fUXiv8AZN8W+F7u4ufC+pW+v6eM+RZXxEV1Ep7Bz8rd+SV9sV5J4n0PVPDNssPifwrqOn7Q29pLZjEp7ETKCh+u7Pb3PjypVaeskdaqRkcfZ+CbW2t3yrQmWLd5hJKheeMdsVzWqabqeny3OxVu4oU/dyxpkLkZ+fB5GO/rXf2c2itJ9kudRmhEibhIsm5Mnk5x1wPX9at6fpdpb4W31GGZXUDy5gAJUJB2g8ZzWak1qyrdjL+HP2bV9JgtL5Nq73leW3lyYF2YwN5659+lev6f4fuJrLzbfVnmCiNJbd8AwgH7+QcdAM89CK4PTPBdhpdwoa7eCP5ZdqgExt6Z78Adema6qeSHT9IvbKC4ZLl4xGvO1ZEBG5RxgHAxg8/nWc7N6E+p0sF7PdyWpjjEdpbQeVLdbch9pxtOP94keprmbLw/FBrU+o2zlYo5nH2aObMUhYgLnjghs5B6cduKufDGa41W6k0dbKSSV4ikVtsHJJ4bGDuXGDmvZvAH7LUllftqOs323zpnmls4xv3ZPAJztXg84Byec0U6M6jtFBKaijmfB3wt8SfEiZ7u6n+w6WqjBuI2Bds8qB3AHfp7+n0P4B+HNr4MjnWOT7S8r5DNGFCD0Aye/JOfT0rrNP0mOztooIYxHDGoRFA4AAwBWlDbBK9yjhYUrO12ckqkpDIbb5hmryIFpVTFKK7DIa1V5asPVabvVEn5/f8ABV1tvgHwoR1/tRv/AES9fmz4VluYfFOmPZ39vpV0tyhivbo4igbIw7HB4HU8Gv0p/wCCrUe/4e+FiCcjVD9P9S9fmfobW6a5ZG70+TVbcTL5ljDIY3nXPKBgCQT0yAalbldD67+CvjLxzY/HL4YLc/FXw7r1rP4s0i2m0/TJ1eWWN72JGAHkrxgnPPSiuP8AgdP4dk+PnwlGnfDHUvDVyfGei7dSudSnmRB9vhyNrRqDkcde9FKRMdj9pmOKY33hTiaYaYwZRUW3dn61Ix4pn3SaAInjFRtHz0qx1prAUDKrRA5qM2+aubKTy6dgKDWu6qlxpUdwjI6K6MMFWGQR6VssnFHlUxnh/ij9k/4e+KbqW4l0MWU0v+saxcxK3vs+6PwFcTN+wn4XtbWcaPq2qWlw5ypuXWaMAHIG0BTj8e9fU/kipFhFZulCW6HzNbM+PX/Yx160vreWz8SWF1H/AMtnurZ0cc5+XBYH9Ole0+FPgRoWjadaLqdpBrOoxr+9uZo/kduefL+737jNeuLCPSpBCvFRHD04u6iPnk92Yej+HLPTIwlpZwWqAYCwxKgA9MAVtx2gXtU0cYWpeK6LEEaRhRTv4aFoPpSGSDpRmmqeKN2c0CEdqqzN1qzJ0qpMeKYj4C/4KtDd8P8Awrzj/iaHqcf8sXr82PC++PxJprpq40N1uEK6orMDakEfvPk+b5evHPHFfpH/AMFXv+RA8KH/AKip/wDRL1+bPhaGa48TabHb6QNema4QJpjK7C6Of9XhCGOenykGoW43sfU3wivtQm+N3woFx8bpPGcb+MtEzo7TXrCX/T4ef3o2fLjPPpRVv4GR6voPx1+F82pfAax8N2knivSYP7UltNQT7Oz3kSq6tJMV3AkY3AjIHBopSJjsfrwTTMjvTd9NZqsB/bFNY7qaWpu70oAkU96D2NR7qcrUxkmKNtJu4p2adgE20beaXdSbqYCjGaetRbqeGoAl6U9aiVqeGyKBD89KXdUbP8vFMMmcUDJ80n3jUXmULJSAmoHFMEnvS76LAK3IqpMetWHbtmqczdaAPz//AOCr8n/FB+E17HVGP/kJq/NfQ2tv7asvtt5PYWnmr5t1ax+ZLCueWVdy5I9Mj61+kf8AwVdfPgnwkO39pOf/ACE1fnJ4RhvZvFWlx6fZ22oXzXKCG1u1RoZXzwrhztKnuDxWfUb2PoP4HDwiPj98JP7K8ceItdv/APhM9F2WuoaaIYXH2+HJLfaHxgZx8v5UV03wr07x1a/G74UNrvgvwpomnf8ACaaIHutKs7KOdT9vhwA0TF8E9cdqKUhR2PsuH/gpB8JZmIU60FHVzZLge/36Zcf8FJvhBCGPn6vIVOPksgc+/wB6vyXaK5f7OphmIn5hwh+fnHy+vII47imLZ3DRzyeU6pCQJX2nCEnAB9CfersB+sv/AA8u+ETMAP7cOT1+xLj/ANDok/4KWfCON9p/tv8A3vsS4/8AQ6/Jz7FdyTxQR20xllUPHHsO51IyCBjkEc1Xkt7ny2neKTykYRmQqdobGQuemcA8e1LUD9ZW/wCCmnwgViMa6wz94WC4/wDQ6T/h518IP7mvn/txX/45X5NmwvFneH7PN5yIZGj8s7lUDcWI7DHOfTmofs9wLdJvKkEEjmNJNp2swxlQehIyOPcU9Q0P1uk/4KbfCKIEmPXyM4GLFOfcfvKjX/gp98IWz+58Qj62Kf8AxyvyYayvEkuYntZ1ktcmdDGcxYYKd393kgc9zTodOvJPsu21mY3R22wEZPnHO35ePm54470aj0P1mP8AwU8+ESgExeIPp9hT/wCOUz/h578IirN5HiDAIH/Hin/xyvyX+y3JhmlEMhjgYLK4Q4jJ4AY9iSD19Klj02/llhgSzuHmuEEkMaxsWkXn5lGORweR6Uai0P1f/wCHoXwkx/x6+Iumf+PKP/47Qv8AwVE+EnAFn4jOf+nKP/47X5MeRcyWpuRBJ9mR/LM2w7AxBIUt0zgE49jU39m34maBbO4M4i88p5TbhHt378Y+7t+bPTHPSjUND9Y5P+CovwlhbH2LxE3GcrZxfl/raX/h6N8Jgqn7D4j+bp/ocX/x2vyaa1uTp8N08Eq2zs0UcxQhGZcEqD0JAYce4pX0vUFmuYms7hZLMbriMxsDCuQMsMfKMkDnuRRqGh+r/wDw9M+FDLkab4lPOMfZIf8A49UP/D0/4VZbGk+JiB3+yQ4/9HV+U7abfLHbsLS4Auz/AKO3lnE3zbTs4+bnjjvUZ02+RL3daTj7GcXOY2/cfMF+fj5fmOOe/FGoaH6s/wDD1D4W7c/2N4mx/wBesH/x6mf8PVfharEDRPExGM5FtB6f9da/K230XU57i0tY7C6e4vVD20KwsXnUkgFBjLAkEcehqtHp95JZTXotpms4ZFhkuAh8tHYMVUt0BIViB32n0paj0P1Z/wCHrfwwVcjQPE//AH4g/wDj1NH/AAVc+GjMAvh3xKSemYYB/wC1a/K8aBqrXwshp12bxoftAt/JbzDF5fmb9uM7dnz56beelRf2feR6ct99mm+yPKbdbjYfL8wAEoG6bsEHHoaNQ0P1Vl/4KsfDfkR+HvEUjbtuPLgGfTH7zvVC4/4KufD1SQvhfxE31WAZ/wDIlfl7J4f1eO8vrR9Nu0urBGku4WhYPbqpAZnGMqASOT6imx6Fqc0dg62Nwy6g5jsyI2/0hgwUhOPmO4gcdzRqGh9P/tmftfaD+0loui2GjaNqOmfYLlp3e+KfMChUAbSfWvlvR2sP7VtP7UFw2n+Yv2gWhUTGPPOzdxux0zxTrjQdStoL2aWxuI4bKcW1zI0bBYZTuwjnHysdj8H+6fSs/pSA+mv2bLr4T/8ADRXwsXTrTxh/aB8VaULZru4tTEJftkWwuFTJXOM45xmivNv2Vjn9qD4P/wDY46P/AOlsNFJglY7GLWINJ/4UJfXMyWlragyyzNwqIupzFmJ9MVzreItNbwv8ULf7bGJdQvbaS0jyAZlW4diVHfAOaKK0bISOh0vxjo1v8WPh9qLalAllZ6DbW11cFvlikW2dCrH1BIFcvZTf8Y96qSd2PE9sefe1m/woopJhax0954w0WX4t+JtTTULc2Fz4WntI5g3ytM2lCMIPcyfL9a42TX9P/wCFT+EdPF1Gb218QXtzLb5+eONo7QK59iUfH+6aKKVx8qOw1DWLXXPGnx71DT547uyvLK6mhniOVeM6lbEMD6EYNUdB8YaRbyfA95dQhU6NeM2oZP8Ax7L/AGgZAW9PlO76UUU7it0MWPxNpq+DPidaNdxC41O/tJrSPJzMqzysxX2AYH8a7nwB4i0/WvjB8JRbXUc/2PQFs5wh/wBXKFucq3v8y/nRRSvqDirHmkGv2C/BPVNIa4jXUn8Q210lvzuaJbedWcewLKPxFdk/jzRB8TtQ1BdQhNlJ4M/s5ZjnBuP7HWHy+nXzBt+tFFK5XKjlbzxBYTfBfw1o6Xcb6hba3fXM1rj5kR4rUI30JRx+BrufHWuafpfxU+NdveXKWrXtjNb2obOZZjc27hBjvhGPPpRRVX0JtrY5y38Z6U1h8H0mvIwdHuJTfbQcwqbveC3/AAHnjtiq994u0qQfGELeITrMytY8H9+BfrIccf3BnnFFFLmZXKjprPxJY+G/iN8FtW1K5FpYWekWck07AkRoJ58nAGa4a18R2Fv8JPFGkyXC/wBo3utWV3DBg5eNIrpXbpjgyJ370UUNkpHVp8QtCg+LVprf25DYL4YSwM+xvlmGkfZ9uMZz5vy9MfhzXPTKq/s86XmRcf8ACU3DFxnp9lh9qKKL3uO1rG/rnxA0K6+JHxY1aO9D2GtaddW9hOEb99I0kRUYxkZCnr6Vj6b440S3034RxPd7ZND1GafUF2N+5Q3SOD05+UE8Z6UUUXY+VF3XNVt9a+HHxTv7V/MtrrxZZ3ETcjcjC9ZTg+xrxcmiikwj1PUv2Vj/AMZQfB//ALHHR/8A0thoooqWUf/Z) | SJM 1012 x106 080701 Fibula af kobberlegering
Skivefibel, let hvælvet. Overfladen ret korroderet med kun lidt rester af ornamentik. På bagsiden rester af nåleanordning samt øsken. |
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) | SJM 1012 x107 080701 Fibula af kobberlegering
Emaljefibel, fragment. Forhøjet midterpunkt med reter af lys emalje omkring åbne fordybninger adskilt af furer. På bagsiden rester af flig fra nåleanordning samt filespor herom. |
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) | SJM 1012 x108 080701 Fibula af kobberlegering
Emaljefibel. Forhøjet plateau, rester af ornamentik. Ingen spor af emalje. Ingen sikre spor efter nåleanordning på bagsiden. |
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) | SJM 1012 x109 080701 Fibula af kobberlegering
Knop fra enden af jernsplit fra nålen på en korsformet fibel. |
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) | SJM 1012 x110 080701 Fibula af kobberlegering
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) | SJM 1012 x124 080701 Fibula af kobberlegering
Knop fra hovedpladens nåleanordning på en korsformet fibel (?) |
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) | SJM 1012 x125 080701 Fibula af kobberlegering
Rektangulær pladefibel, fragment, med dyreornamentik. Rester af fortinning. På bagsiden flig fra nåleanordning. |
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) | SJM 1012 x126 080701 Fibula af kobberlegering
Cirkulær pladefibel, fragment. Punkt-cirkel i midten, to rækker af små trekantede stempler langs kanten. På bagsiden enkeltfliget nålefæste med rustspor fra jernnål. |
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) | SJM 1012 x131 080701 Fibula af kobberlegering
Trefliget fibel, hel. Midterfelt med dobbelt trekant i terasser. Armen nærmest blanke med en indstemplet ornamentik yderst på armene i form af cirkel-punkt og fureornamentik. Motivet kunne været et helt stiliseret dyrehoved med næse, øjne og to spidse ører, ala Berdal-gribedyrenes hoveder. |
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) | SJM 1012 x134 080701 Fibula af kobberlegering
Spinkel fibel. I princippet hel (hovedplade, bøjle og fod), men stort set hele overfladen er bortkorroderet. På undersiden rester af enkelfliget nålefæste og skede. |
![](data:image/jpeg;base64,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) | SJM 1012 x135 080701 Fibula af kobberlegering
Nydamfibel (?) - fragment bestående af ret ødelagt bøjle. Enkelte partier med bevaret overflade, her ses små bundter af furer på tværs. |
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) | SJM 1012 x136 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af en ret stor fod med markant dyrehoved. På bagsiden rester af nåleskede. |
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) | SJM 1012 x137 080701 Fibula af kobberlegering
Rektangulær eller oval pladefibel. Fragment med del af ornamentil og fortinning. På bagsiden høj og velbevaret nåleskede. |
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) | SJM 1012 x140 080701 Fibula af kobberlegering
Lille relieffibula med rektangulær hovedplade. Kraftig korroderet, så stort set ingen ornamentik bevaret.
På bagsiden rester af dobbelt nålefæste. |
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) | SJM 1012 x141 080701 Fibula af kobberlegering
Emaljefibel. Usædvanlig lille korsemaljefibel fremstillet i celleteknik. Cirklen er kun 13 mm. Herfra udgår fire små tappe der er opfliget i tre. Emaljen er tydelig rød og blå, samt formentlig nedbrudt grøn (?). På bagsdien rester af nåleanordning med rust fra jernnål. |
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) | SJM 1012 x148 080701 Fibula af kobberlegering
Spinkel fibel, overfladen helt nedbrudt. |
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) | SJM 1012 x149 080701 Fibula af kobberlegering
Spinkel fibel, med lidt hovedplade og bøjle. Det meste af foden afbrudt. Rest af nålefæste med rust på bagsiden. |
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7pr8kv+Cqk0f/C9tIVs/wDIDh5TGR++m6+3WpkM+F2j8xmOfmHIX1r1/Sfjxpthp8FsfhL4LumijVBNNZzM7kDG5j5nJOP1ryBQWdti52jPP5f1r6m0fxN+09DpttDZeH9QS3SNREW0OAHaBx1j9KDOVup8xeL9Zh8QeIL3UY9NttGS4feLGxiKQw8D5UBYkD8aKtfEi48Q3PjbVpPFcUkPiFpv9MjmhETq+B1UAAcY6CikWf0n0lK1JVgJSGnU00AN702n000AMNIacabQAnNKaRu3FBoAKM0lFAHlH7THwfPxm+Gd3plqQmr2p+02TE43OAQYyewYcfUA9q/MXxDpS6TNLotw0lvdwuUaOVMFWHDA+hBHSv2Rr4u/bc/ZzluvtvxH0FRJIqL/AGlZ7cEAYAmQj8Nw9s+tceIpcy5kaQeqPn/4ISX9hqUVzBqL2q6cBK00JY4U/wARx90DHJ7ZGeK+kdL8e3GpeKrO01a/juGmwkd0q5J+UbQxGM5B6+x64r5c+FWut4b8UacDN5F4VZk2uP3owfl689enpmvT4dLku9Wi1CK6uA95L5kUn3hFjPy4x8q5PTtXlc7jJc2xWrvyn2f8M9aVFbT3nVyS2FDAgOCc49iP1B9a9Cr5U8B+OG0i70ya6T7IQxg8xTkO4Y8nJ7gqfzr6g0rVIdYsY7mAna3BU8FT3Br2KM1KNjF72La8NnNSBqhpytXSA6X7tfkZ/wAFVCj/AB+0dZG2r/YkI3DnGZpu1frjIflNfkT/AMFWpM/HjShn7uiQ8AD/AJ6y1MhnxFLlZJI0OSTjcD1Ga93034I/Ei4sYHh8eaNDAyArH/wlMY2gjpgPx6V4PJMMADcr5OTu4wa9d0/4R/Dy6s4pZvjLpkErKC8P9kXZKkjkZ2jOKCGeWeNNJvtB8T6hY6leRX99BLtluoLgXCSN6iQEhh75or1Jvg58NNuT8Z9O39P+QLdkfyooDmP6B2pKdSNTKEpKWkpgNpGpx60lADKbTzTWoAbTafTMUAFFFJQAtVtR0+31awuLK7iWe1uI2hlicZV0YYZT7EE1ZpM9qAPy+/ai+Cdx8FfHlyLGGQeG9RXztOuGLMI2ByUz/eX3OcEGrvw38bpq+kL9ouWN1FHHGY1bBLY27hnHUlT+Br9Cfil8O9P+KvgfVPDOpYWC8jAWbYGMTggq4B7gj8s1+YfxC0W8+EPiTUvC+pWSre6XcEw3kS4BU7WDjjkEYP8AwLFeViKPLrHY1iz3ya9+zabbSTyedZSTbJCOG83LBXAPsBnB7Zr6F8B+OP7L+xG4lDW13Eskq7ixTI+9/n1r421y+GqeE/DupW06m2tEacKpLFWYAnGegXn8vevpjSRpviDwPod1ZzqLo20Uccm75XVV28e/Hp1FZ0r2bW6Znf3lzdT6PhnjuoUlidZInG5XU5BHrS9K8x+F/iQ2sh0m4lVoW/1J3g7T6fj/ADr0016tOaqRuDVhzN8tfkT/AMFVLhn/AGgNPjY5iXRICPUEyS5r9cJG+U1+RX/BVKQSfH3Tj3XRYQf+/kv/ANeql0A+KZlMMx3HcobB2nP5V7Db6x8BxaxibRvG5m2jeVvLXGcc4+SvGXceZ0+XNexW/wAYvA9raxI/wa0OaRUAMpv7v5yBgnG/vQRI8n8UTaTLr18+hxXUWkGUm1jvmVplTsHKgAn6CimeKNStNZ16+vbHTIdHtJ5S8dhA7OkCn+EFiSR9aKRR/THSNS02qQBSUtFMBp6UlOIpOlADaaafkZAzzTTQAwimmpDSEUAR4wKKfik20ANoxTqNtADK+W/21fgPfeNtLg8Y+H7b7VqmmxFLy0UfNPAMkMvqy5P1B9q+qNtO8vPWonFTXKxp2dz8iLHXTY6DGhm2RwyMrR7SEIcE5wRkc/hmvVvgf8To7eyk0W6gmPk4ubVcgja+WZRz9DjrXqn7Qn7HGpal40HiLwZbC40+6kMt3pkbIphkPUqrEBkPJ29Qeg9OJ0P9kfx7qk0FvaWMmi2m3DTXcwhCdwcL8x78YNeX7GUG1a9ym+byOk8PfFLSJtWs7D7a1reTB2hjuY2i3KhG7kgDIyBjOTX1z4T15PEnh2w1FDuE0YJPqe5/Hr+NfJFv+wF4ga+i+2eKLQWuQztbvLvH95QCvQ/Wvr3w34ZtPCeg2Wk2IYWtrGI03nLH1J+prrw9KVO91YJScrFqY/Ka/Ib/AIKksf8AhoG1IAY/2Nb845Hzy8V+vk0fymvyB/4KkYX9oaDJPGj2/A/35K6pdCT4wZWDKyjnPA/GvpSz+IXxyW1hMPw+iMIUbWXwjHyMYzxFXzZueSZMHknHXFfRlv8ADP49tYxtbeI7owsg2iPxTFjb1A/11BnK3U8C8c3Wq33izVrjWrX7Fq0k7G6txbC38p88r5YAC/TFFel69+zP8Sbua71LUvsN1cNmaeefXLV5GPUliZckmilsUmnsf0GdKKSjrVDEpaX8KCKYCUlLRQAw0UppKAEpMU6igBuKMU7B9KXHFADNtG2n49qKAG4p2KBTqACkNLRQBGRmoZFxVg01lzQBSmT5TX5A/wDBUiRW/aFhiEa7l0e3+cDk5aTg1+wUq7QR17ivx4/4KoSD/homJM9NItyQFxzufv3qZdBnxb8hk2MNgJxn0969jh+Bfh+fyzH8X/CabkyAzzg5x05jrxrcpkXfnbnnHXFewx2/wFEKGa68fCTaNwWG0645xzQRK/Q8o8SWY0XXL6wg1GHVIbeVokvbUt5cwB4dcgHB9xRUPiJtMXW70aKbp9IErfZTfBRN5efl37eN2OuOKKRR/TJS1GJB604MPWrAfRSbh60bh61IB602lZh60xnHrVAFFN3j15o8wetADqUdaZ5g9acrD1oAfRt3d8UBh680u4etIBMUUFh600sPWmAtLUfnL6ik8xfWgCSlqITL64pyyqR1oAcabS7x60m4etAEFwvyE+nNfjd/wVQZD+0lxnd/ZFtznjq9fsnMw2nmvxk/4KnTI37TE0asCU0q1H04Y4/Wpl0Gup8cGRFkjZkDKvVeRu5/yK9ij+KHw0jhRj8GreQtkbv7du8HA5xzXjAz5i45OelfQVr8TviRDbxiL4V6I0ajhv8AhD1/POymjKR4L4kvLTUNavrnT7AaZYzTM8NksjSCBCchAzctgcZNFdVr3w/8b+ItavdRk8Halby3czztDa6XJFEhJJIVQuFUdgOlFKz7Fc0e56rc/tUfEySNynjvxAsabY2P9qShiecY+bpxyf8AGq0/7V3xQkzv8eeIFGBwmpzDtjs1eZa14M1jw7r1lo19bbNRu0hlihWRWDCUAx8g45DD86lh+H+vX3ja68KpZ7tctpZopbcSLhWiDGT5s4OAjdDziiw+bzPRo/2rfidCzOPHviEHp/yE5jn/AMep6/tXfE6djI/jrxAEUgt/xMpsnHQferyjw/4T1TxNaaxdWMXmwaTb/a7yTONke4Ln35I4FLb+GdUvPC954gjtydHs7iO1km3AbZHDFRjqc7TzSsPm8z1C+/av+J98AP8AhONfQf7OpzDA7dGpkP7V3xOW3e3XxvrhX7wZtQlLZH+0Wz0z+leXap4X1TTdD0rWLi38vTtUMotJQ4O/y2CvwDkYJHWn614R1XwxdaZDfwLHLqNrFeW4EgbdFJ9w8HjPoeaLBzeZ6Gn7TvxN37h478QcZJ/4mc3H/j1Pf9q34pN8qeOtdjUdNl/ID+ec1w7fDXxB/wAJ6ngxbVT4geYQfZ/OTG8jIG7O3p71meH/AAjqvii61K30+ASyafaTXtwCwXZFEMu3PXHpRYObzPQpP2mviZIrL/wnXiA5wSf7SmySOnO72qJf2kviYwA/4TzxEP8AuKTf/FVwel+EtU1Tw3rWvW0Kvp2k+Ut1IXAKeaxVcAnJ59OmaLjwnqlr4VsfEckCrpd/cy2sEgYZLxhS4x1Aw45+tFg5vM75f2kviQVC/wDCc+IMDr/xM5sn/wAepZf2lPiTLGgPjnxBlV2j/iZTDvn+9XAa/wCEdU8L2+kT6jAIY9VtBfWhDht8JZlDHHTlTwavax8Ode0HxlaeFry3RNZuWt0jhWVWBMwUxjcDjkOvfjNFg5vM6lf2ifiIGJPjfX2PvqUx/wDZq0LH9pL4hSsILjxlrbwsRkm/lyADk/xVwum/DrXNU8Xan4agtlbVtPW5M8ZlUKnkBml+bocBG6dareH/AAvqGt6bq+pQRhrPSrcS3DM4BVWcIMA8nlx0osHN5nZzfH74g3d5M58X64zyuzsFv5QCScngNVuP47eO4Y0E3i7WRjeDuvpWPzc5+9XELoOot4NuPEcECHS7e8SxaYsAwldGcAL3+VTyar6p4Y1bR9B0jWrxFFprCSTWsnmBmdUkMbkjOR83rRYXN5ndXX7Rnjzz5ZI/FesJJIu3zPt0m7bjBA5+UfTFUofj346a4EjeLdYB+XOL6UDgYyRu9q5LxJ4L1bwzrVhpd9GiXV5b29zAquCCkyhkJPY4YZ9KvWXwv1+++IVz4LihhOu28s8DxmUbN0SsX+bpjCn60coc3maV18bvG8khMnivWCx5J+3y857/AHqhuPjV4ymcs3ibVs5yT9tl/wDiq57QfB+qeKLXWZrGNHj0eya/ut7hdsSsqnHqcuOKit/CWo33hPUfEcSJ/Zmn3MNpOxf5t8ocpgdxiNv0o5V2HzeZsXHxa8WzLz4l1Y85Ob2T/wCKrl9W1y91i4ee+uprudsbpZ3LsccDk1e1fwfqOj+G9C1u5WNbHWfO+ylXyx8pwj5Hbk8etR+NvB+o+A/ElzomqrGl9brGziJ9y/OiuOfowotYOa5is5Vgw4PUGu3j+PXxFhUBfHHiAADAH9pS/wDxVcG1N4oA73/hfXxDZ9z+NtfYZ5H9pTDP/j1FcBuopWQH0N8aNUhtfjd4auX8u3ijsdIkZsnaqiCIn8Kt6D4o0m3/AGsNf1WXUoV0iS91QreLKvlMHimCENnBBJGOeciiiqZCWhyvwm8QWOm6L8SLee8ht/tHh6aK3jmcKZ5DPDgDkZbAJwOwNS+H9atF/Z78V6fLeQLeSaxYyxWzOBIyqkoZgvcZI59xRRSuVYn+IF8E+A/wwjQghpNSY9OCJkFVvitr9hfeIPAE1reQXcdv4f06KYxyBhHIoO5Wx0IPUdaKKYoo7aTxVof/AA2emtRanZjRf7VVvtxnXyAPLClt+cYzXCfB/X7HR9c8dyXV7Dai48OalBA8kgTzJGT5UXPUnsO9FFK4cpN8Orgr8C/iqhPyn+zDj/t4aq+ta5p7fs/eFdNS7hkv4tavppLZXHmRo0cIDMvUA4OD3waKKYW1JfjF4k0vWNF+HCWs0dw1n4eit51hlBMTiaUlW64bGDg/3hXUfEDxjo15+0p4e1eC/t7nT45dKaW+SdfKUIkO47hwNu059CDRRRcOVEvw31a31L9orxtfWU6yW0ttrc0UsbbhIphmIYHoc9fSuK+G+vabY+Bfibb3txFBf3umQpbGaXDSsLqJiiDuSASfZaKKOgrasis/EVjH+zzqmkteR/2lJ4jtrhLQuPMaIW0qlwPTJAz7ip/H2uadqXwv+GdlbXsM11ZWd7HcwI4LRM107KGHYkYNFFFx2L3xP16w8QfFTwjPZXEV1BHp2kwSGFt4V1ijDofcEEH3FdRb+INP8PftheItQ1O6js7OPU9SVpZW2qCySqBn3JA/Giii+lybdDhfhd4k0zRdL+I8V7dx2z33h6W1tQ5x5shmhO1fUkKT+FUtC8RafbfAnxVpUl0ialc6zYTRW5PzPGkc4ZgPQEjP1FFFK5fL1JfG3iLT9S+FPw20u1vI5b6w+3i6gU/NFvnUpkdsjmpf2o23fGzXgGyFjtV/K2ioopk2s7HkxPrTfxoooLEb60UUUgP/2Q==) | SJM 1012 x150 080701 Fibula af kobberlegering
Foden fra en korsformet fibel. Kraftig korroderet. Rest af nåleskede på bagsiden. |
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) | SJM 1012 x151 080701 Fibula af kobberlegering
Korsformet fibel, kun hovedpalden med bagudvendt knop bevaret. På undersiden enkeltflig fra nålefæste med lidt rustspor. |
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) | SJM 1012 x152 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af hovedplade med bagudvendt, samt den ene sideknop. Langs diverse kanter små rækker af trekantede indstemplinger. På bagsiden rest af enkeltfliget nålefæste. |
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) | SJM 1012 x153 080701 Fibula af kobberlegering
Lille fragment af fibel eller beslag. Ornamenteret med karvsnit. Kraftig forgyldning. Bagsiden flad, uden spor af nåleanordning. |
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) | SJM 1012 x154 080701 Fibula af kobberlegering
Den ene flig af en Råhedefibel. På bagsiden rester af nåleskede. |
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) | SJM 1012 x158 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af foden og bøjle. Overfladen ganske korroderet. |
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uKGOQAS/XEgAJ6YyK+7WNfH37ZF553xY8F2bQxy28NlJPOrDPmIWb5T7ZjB/GuPFW9mzSLtqfMVtDH4V8PztFHi48xdkMgLS+Yi/fD5wMhh14yB6Co9F1CHxLDbzyM0EuwxgsnzDDKWBHsDxjrn1xXea74LXUNQ1fVbCRWgkRbtbXcSg2KVKq3QN0yfxNedXCR/DfQ0W8nWSFMzRfuykvnSYcIM9lUjPTrXhrZvqLmc5pXJtcv4tJupTZxSTjYJIlZhuUnII9WyQcfQ+mKz4fHENzp02kzxy2WszR7bOKYZEiuCSVJ/2scDn9a474dWeq+OPHVxrVz5htkRg20ALg/wLnjgE/8A169abwfpfxA8MzmFFj1/SZfttpNCSGlQEcA89sce4ocWviOmShF8q3MjXdWzH/whuks66lJFG2oXUGAqZyfJA4529h9O/D9a0ebT/D+oWNkn9p6xDaMrQrz1QgMT13AYYDtWX8C4UvLjXrkzm51jzLh/M/56tsJGe+c89+af8KtSN5dWzmQC+nvWaZt4wzMQzDGByCSOfSq5bszk1FbaL+rnSeB/Ez/EL4ajSDM1ok0D2srQgfPL5bL27tkg/UGtz4X2+neG9Lg1GW3Nvpul2kl15sWGaJQHBBbPXcpyrDIwPUVzcMem2MXiR9NjazudWuHayt2LAFiVIkUg4CsATt6/Nx3qz8UdY+y/CjxNpOk+VDqccqnVgi583zNwbHvwM84OPU5q+VbR6nLzc7szy34P3x1y6u55hi4uJd7F1zneST245PXPrxXuFvpaeVKIHi/cNgyBO+7CrnHU44/+vXiPwDkVLW5gYCRPMU78HcgUHIBGe5z0xx7V64PED6bfzQeWrxqds1o4yQ3oMjggjr64xWz35UZzvzNs0EuGtozOixm5VfljGfnRdq8Y6dSewyCO9dH4fZ5Lm38xmmuSzKiL0PGMg85bGSPX3xXJ6brVpcRsnkb+SUjlB5GQQcjqc/yrstBjt75ria0vJrCGKLzCgbKSsp9CByc4H+7UyvBty2NY2lFJbnRfD/xBP4V8TWuoifNqJlglt1YmQj7jgj2IPHtX6A+G746joNlO2dzRgEnqSOD/ACr86fhJrGm614jtzltk7u+6ZjlZMg7W5xuyPT8ea/QrwP8AZ4/C9jFbFDFCpj/dnjIPP867cLdO1tLGd1ztdTerjvjBHJcfCvxjFEu+R9HvFVfUmFwBXYGuK+NMjR/CHxs6NsddEvSrZxg+Q+DmvQ6Frc/nY1Tm4lP+1XUfDnwv4Q8QxXjeKPGreE3jZRAi6XJeecCDk5Rhtxgdeua5zWJDcalcZGC8jH05ya6f4b+IPBOiw3q+LPBt74pmkZTbva6wbEQgA7gQIn3E8dxjFNEy2IviR4Z8H+H1sT4W8Zy+LGlL/aA+lyWXkY27SN7NuzlvTG33oqX4la54O8RLZf8ACIeDLzwqYfM+0m51Zr7z87duMxpsxhvXO7tiikC2P6KTUb9KkqJ6oopXHes+TvV+5NZ8nWhlIjavzz/bnm1HwZ8eLDVAzXVjqlhEojyT5Iz5ROB0GRnng7jX6F18A/th3V74k/aCXT3YC106ztoIkABDhyJCr/UsfwArjxVvZ6miMz4a3N7eNa28kobSppDCUJBCthmVjznkZPfOcH28U8SRy+Lm8Q6pqFuxttN1WSzcR9WBYqpHYckdPXPNelaw9t4fLalPP9n0+GBnjiLAF3jLE8YxkAHHTke9cB8Omvtchv0vlbbrlxJczp98bSd4A+mT3/KvCh77u+hetON46XO9s9L0qz8Cy2+nzR6fdBcRNGudzOpTPXqu7dntgdqx/h3q0+l32p3usQJcXFsXa5+zzhVkcEjcm3gjJ3D6EdOai1bUm02z+wW8aIIz+8kk+bywCqnaB1Y5Hrj8K5vWPD0VvbnX9KuJYJ7Jl/tK1BCiS2c7WkIH8Ssc4x0+lXG2tmZuL0TGNpuo/DfULLxVFE1vpOrT72lgUkWkwJ3KynGQ2QRx+VereCfA+i+IpJNdhisTLJGty9vYnbl9p3sQcYOB25OemcVm2niSTSPCN/JrMC3em2cDMeA8fyqWXHHQkfiGI9azreR9Mh83TL+4tbS7nEsFmFwiKRnb1zwSxwMZzV7q0WZz1V2Z2pazp118XdP0B5JpbK0b7SZ0/iZfMO8DqAAVIAHADDkYNXDpp1Gz8Ry3kDPqGFgW4yd04wY1Egzy2GDZPXac89Oa8D+GZfC/xMm8RarbtLJHIwQk4VWJ7dsYJHXivZfhtIL3xpq91Ctv9il3O8Upw4bcMHryoBYfj70SdrWMVHl6nz/8J9Fm8PaVrequ43RzmGLKAfdRSSM8ggMTyDnA9a7rTdatpLS0ltZEu5J42Mz7cqHGUOM9OG3fVh6YGTZQ2st1468I3JhiEWoSzQzw8BFDAbQB3woI9OfWr/hHwZqWk6TqEUiLMbMS3MbgbA6gksCPfBGR6jjtT+J6msvdbZv6eY3bzITt8tV8qMrwcj+Iknntgdfxrc0PW54JMW/lxQGcCZZdqruRjkc8AdenpWDo0zyaVLqMS+bBAEuDGG9TgbVOCcenFdDcQotnpbC2RZo5FZ5I1GZE3jGenGc7hwcKaHty2uuw1vzdS74X8Nuk11dW4+xmPNzujT5vNLcE44yGHfH8zX3H+zZ4gu/EHgLz7uHyJDJv2nr8wyT15Hv3wa+MNc16dfHlrd2DxppV9bRwXCw5AhkcIM9h3OM8Zx619w/AXQRoPgG3hKp5u7y2ZcHIRQgGfwNbYPm9p5dgna67no1cH8dm2/BXx6c4xoN+c/8Abu9d3XA/HpgvwT8fkjIGgX+R/wBu717XRiW6P54bwn7UzHqGJr1X4D33xZsrPVh8N/D1xrVs8kf2x4fD8OpCNgDtBaSF9nGeARn8K8vuocyTtzhRn8zXa/C7wRdeJodQeDx1ofhDyZFVo9Wv5bZpuDyoRGyB7+tNEy2PSPG3xs+PPw3S3/4SfTB4c+17vs51DwnZW4l27d23dbjdjcucdMiivLfir4On8KtYmfxvofjFp94/4k99Lc/Z8bfv70XG7PGM/dNFF2JRXY/omNQydKlNQzVRZQuWqi1W7knmqbUi0NNfnJ8cLqz8U/HXx5cGWW5s0vbeBJo2IG+GNVdR0yAQR9enrX3H8b/GD+BPhT4k1mGY29zDaskEqkBklchEYe4LA/hX5r+E9NsfFelma7nuI79/MWe4FwyHduJ3lsHOfzzXl42eigbw0969hnibSm1y2NmZVMG5XUMT91WOAc9OGPHPXrWj4fvNT0+3SYW0UzpCYRHDIu5DuB3c445J/Sobjw5cahcRyyajKsdgm1vlVsr0LNyM/eA5HbrWXNY6skMUsRgmiYgtICYsAk+px0+nSvJXY1m3JJ6M1fEWpXd3f21+1qxuCWWexkOzzFY5WRSeF2uN2M8+YcDrWfr2sR6p9otEhP2ybT3tgwTag87KPll4OASfrt7GtqPTdTfy3m8hNrbvMJZuQemAPY1pR+B9TkaK6j8ieaT/AFaQlsI24AZGBgZIHHT8qP3afoZc1TyOR1C2nh8N2/g+OZln1I4VWJIWGEh3zj+9gLnvk84rU8P68l9Jc6WsZS8tPkaEcbcD5WPPcY9eCaTRbS/07xhNqNxe20msSDyOh+ZSpAjUegz27jk5qK28IXS+IptUC4vL6UlZmiIZVHQZyFPTPIwMEdsVtzqxz8r7m/qFzHdfZ1KZVTh0UBgCDnnHcgj8j6Vp+GLq2XVoLqzuYLS4RvmKKcNhtwDe5Jxz2xxU+g/CfVPst5dNdh0sMuVncurP8xz3yeh9ww9a8l8feN9S0G6jS1+zm+lB864K+YZUYEo7HJ5AGOOOCMY4EXlLYXLG9rkHhbULfVPiT4rntmadJr6aUSlh97JJx7bvwANen2+pmy0ue0+175JJVQjrwAW+U5x1wMd8n3rzr4Q+FZo/NmtE2yOqq3mEK0m9PmYZH3eWBx2/TtbdrW8uQxinghguDGyN8zAZJD7sYIwCc8cY681sornSYN817F+xlgt7WZ/IZ54oHkjUABXZQTgD1PXtniti3tZre8thNdFrkx7JrVtv7sELwBzkcDr3X61m2ey1upLRpkNx0EManhQM5wexGD9GFbVpIiySzB14aSeWVwFbdkbmfGeSORzjg1uo3mpNk3srJG2tvaLot9Z3SeY080W1eVcbWV92en93/vo19y/s/wBvNa/CXQVnd5JDGxLSfePzEf0/xr4RsWMmvoZ2zZyoGZs7VQjPy4I4zg5I4OBjsa+/vg7Mbj4Z6BIYWg3W+RG5yQNxxz3rbDfxG/63Bqx2Nef/ALQDBPgd8Qiw3AeH9QJH/btJXoFeeftDMV+BPxEb08Pagf8AyWkr0ujBbo/nr1OQpdTKpyCSpweCM11/w9b4d7NQPjiLxHJNvVrY6DLAqhcHdv8ANU85xjHvXGahnzmJPXnrmu3+GPjqTwnZX8aeA9B8XmZ1bztYsprhocA8LskUAH39KaFLYo/EuT4fyfYf+EFh8RQ4D/a/7elgfP3dnl+Uox/FnPtiitP4g6xqnxA+xGD4faX4ZNqrj/iQadND5+7H39zvnG3jGOpoos+wk1Y/oZPSoJelTnpUMgqizMuOpqo1aE8fWqTrQWjwH9tplT4BaqWkCbrq2XBbG7Mg49/X8PavjDTYU0bw7p1g0Iyo86RUySzEDd9R+n51+knxH+H+k/FLwbqPhvWofNsbyPbuUkNG45SRcHqpwfwweK+C5tLn8H32paH4kVp9Tsbn7IJkBJbYwII6gBlIZc8YrycZFqSn0K5tLHJXWjtFal8HzZgXCoSQRxwOfXt06VHLCmlQLKsL+cAHIlkDfKehA74Oc1u69aSw6LJfJEzI0bKxtiZEUhkAB4+VhuHBA6HnJweLaWWVre3aNjvkKqyrnDMV+Uj16fTiuSEOdEN6nU6fpdxd3hcLJcWp5lMUgUmNskgjuB36DnrW/NYjSZZtT02/+yQGMW88IO4gnCnIzndgFjnsDjNcPHrl34T8UXWkf2hHHqNvGrtbhcrk7TtHucj3/Shrh5fOlZT/AKwycR7gmenT349MVPInqtiXGV9S4+oXOoalCNOjkViWYXS4MjsV/iY8AHA6dAPam6faX4m1KxErxvbbTIjMAUbYWHzDvh8f8Cpml6k+grPJbJ5V1KAGZsll+YNlWU8cBQTzwTUkFyn2i6uri4b7RcyGaQquAXzjJ798fQ+9acrTsloSrHTaf4+urfQbmyvM/amKL5keAHCj+Pn7wPGe/GenPlvjLwraeIfGjajbq6W5jVGg24R5OCcBscZI4+tdpZxPqF3BbwhpHkKxmOJRucnAH4kE9u1VVUyRxjyipiZo2dvlbcrEHPoe3HHH41tGEea/Uzs9bFPTdFuLWa1lDm3WEhfMVvmQg+np83T3rubK30+PUNKu1SIOsiW2yY4G1YgEyOhGR0/2TWW2yKWHzSsqzjzF6FVwzfe6YJABz3BFLPHbzRx2ssUaiOVbjzEXcwIGME9x0I78VFSLqL3TWNov3ijbxz6p4mnu3hkhupooYUjhX5doVOig9SwAJ5wxIrrptNk03TtON4y4v5ZLJ1+6Mqufmz0xvZcH1P45dre3Hh6/i1K0tlkumVWkgY5EYBJOBgYPJ+oXpitGXzfEWoSjS45rj+052lFm3zeXIx5KkdG659v1548/Ko20RpKyd07G74L0W88Sa4NJtY98sk5tk8xfkKjaGY5GCOW5HUAV+iGg6RD4f0Wx02DJhtIUhTPooxXhv7OPwV1HwzG+t+JraGG/dUW2t1A3qoG4s3oSSOP9kfSvoGvZowcU2+pluFecftGH/iwXxHPT/indQ/8ASaSvR681/aQJX9n/AOI5HX/hHdQ/9J3rq6Ma3R/Pbf8AyyvjpmvWPgXH8TH03Uv+EE8axeFbXzVNzFL4lh0vzWwcNsklQvgZ5AOK8nvuJmGcjNdd8O/DvgfXLa7fxZ40vPC08bqIY7bR2vhKpHJJEqbcHtg0kKR6J8RPid8bfhx9kj1P4qX1610HKf2R4rF9t27Qd/kyts+8MZxnnHQ0V5l8RtD8H6LJaL4S8WXnilJFc3D3Wkmx8kgjaBmV92Rn0xjvmikCWh/RlUbLUhpCM1ZRVkjzVSS3z2rSZaY0dAGQ1ue1fK/7Vn7O95rV+3jjwzFeXWqTPHHqllCvmh4kj2rLHGPmLDagIGcjnHBJ+uzCKb9nFROCmrMdz8svE08kbJo+oSTafcQSbzDOHQyuxAZ3Ru+QB2wBVHTdUj0vWhcfZVNttyI0B+ZB15J+91PvxX6eeL/hr4a8f2KWniPRbPV4Ebei3UQYo3qp6r+Brz7WP2Rfh3qjq1vYXWj44ZbC6YK4xjBV9wA+gFcEsJKzUWCdtT8/tatdK8Xa9LrFtDLJqV0mzaq/MwX7jADnJ7nt9K0f+Ecns3ktXgkjnWJGNuFP3c9e+c9NvJH5194eG/2SPh74ZnMkNjeXYJJKXV2zKScZJC4z0HWvWbPRrXT4VitbeO3iAwEiQKPyFRDBOO8rf18i5VHLdH5QSLeW13cRy2krty0shjO1CAqkMcdSCB24pYtRhlUO4Nzwu1t/yhR6+/51+sbWCOpVlDKRggjg15t44/Zj+Hfj61uI73w5a2NxNybzTEFtMG/vZUYY/wC8DXR9W5V7r1Mn7x+ctvIGWW5ibbB5qqJAcBXckIPxKEcenWrzajskijkjaU7S25RkFiSd3+H0r7w8L/sZ/Drw/a2kFxbX+tJayNLGt/dHaHJzuxGEBIwMZ9K7Bv2d/hy+qQ6gfCOnm6iTy1ba23HumdpPuRmkqMr3dhK9rH54+H9DvPGGuWWk2kM0clxOsK+Xlzg84A7nAP4gV7DH+x5441CGMWiQ2ymRv3moTBSUJbbkKdwxwen/ANb7U8O/D7w14VuHm0Xw/pmkyuAGksrSOJiAMAZUDtXRBMVX1dfaY/U+RvBf7F/iNriWTxb4rtGjmkMrJpUDeaGMZjOJGxxgnjbjnndXvXw8+B3hP4as82mWHn3z43X14FeXj0IAC85PAHX6V6DijFawpQp/CgtfcTbStS0hrUBteZftLNt/Z7+JB/6l6/8A/Sd69Nry/wDacYJ+zx8SS3T/AIR6+z/34em9mC3R/PpqCg3TY4Ga6/4d+JvB2gWt2nibwQ/iueRw0My6rJaCJccrhFOeec1xl5J++b617H8BR8YzpGp/8K10m61DT/PUXckGmQ3SrJt4BaRGwcdgaETLY4T4ieJPC3iG4sj4Z8Ht4RSNXE6NqUl555OMHLgbcYPTrmivWviB8G/2gvibd2MviPwdqt49oGWJl0+KAKGIJ/1aqD0HWilysSnG25+7FFFFUaCUbaWloAZtpdtLiloAbilx7U6gGgBm2lC06lFADdtKFp2KWkAm2lAoopAKvWlpFpaAFooooAKRqWmtQIQ15T+1MT/wzn8ShnGfD96P/ILV6o1eT/tVOF/Zx+JJPT+wbz/0U1U9mJbn8/F7/rG5712/w38B2vi2xvJrjx/oPhAxSBfs+ry3KPLxncvlQuCO3JB9q4i+bMreuc12Pw/1D4c2mnzjxlpHiTUb4y5hfRtRgtoxHgcMskLktnPIIGCOOOZ06g79BnxD8L2/gm9sIrHxtpPi4TqWd9Ge4KwkEYDGWNOTnjGeh6UVV+IV94JvLyzbwXpetaZAsbC4XWb6K5Z2/hKlIkwMZznNFIauf0cUVH5g9aXzB61pYY+im+YKPMX1oAf6UmaZ5i+tHnJ/eH50gJc0i1EbiMdXX86T7VEOfMX8xQBPS1W+3W6nmaMf8CFNOqWi9bqEf9tBRdD1LmeaWqH9sWGM/bbfH/XVf8aY3iHTF66jaj6zL/jSugszSorJbxVoynB1axB/6+U/xqFvGnh9OG1zTl+t3H/jRdBZ9jcpc1gjx14dPA17TCcE4F5H26/xVE3xE8LL18SaQPrfRf8AxVLTuFmdHmjdXMN8TPCK9fFGij66hD/8VSf8LR8Hc/8AFV6Jx1/4mMP/AMVRp3Cz7HUZpprlJPiz4Jjxv8X6Cmefm1OEf+zVDJ8Y/AceN/jXw6pxkbtVgH/s9O67k2fY68mvIf2tH2/s2fEg/wDUDuv/AEWa6iT42fD2MZbx14aUe+r24/8AZ68Z/ay+OXw9v/2ePiBY2Xjrw5eX9xpE8UNrb6rBJLK5XAVUVyST6AU3JW3BJ3Pw8vsec31r0j4T+KNc0PR7uHSvh5ovi+Jp97XWpaIb54jtA2Bh0GBnHuTXmVxJukJ969c+Cun+NrrQb1vDXxO0/wAD2YuMS2d34n/sxpX2r84j3jcMYG7HbHakiZbHNfFzXtX1y+sW1fwdpvg+SOJgkOm6SbATAtyzL/ER0zRXoHir4SeKfGk8UniL4v8Ag/XJYFKRSah4uW5MYJyQpYsQM0Uf1uJSVv8AgHmD/FLxTIfm8Q6kT/19P/jUf/CyvEZznW785/6eX/xrQuPhHqNv8VNF8Cte2p1DVZNPjjufm8pDdxxOm7jPyiYA4HY4zVLQ/hvea5ceMIo7uCNvDNjNf3BbdiVY5o4iqcdSZAeccA1PKac/mRt8RPEEmd2s3zfW5f8AxqE+Odb+9/at5n/ru3+NC+B7k/DlvGAuYvsi6qNK+z8+YXMRk39MYwMetXPEnw5uPDsfg55buGVfElit9DtB/cqbiWHa3vmInjsRRy+Qc77mefGusN11O7J9fPb/ABqa48ea3cMTJql1NnnMspY9PU10Fr8Fb66+Mes/D1dRtxe6bLfxPeFW8tzaxSyMQOvzCIgfUVh+HvANx4i8F+LPEUd1HHB4eS2eWFlO6XzpvKG09sE55o5Rc/mVo/F+qr929nDequQfzpF8Wal/z+zf9/DVzXvAU2g+BfC3iZ7yOSHXpLuNLdFO6LyGRSSc853/AKVsah8IbrTvih4c8FvfxNcayNNKXQQ7YvtkcTrkdTt80A467afKHP5nOr4ovnm3vdzNg7j85pbfxVfRzqwupM/759K1tB+Gc2uaj41tFvo4W8M2FxfyMUJEwhlSMqPTJfOT6VWi8Ayt8L5PGn2xPJTWF0j7JsO7c0LS793TGFxj3osLm8zOXxJe2zArdSbgc/eJ5B71C2vXT8NO5B5PzGtzxN8PX0C38FTG/jn/AOEm09b5VWMr9nzcywbTz83MW7PH3sds1t2nwUkuvjdrPw7/ALYRZNNm1CE6h5B2v9lilkzs3cbvKx143d6OUXMcUNeudynzn+Uf3jUa6xcK5IlfP+8a3vDfw9bxB4A8Y+JvtwgHh/7L/o3l7jP50pj+9n5duM9DnPao9a8Ato/w78NeKzeiQa1dXlqLTy8GL7OIfm3Z+bcZumBjb3zw7BzdCppuv3ULXMvnt8kEi/e67xsP/odUP7an7zN+Zr0Nvgv9j+LGmeBf7W3jWP7JhGofZ8eUb1beXPl7udgkI+8N23PGeMLwv8MD4k1Pxna/2h5Efh3Tru/87ydwn8l1XZ1+Xdu65OPeiwcyOY/tyfJPmvz70f25ccnzXzj1rW/4QUD4Vr4w+2fMdZOlfZPK4x5Il8zfn3xjHvmrnjL4cL4VXwTs1D7UfEmkQ6kQY9ogZ55YtnX5seUDnj73tmlYfMjnpNeuZQpaZyQNv3qZc6xPJyZXOefvGvRT8EbeL41eL/AbaxIYtCj1SRb7yAGmNpBLKMpu43eXg8nGe9c34f8AAMWufC/xd4qa8aKTQbiygW2CAibz2kBJOeMbPQ5z2p2FzI5YarN/fb86jk1OeVdrSHGMda6vxP8AD+Dw/wDDnwX4lS6klm1571JLdkAWLyJEQEHPOd34YrrL74F2kHxw1DwHHqkht7XT570XhiBYmPTmu9u3djll29ehz7UWDmR46zsec05ZGUdajbhjSbjtqSiXzm/vGioNxopXA9hvvixo1x+0J4V8aoLn+yNNl0V5wYwJcWsFukuFzzzE+OeeOlZHhf4i6Zo998S5Z1n2+ItKuLK02oCRJJdQyrv54G2NvXnFFFULlRrWUElx+y7OUXPl+LBI3YACzPPPuazPGfxA0rWrL4ai2Mxl8P6THZ3aFAP3i3k8p2nPI2SLz65oooEkb9n8Z9Ft/wBo7xJ47MN2dF1CfV5IUWNfPxcwTxx7hux1kXPJwM4z35Pwf48sNB+Gvj3QLiOdr7XUsltWjQFF8qfzH3nORx0wDz6UUUrsfKjoviA5b9n34T47XGsE/wDf6Go9W+L2l3nxs8H+L44LpdO0ddGE8ZRRK32SGBJdo3Y5MTbckZBGcdiim9xJafeZvhj4mafouq/EW5mguHTxHpd1Y2vlquY3lnjkUvzwMIQcZ5IqjB46tf8AhTcvhLy5/tja8mqeZhfK8sW7R4znO7J9MY70UUrsqyOu+LF5Hp/h34LXrAy+T4dV3T2GoXRA/Q1XsvjZptp+0N4h+IBsrttN1K41SaO2G0TKLqGdEB5xwZVzz2OKKKp7kRSa1Ob8L/ES20H4Z+NfDUttLJc699j8mZCNkfkzeYd2eeRwMVFrvj631r4X+FPCyW8kdzo97fXMkzY2yLP5O0DnOR5Rz9RRRUlWW56t8T/FcXgP9oDRvEk0LXEWknw3etDGQGkEVhAzKPTOMV5n4X+KEWg6p44uWs5JE8Q6Xd6fHGjhfJM0iOGPqBtooqpbkxS5UZTePIz8J08IfZn81dabVftW/wCXaYBFsx68ZzWn4k8fR+OL74f28dq9odC0y30lmaQN5rLcSybxxwMSgY56UUUluU0rHf8AxK+ISfDn9qz4n6qbVr0TXOtacEWTYVaeOaAPnBztL5x3x2rzHw94/TRfhv4w8Lm0aVtcnsZ1uBIAIfs7Skgrjnd5nqMY70UUrsSSsN8SfEFde+Hvg7wyLIwtoDXjG58zcJvPkV/u4+Xbtx1OfavV/h74/X4nftHar4l+xnTxdaBqmLcyiTZ5ejTx/ewM52Z6d6KKpbkySsfO8h+Y0ZGDkdqKKk1F2Z9hRRRQI//Z) | SJM 1012 x159 080701 Fibula af kobberlegering
Rektangulær pladefibel med bred ramme. Dyreornamentik i fordybet felt. På bagsiden rester af påloddet, nu tabt nåleanordning. Ganske meget fortinning, især på forsidens brede ramme. |
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) | SJM 1016 x001 080701 Fibula af kobberlegering
Hovedpladen og del af bøjlen fra en lille korsformet fibel. |
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) | SJM 1026 x021 080701 Fibula af kobberlegering
Cirkulær fibel med emalje. Usædvanlig plastisk med dobbelt "kors"-motiv. Blålig emalje (eller rettere gennemsigtigt glas) bevaret øverst. På bagsiden tydelige loddespor efter tabtgået nåleanordning. Diam. 33 mm.
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) | SJM 1026 x048 080701 Fibula af kobberlegering
Del af hovedplade og bøjlen. På bagsiden rester af enkeltfliget nålefæste.
Korsformet eller beslægtet gruppe. |
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) | SJM 1026 x049 080701 Fibula af kobberlegering
Fragment med del af hovedplade og bøjle. På bagsiden rest af enkeltfliget nålefæste.
Korsformet, eller beslægtet gruppe. |
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) | SJM 1026 x057 080701 Fibula af kobberlegering
Mindre fragment af bøjlen fra en fibel. Ret kraftig og med en markant langsgående rygliste.
Korsformet fibel, eller kort ligearmet ? |
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wPEfxAv/wC1fE2qyXFxdMoLTMWcr2GAPlUc+w/GvSni47Q1OZUestDb+Onxeu/2gviJb6nBprW8NvGLeyiQEv5QZmG8/wB4lyT9QK9d+GutJHp8dpcBYbe6RY5sggo4P3iD7/zrjtL0XStE0aSS3f8A0gooeRAclQPYAgYUY/8Ar1b8PXEksv2gABGjTdHuHXHf0wARXj1ZuT5pbnZFaWWxc+I3hm4sNUl1SI+fcQgBoxwJ05IYY6kYzmvZP2a/iBd22b1nY2UjIsoZSFfJCtjjGVI6D0rndQt7a90iyu0jSS4hhS2YyHojqcMB68/lj0qP4Z65YeFPE2r6VqyyKtwDewJEOIy+GYbexyoqU+VqSE23Gx9ybxIoZTlSMgiq91/qn+lZHgvVU1Xw9ashyY12cnJx/D+mK1rr/Uv9K+jpy5kpHnS0ufhn+3MuP2nvHHP3riI/+QI68f8Ah/J4gj8daIfCZnHiQXcf9nfZwDJ5+4bNueM5xivYP25W/wCMnvHH/XxF/wCiY68U8J6YmteJtNsH1a10JbiZUOpXjskNtk/fYqCQB7AmtJbsXQ+w5dW/bOsrOW4lHiVYokLuzQ2/CgEk9PaivLb34IWcFjcSJ8fvBlzsjZvKXULvL4B+UDye/T8aK1Wv/DmOn9I/bKmk0pNMPWpNj4//AGtoJNT8bETs729tBEkQzlULAt0zjr3968Ivpori8sYt+0W0B2x5J+82Tn86+hv2oLaCPxpIbiYRiSGK6Ix1RVZCD+OPzr5h0u8GqX/23uJGJGOCoHA9zXzta/tZX6HdT+FHt/ws1KPQfDd/dyxiP98igMfv5bt9OD+dcx8SfilNLrMMmlyGO4sbgyKy5KLsYsGJ/Acev0rmrjVpbXTBZpKwt5JA8cWMLnBUnP5cVSa3juliiUYfqduARznJzXLzNJWOlRTd2em6D+11qixumraJbX0q5YvZzNDhfXDBsn2yP510MP7X/hyOMefpOoebwGW3KOqknuxK/wAq+fJ9NjZVcIlsCCUVc5c5+mc/4GtSx+GF3qGkvqEb2tlbAbma6uESSQhSTheScYrojiqq6mcqdNavQ91j/bG8JbZWk0nW0VASpEMRyR2/1nBry34w/tdN468NzeHvD+k3Fhb3f7u6uLplMjr/AHEUZwCcZOenFecf2GskLsu9xvLKeAvvnipY/D8ULJIsa9Ay5HO3HXPuO9OWKqSVmVGjFO5Z8HTtpslrK4xCAc9Qd2MNjjp/jXSePpk8TLpcSny2s18nzGYgMA3y9B2ziueSy3Qxx+WWfzQMnnap6j8cir8kMPzKp8q3VM7iMnPPbt1rk9DRrubtp4sl022ubLcqWzFcu7dHyCSB744HbOc1happcvi+4CPIEt4YwDsGN7KBgenr+Qq3Z6S+pKjeW2N6SS7nwcADHHoeef8A9dd74N0k65NHZRxi2kjDMzD5t33eP64z2b6VrGK3Zzzm46RWpyng/wCH8Uwe3NmBGVy0kYGcgE9amTTxHdS20cHnQW4Jhkd8O6ZICj14HT2r33RfhxqGoXQstIkSKeRPMa5mwVVRgehxz29aNc/ZG106Ndy6Z4ktbjVGPmR201sYo93OR5gZjn/gOM+laxo1Z6wWhLnC1pHzPqlxearbkWw8qSOfbI6Lgjg9vxFdnofh+60/wq+oTRCMKyqAScvkAtkDpjJ6eh5rkdE0XX7vxfdWs9nJZX9tKYb63fhlYNz+RzXS/Fb41aT4X0+Dw9o91HeXEIO4hg21j1JH4nrjGaw5W3ZnRdJKx3Xw98Q292yM7JNldwRVBEgPDAZ6YH6H2rE+IFufDvxb0u4hlQWl9bFfM6LEjMACT2AOBzXmfwP8VbtYW1kkGG+fczEDB4I/WvoD4heFYfGXgGG5ifZcWC4Zox87gldqbvTIDcegos0rIy5vesz6R+EupW81tHDbsgQ2yjYr7iCvHJ9ev5V6Bdf6lvpXzb+zRcXa+GdF1JvLWGR2jcZw/wB7ZnHp1/I19JXf+pf6V7ODnzQt2OGrHlZ+Ff7b7n/hp3x2Scn7VHj/AL8x14v4Wj0eXxFYL4hlvINGaVftclhGrzrHnkorEAt7EivZf23ZM/tNeO8HP+lpn/v0leNeFtQsNJ8Safe6tpQ1zTYJle405p2hFwgPKb1+Zc+o5rul8TM+h7Bf6T+zwLGc2viL4gtc7GMQk0uz2bsHaDibpnGaKs33xc+EVxp9xDB8B7eGZ42WO4HiW9JRiCA2CcHBIOPaitY28vxM9fM/b5qbTzTKCj4q/bIhmm8cXc0GWeOwghxv4w/mk8fh+o968Q8I2wuLKG1GfNkGzAXPz7uD0r6J/aut2ufGV24j+SKzt927GGILkH/x7FeI/DHTUvry1hcgnfjOccDLZ/Q8V83X/iT9T0aVuUqaxYvp2pfZpIpLmaMFQjA4znrj0yfatXQfP0ONL5vD73wwyhi545ySF/iOMj2rH+OHxBsNLvpI1g8y45SLDZ8wsOQcdMcdePmFcX4E+OWvWMkbXkhlgjw6RZLAZUDIPUnJFcyi7XNJOTVkexXuj+H7qDTprWefTVYHzYbmFjHE+AQNxOcnDYx3x0qT+w0ttRa0mudxlJC+VJvEnG3B64OCRkdiRzS6H8QNC8RadaWckzPH5hUvckCWPJPUDgjnk4yMc+7tW02/8I2s8cRW70thtinVQXAY5ALYzwcc+nFbczjp0OJRdRXe5dm+HtoqQyWZ8qyuYebZvmQEHBKHqOeemfwqi3gE6TwQs8UMe7MyNwc9G9ABnBHen6X4+Wx0MWMso02+WQFb65jLqxDbsHq2COM/T1rtfCPjCw8UQRWsaxRX6puum35VhtxtHcgjJ9qxcXI6oNrRnj2o+HtT0O6fzotkxwUxhlxnOMd+v1rD1KS40+czNDJKhXG6RGVEb+7+lfW/gFbC817UJJo4pLxlWSMsmRtPXaSOe3I9a9atYEnt/LkVZEYbWVhkEe4rso4P2sefm/AKlfkdrHwT4T8TRySiW4mEUjyeWyr1BbjGOuPp/WvYvhrqWlr4hkksvMFpGAjTSqAGkJIyOeATnAI/pXdfGL9nTRPGGiS3GgWNrouv2qtJbtawrHHM3Uo6qO/OG6gnPPSvmP4X+KNIuNJ1CG+vJINZjnHkK/yI6jGdx7kE8A8Aj3qKlGVB6k8yqe8j7H8E+LrfQdUup9Sl8mAhkYKgO0bl2NxzjG78c+ld/N8X/AtjGGn8YaHGM4wdQiyPqN2RXyB/wlz31usFzMVdEUvJH8pfsD7VyHibwPHrIjKw7hcN5oDOFVlJ5KgdTx+greninRXJYl0VUd7nu3xg/bG8A/D7X1uPCugWPjDxDKALjUoQsUaBRgAz7CXOPTjHftXwJ408RS+OPGuueKZ9Pjsn1a/lu2hgBCo0jFiFz15Ne+/8Kr0NNPW5ujFLL/DErYz7c9DnI/CsPWPh/oNjLFcrD588SZkijbhWJ44A69qxqYiVTfQ2jTjHY4rwHa3dnf2sqxmH5TubBxtJJxx9a+vPh7fQX2h3ukupMcunsuEJySoxke+M/TFeD6THFaw2twMLJISoiwQdvTbj17n6ivZPhHemz8SWySwrCrq0bDOcfKcAfljFc99bBLv2O8/Zvv557O40ZFkaCwTZ53YFnwM5zknr9PrmvqG8/wBS/wBK8H/Z60u10TQruO3YSNd6tI0shHQ+cVVenGAOh/ka94vf9Q/0r0sAt/U5MRufhH+2s4b9pfx5gf8AL8OfpGgryv4d3+vaX410e68L28l34hiuUaxhhthcu8uflAiKkOfbBzXp37ZzZ/aV8e5H/L+R/wCOLXlngfTL7WvF2l2emajDpGoTTqsF7cXa2scL9maViAgHrmvUluzDofUdx8Tv2qbG1nuJ/CWpR28KNK8r+CIAiqASSSbbjHP5UVzmqfCf4s2+j3c8vxa0G5gjhd3t18dwuzqFJKhfN+YkA8d80Vsk33MdPI/aJhTGqZ1qJhSLPlD9qzT5tR8eQWa7hFPpKuSOMkSSDg468D868S+EccMs1v5haNl3RbM8MegGD2yR+te/fthQ3Wk6z4Q1uFW+zsZLWZxkgFSsiqf975v++a+eNHl/sm7E0DAqswlGCCSucnH+exr53ER5asrnoU/gVit8NvCWi+PPj5Bo2rlpbK1lkvYrd0/dzyKvmlGBBzkPyDwVGO3P0/4j+EfgvX4ooLzw1p7QwgiNIYRCFB7fJjj2rw3wz4u0v4VfGLU9b1PT5r3T3s1jSeJA8lv5r/M6AkFsFCGPJ2tx3B+pbmLDNXbhFF09Sa1+a58e/Gr4IWXwwZfEOhTeRpkkyRfYGDMwkbeWO4n7uAMZ5ya7r4e3UPijwhFYNIrvGgZi6fMOSdoyeeg5+ldx+0DdaXa/C/WY9RmiR5Ix9njcje0gYY2DqSPboM14J8JdUm02+0/y5AkchRWDuAoJIU59Ox/CuTFU1GfumtOV46naw/DW1+I/xKk0CW9GlQx2hvpPJUec6ghQFzxnc3foOxrifib4K1D9n/xVZXVpeXd7oM/K3JjO6EhlBRyBtycjBGMgnivZNM8cWPwz+I0tzrVxb2Gj6jbfZJb64dVSGRCXQs3ZTllz6lax/id+1R8K7rwVqkUWtweIFvbd4PsdvFIdwcFfmyo2jJ+v861p06c6N9mRzSU/Iu+DfH1t4q8P2UlhHFZapZlp0vEGfMQkH5h0O0sw+hx0Fe5/DfxtbeMLGQDbFf2xCzwdCM9GAPO0/oQR2r8+/gf4ou9PWK0jdllgLBVb0545x29fevbPFGl6leWY8T+FNYudD1uyR1K20pUE8blYYIYHjg5HFYUK7oys9jSrTUkfYOqX1vpdjcXt3Mtva28bSyyyHCoqjJJ/CvzNuIbPxR4yv9asoJLPT7zUJJoYI+SiM7EKPcA1B4s+O3xU8aaedB8T63cS20h2vbxwxQLKAeNxRFLDpweOK2dAjNjZ2lqFXyoyF3fU5zn9a2xNdVLKJNKnybnsPg3wIZLETK8l9EzYlXIXYRjt6/5+n0P4G+COl67Y2mpajcXBi58i3iIUbOhBOCcZzwMV5B8KNaitLQWfmBvtC5ZmOMOMgdeh/wATXpmm/GS6+HsRF/ANR0sN92E4lTJAyvY9eQe+ea56Hs+a9TYqpzWtHc9X0/4L+DbODyhokMwIwTM7OT78nrxSXf7P3w/1JCs/hu3IIx8kkifyauh8I+LtH8ZWK3Wk3sd2mPnRT86H0ZeorpEWva5KdvdSOHmkt2fm3+2B4Dh+FXxO0aw0NJ4NIu7WO5i81shJN7KyocD+6pI5I3e4rV+GWqXMKpd6mVZ443aKTaR8/Krnnnk449K0f27PGFn4g+MOi6HaPvm0W2Vbh8H5ZJG37cd8LsPHr7VmeEbOWbTNN3KqSMHlMmT8xUbkAHTLNt7dM14mIilUtE74P3Ls+iv2Zbi5v2vFePEP2yWdtw5RtijafxOfw96+gL7/AFL/AEryj9nTwTd+DtJ1CO7nWeZ2UytGcoJCBuVTnnGADXq99/x7v9K9LBR5YJ9zhrO7Z+C/7Ysgm/aQ8fHaARqbgnPoAK8q8LWWk6h4isLbXNRm0jSJJALm+gt/tDwp3YR7l3H2yK9R/a+bd+0f8QP+wpIP5V5j4T1DSdM8Rafc65pkusaRHIDdWMNybd507qJADt+uDXdL4mZ9D13VPAXwOt9KupbP4sa7dXccLtDA/hcoJZADtUt5/AJwM9s0Uar8Rfgfd6Tdw2Xwh1iyvJIXSG4Pil3EUhB2uVMHODg474orRW8vxM1fzP3RdagZauulQMlNFHmPx/8AA8nj34W6xY20Xnajbp9ss1Ayxlj+YKPdhuX/AIFXwdp8jSW6+cBGThVjlJDLnk8+/Sv04Za+Rv2lPg+NBvr7xFp9qDp98zPKIh8yTNjP4HBYduCDjHPmY6m2vaJHTQnZ8rPGrxoNY8N3Uq2cd7q+n28kEKzJuGyQAAj1IwB+NcB4D+P/AMTfhm2p6UbaLU7GaVnt01MSSNbE4A2MH+7gfc6V0cfiIWsqfZ5PKZ3+dwvCqTg4+npXZzeH4PElvHeWqqzAeW0iABQR1P8AKvJhOVN3idrSktTxvVLjX/iBrw1rxLqMl3MeI424CLk5VVHCj2H610+g5tXCKrRqpADOMHr/AEr0jwL8NV8QXdxb2zKt7bkebJKmUtwejY43McHA9jXop/Z70S4ikW6v7+aRjkTRlI2HA6/Lg9PTv361vTpVK3vJGU5Rjpc8Z1KSPx94bvtH1GJpLop8r3DBQcHABz07fXmvnjXP2ddV0qYTpEzae/71FdhhMN0PQ8HtivsTx1+zvJ4c0KbWtCu59UW1jZrm0uhmQxY+ZlKYyQP4SPUjmvO/DOpJe/Z7S4QPYugdm27iW5wwHqM/yqakKlF6jjJSPO/AuhyeFNYhncLIRgbjxnnnH4A16vo/iaeza4k+zsqn5Gtph8sg9/fgH/PLtU8Drpc0cUkTXt1MytDZ22NzbiQuTxXS+LPgb4x03Tob/Sba31b5RJPpsbhJoztBIBY7XxjHB57CsY051HeK2NXKMVZs4nX/AAPZ+MdYi1ONzFc7QPs7LjgAYI9cD6Zx2qxa+AdTtdKzOscKsccjGe/BPfrWLY+Mp/tFvKI2gmtpCksTRkMjKfu47Hg8GvsXwnpOk65qFjHqNrHd2lwokjSZcrnG5QR35zweOQKqMHNqOxLlyanyHJNrGlwTXmn2l3cQ2sjJNcQ20kkQkHIDOoKjvjnt3rpdD+LFp4kt1t7r5pYRh4Xz5mAckjPUf4CvvSw0m10yMQ2ltDawgkiOGMIuT1OBXkvx5/Zg0/4uQ/2npNwuieKo2V0uznyZ8cFZVHqMfMBngV3vBSjH3Xc51iFKXvI+d9B1aa1vmv8ARNYuLC/j+aB43ZTwc4BPDDjG3uDXW+Jv21viF4a0S80oeHLGbXUP7rU5NwVVPPzRD5S2O4YD/ZNeO+LoNV8A+Krvwzrdv/Zmp2jrkW7lonUglXRuDhuCPrjrxUOqXt94whNncxeZcMNnnLiNmIOMnA5OOv8A9auKM6lJ2TsdDUZas5Pwcuq/ELxhfa7qpmu7ud3nuLhxjdK2fm/Mk46dK+jvDWmzjxVoENlEZYo5wZFUZVSu1/zwB+PFYGh+G4PD0Y+y58jZ9lii2bTJyMn6gY6Z719R/A/4exafpaXl3tmupJFncdVQrkKo9x1/KoinUnbuTKSUT1Pw/p50zSYYnGJmzJLzn525PPt0/CrF5/qH+lWdtQXi/wCjv9K+gppRskedLU/BH9sDH/DSHxA/7Csn9K848B3l9p3i7TLnTdHt/EF7FKHi026tPtUVwQPutF/GPb2r0j9r5R/w0j8Qh/1Fpv51wnwx0vxJqvjrSLXwjcyWXiKSbbZXEd4toySYJyJWZQhxnnIrWXxMXQ96ufir4/0yyluLn4C+ELe3iQs8kngbaEUDJJJHAAHWitHxP8Pf2obXw7qtxqfi/UrjTIbaSS7T/hNIJFaEIS4KC4JYFQflwc9MUVqk+z+4yVvI/ZtlqF0zVtlqNlrJM2KUkdZHiLQbXxJo91pt4m+3uE2twCQezD3BwR7it9o6heOr0asydj81/iV4CuPB/jTVdB1IBYvM8yJxHtynBEqcc5ye57jtWr8P9WPhm4j0qZkeKbJSbHBB7j/PFfb/AMSPhXonxN0k2erQESID5N1FxJEfY9x7Gvj/AOK3wf1r4VTs9yF1DR9+62vkXCr1+Vx2JHbn2rwcRhpUtY7HfRqqWkjsfhTq32PxzqmjPZCNb6AXUV2WALsjEFMd+GLDHofw9cMBzXyS2vSXxjS53EMN0VwjYdcE42sDkd+nvWxp/wC0X4j+HFgbXUNJPi3T1LfZrz7UY7rHJ2P8rbsdM8HHritcNiYxiqc9B1KTbvE+or7xDp3hPQb7VNWmWDT7WIvMzDPHoB3J6Adya+LPhuttrmt6fH9maOCS5BWNWJwu4np6bRVDx38cPEXxg+y2epabHpWgLOsgsY8sxdQfmdyATjd0wB9a9J+GXh22l1RdUgiP2ZY9sfABjOGBz6+31qcTWVS1tkKEOXfc9W+FWi6fqUtxrrSLe3CyOLdgxZYg53HHY8EfTmvVbX7wrxn4Z+KPDvgOGTQNR1KHTf3g8iS7kCRHjGwOx4PBOCe/Fe1wPDDam7aVFtlTzTNuG0JjO7PpjnNduF5VSVjKrfndz49/as8JxeD/AIpWWrWkJitdetjLMFyA1wjYcg5xkrsJx9e9ey/D3xMlz8O9N1SLPmWcH3F+YiSMnA49So/Ovnn9ob4yWfxi8ZaQmjRSDSNNSRIJpAVedm2lm29gdoAB5x164HpfwHvg/hfVNFdmM6j7QA2PlVlC4/TP4151Zx9o3E6Ip8qTPsPwd4osvGWiw6jZPuDfJLGRgxyD7yn6GukjCopZiFVRksTxX5/+A/jtrPwa8TeJW07TU1rRLlizLPM6bJlyC4IBGMgryOcDn14f4hftKfEv42Stpj3KaRo0j7Hs9PVooXHUb2JLN9CccdK7o4yHJeW5i8O+bTYv/tY/EK3+J3xyd9EmF3ZaWsVjBcxKArbSWdgw+8u8tg+nSuj8A6Pa6na3V7eyeVBAMpEAQ2M5YnjGOPrxXF+AvA8OkrJNfkSSuQZWIxtG77or6h+D/wAHdQ8RSLeXds1loisvlwyAo7EENkjPI/n9OvkzlKtPRHQ7QRa+Hvwr1DxJqOn39wotrKNlltIJY9zmMg5dueOvGeTjmvpjTdMt9IsYrS0iEMEShVUf55NGm6ZDpcHlwrgk5ZvU1cr06FFUld7nHKTl6DcGobofuX+lWKhuv9S/0rsi9TJ7H4LftgGFf2j/AIgNCzGT+1pt28DAIPQV5T4O0ix17xLY6fqmtQ+HbC4k2S6ncxPJHbjB+ZlQFiO3A716j+2BJu/aS+IgPbV5hxx/FXl3g+bQofEti/ie1vrzQlf/AEqHTZliuGXB+4zqyg5x1BrWXxMnoet6x8DvAFjo95c2/wAdvDt/dQwvLHaR6dfK0zBchATFgEnjnjmiodc1b9n2XRb1dL8OePYdUaBxbPc6raNEku07CwEOSu7GQMcZoq1YhXP3qIppWpDSEcVzmhCy0xo6sdaaVq0xlRo6yvEPhuw8UaRdaZqdsl3ZXKFJInHBH9DW6UpjR1d01ZkW7Hx542/Yz1a1dpfDerLqkRPywag3lSRrnO0Mo2t9TivMvHvwf8TeD9PtLzUdNe3thuR5P+WYbsCw6Z9/ev0NaOoLzT4b63kt7iFJ4JFKvHIoZWB6gg9RXDPB05ax0N415xPy6awO6E+Ukckj58jaSeMc56cnH4V1Gh6pq3hnRZVtbchGfdJLIeOQAFJJ9R+or6q1T9jvwrdSzy2d/qFizv5iLuWRYznIA4BwMnHOfeuM8XfsiawAZNN1pdRtsANb7fJlP0JJBPTqw6cdq4HhqsdbG/t4s+evHWqW/iDTZtPvPLmnZIzKU+eIE55Xgc5x+XFcVBpuuwaTcaXZ69qsejXQ+eyW9lMHYZKE7cYx+XoK+h9d/Zb8SWtuiQaNNNIEKb43DK4zk8Bjt/HvXNxfAXxjo2pw7vDmq3NrkgQ+WXXr1IA6c+vaseWUdk0XGqnueNaL4SGly2FwysVOWX5gckHH4f1r0fRddufD8izWQxd3SvESxwdv9MYGK9A8N/s9+L/ssMN14budiyPIct5ZLFQAvJ4HA5r0rwb+yvfXU9tqGsP/AGRIsqyrBaSLuTAGNxKtnkcjjvzzU+znJ6RK9pFLVnzxaeCz51zqUoWOWYFg1wCcyEZwQeuOD7/hXbeE/hrPrRsZrGzE1xKfIYbcAv32qeSMYPYAHk19V6R8A9CsnDXTyXv7vaysoAds5LMepJ9OgwMAV3uk+HNN0NMWVnFC2MGQDLn6seTW8cLJ/FoZuv2PEfhv+zKNH1SHVNeuUnaM+YlmgBCvzyW9s8fSvfLe3jtYxHEgRB0AqSivQp0o0/hOeUnLcKKKK1JCorr/AFD/AEqWobr/AI93+lOO6E9j8C/2uj/xkh8RO/8AxObj/wBDNec+CfEEfhnxVp+py6LY+IYrZ9zaZqSM9vPwRtcKwJHOeD1Ar0L9rSTzv2jPiMcY/wCJ3dDj2kIrkfg2fGI+JGi/8IC0g8W+YwsPJKB92xs43/L93d1reXxMjoert+0tpMMT7/gN8PggHU2Fzx+PnUV6P42l/bDXwbrh8QHUToH2Gb+0AwsSPs+w+bnb82NoPTmitF/Whmkn/wAOfsVmjNM3CjcK5jUdSUm4UbhQAuKay0u4Um6mAm2k20uaM1QCbaBHTwRS5FK4DRHThGKVTS5qQFCinbabml3UitB1FJuozUjFooooAKKKKACoLz/j3f6VPVW+b/RpPpVR3QpbH4C/tVZ/4aH+IjZyDrl5/wCjWrg/A/h6PxV4ostKl1uw8PR3DkHU9Tdkt4MKTl2VWIBxjgdSK7f9qGVZP2gPiHgYH9u3nfv5zVw/gSPw3ceKbKPxdc6lZ6AWb7TNpMSSXKjadu1XIU/Ntzk9M1tL4mR0PWPEf7Ptlovh7UL9PjV4E1Jre3kmWytNRuGmuCqk+WgMIBZugBIGTRVfxJpH7Pq6DqDaJ4j8dy6usDm0jvNLtVhebb8gdhLkKTjJHOO1FVb+rkxPeF/4KvfFbHOleGs/9ek3/wAdp6/8FXviptJbSPDP0+yzf/Hq+HJIZojGXjZBIu5CwI3DpkeoyDT/ACplkNu0Enn/AHRHtO7PpjFTzsdkfcEf/BWP4pl+dG8M7P8Ar1m/+PVZj/4Ky/Eppvn0Lw2se0n/AFE+c44/5a+tfDunadLqNx5UYYxqN8jIM7VHX/D6kCobjLR+akbLDu2DI4HfGfWnzsLI+7JP+CtHxGVsDw94cPruhn/+O1LH/wAFY/iN9hlmfw54cZ1kRRtjnAwQ2f8Alr7CvgqXejKSrAMMrkdfpU9uJWjngKtvwrBcHJ5wOPo1HOw5Ufc8f/BWr4keZ+88NeGwmecRT5/9G09f+CtnxF/i8MeG8eyT/wDx2vg4SzeXJCu7ZkMy49MjP6mmpvVC2CRnBo52OyPvZf8Agrd8Qv8AoVvDnt8s/wD8dp6/8Fb/AIgBcnwp4dJ9hOP/AGpXwM2/hsEKTwfWpZGPIK/O3Xj+VHMxcqPvqH/grf47kkRT4R8PgE4JzP8A/F1ZX/grV43W9kifwloLRjcVKtMCeCV/jr8+E35OAcj9K0ZmCMk5QkkKQc4Axx/ID86OYLH3ncf8FbvHMSx7fCWgO55PM/Hp/H1pv/D3LxyOD4P0At7NNx/4/XwHIro7Z3Ebiu49DSSMQ/TAPIo5gsffy/8ABXXxv/F4N0FvpJMP/ZqWP/grt41H3vBuhsfaSYf+zV+frM2duCD6Ypqszc4PvS5vIdj9CB/wV48Y7v8AkS9Dx/12m/xpf+HvXjHaP+KK0TP/AF2m/wAa/PZWPJxx603cVo5vILH6Gt/wV88XZ48E6LjPeeX/ABpq/wDBXzxgWx/whOiY/wCu8v8AjX55szbsYOfSm7m/EUc3kFj9D5P+Cvni3YCngnRs9wZ5fx71SvP+CvPjKaFkXwVogJBGTNMf61+frMcEgcUz5tvfmjmYWN/x74wuPHnjDXPEV3FHBdarey3skcediNI5YgZ7Amo/A/iLT/C/imy1PVdDtfEtjAWMul3ryJFOCpGGZCGGCQeD1FYDblPNNqd3cZ9DN+0d8Otv/JAfCn/gfe//AByivnktzRT5vJfcieRH0L8aWVtH+AqsF58LwZGO3265r0KJ0/4eRXpK8DxBcDHv5T80UVr1+Zj0+TPO/wBnFi2ifGtSigN4Mu5FLr6XMHfr1FVY5Y5P2M7jeMyP45BDe/2En+lFFSthvf7h3x0KD4S/Awhcf8SO8PT/AKiE9evyxxzf8FDPBsXlosRGj/KRx8thAw9O4FFFUt/uJ6feecfBCOJviB8ZtyjK+FNeIGOnBrnfAUMbfsvfFaRlUsmraLtbHIybrIzRRU/8Er/gFr4pCEfs1/BNlVVkZtZLfLy3+lLyTXSfGS1hk/aF+F8QijVJNH8Nh1VeGzBDnINFFH/AD/gm54Tt7Wb9sX4pQfZ4mVE8TtyvHENyenTiuL+Fj20/7Nvxq3xKbmGHTNkm3Jwb1N3Pbov5miiq/wCCL/gFfW4IR+x34ZuBGvnSeMbwNJgbiBaQDGcdMipPjPbwR6f8DFWKMCXwrbM+1R8xN9c5zxyaKKT2+RXX7z0vTbG1f/gpJc2j20LQ/wDCRXI8nYvl7fKbA24xXmf7OdvbzWPxn8+OORE8HXZGQCQftNvgr79aKKr7XzJ6fJFS0t4P+GPdUn8pGm/4TaBRLtG7b9il4zjOOaT4u29tH8DfgbJFFGksmn6kZZFUBmxfyAZPU496KKjp8v1K6/P9D1HxFpdmv7eHw5tUtoDau3h3dCI12Nm1ts5GMHNcV8D7O1uPip8YFkt4Wjj8MeIGSN0BCERtggdiO1FFXZcy9UR0+RjfDuyt5P2Vfi/cPDHJNHqeirHIyjemXnzg9RnFSfEi0tYf2cfgdOkEQnln1nzZFQBnxcxgBj1OO2aKKn7Py/Uvr8/0KH7aFjaab+0d4ut7KCK1t0NttihQIq5toieBx1yfxrxDlqKKifxM0h8KBv6UUUVBR//Z) | SJM 1027 x001 080701 Fibula af kobberlegering
Guds lam. |
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) | SJM 1027 x013 080701 Fibula af kobberlegering
Lille stump af fibel med flad, ornamenteret hovedplade og buet bøjle med tre parallelle vulste. På bagsiden rester af nålefæste med rustspor efter jernnål. |
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) | SJM 1027 x023 080701 Fibula af kobberlegering
Fragment af korsformet fibel, bestående af dele af hovedet samt bøjlen. På bagsiden rester af dobbeltfliget nålefæste. |
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) | SJM 1027 x029 080701 Fibula af kobberlegering
Spinkel bøjle, der yderligere er bukket sammen. I den ene ende rustspor fra fastgørelse af nålen. |
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nPyjLDzDnAx8xIwMAeieE9E07Uom/tK9uLR9JQ3R8ubEqsu3hcghmUKPlOBznOMV5fa+JNT1LSbWHTbaPTrlpGV3jUGSRiWJVOCQNoAznPHYYro9Q8J/wBnx6pHJJKLqa0V5rp2CHywwBXJHA7+oC80lUaVuwTpJu/c97+FHiBNTt5vB8ZIln+2SaPO0qxtKrSHDHBOMyHOeOVReAprsvB/7R1v8HfGV7E1yb+TVfLmmsYwAv2jy1d4SDjY4BwD93jB54rwr4eed4X8Ryapp8ravqlrYRSRyzSg28MUrAqvYSEyyREqDgHP1FjxR4Zu7X45NdxWrz3949zcafFDb+ZGH8xFE3zBSCJHJJI58tl6AEbrWSaZ5PwybP1K8F+LrHxz4bs9Z08sILhctG+N8Tj7yMOzA8GtyviT9kTxlqPh/wAQNaWt4X8HXxkJtZlJMVx5iqWDnqxZuex3cdOPtutpKx206nOvNEM3+rf6V+Hn/BROML+1V4vx1ZbQ9f8Ap2ir9xJf9W30r8P/APgo0v8AxlV4pz08q0/9J463p7A9z568G6lNoPifS9RtdPtdXube4SSOxvLfz4bhgchHj/jB6Ed6971L45eO77S7mJfgj4Pt7do2DSw+Ch+7BBywJBwQOc+1eEeAY9bk8baEPDl19i19r2JbC4E6weXOWARvMYhUw2PmJAFfWdz4T/axvLZ4br4jbIpFKur+MrMZUgg9JvTNdEb20Oapy8yvY+cf2YMn9pv4SEjH/FX6R/6WxUV7B8H/ANl3xh8N/jh8LvEOr3vh2SztvGOih47LXLW5nJa/gUbY0cseSM46DJorjqJp2Z1wkpK6P2W8v2ppj9Ks7KPLr0OY5ioYz0/KjyattFxilEefrSuM+G/+CgnwnudLjtvippTyCKBI9O1m1jkKh42bbFN74LbD35Q9jXxv4ejbVrqzh0/ToI7VWxNJkEI7OgO0k8AAscj1HpX7MeKPCumeMvD2oaHrNnHf6VfwtBc28mcOhHIyOQfQjkEAivgr4tfBkfsh3d7feF9LTV9P8VSJpthfXspkfTpCS5SQEcjAyrDr5fzDj5uGvT+2jaFSyt1PmyC5sLjTRBbWzRyiNg32hz8kpIKkH+8F2r2JLL0J409fS/8AiVpGoziYQC1ZQk8se1nCjaFEf3lJGRk4BHGeDWj8TtQsND8N6dqNrBbw6eJvNMltjLFlI8tjjJw0bkjoG+gJ4nwRqV9brZ6lJZyzRXDMi25LOqRqAu3g9W8w5AOQCD3449Gi07u+xqfB3xVZeEtT17xnq8wu7xbeSHTtKII2tIjKGBX5UAYncTjAJxknFej6LdTeLrzw5ZXFq11qF0bp5GW42+ZLGrKEO3nn52BHqeO44PWPDxs445tN8uSCGRpTb+WpDOQD8yngr868c8dMZNaHgO6ufEWrNPBqL2c2lRG+UuoUIzON2xQRhUWRv3eQMKeD0qY2kmRUj1ZxXxf8Ka03xOtpdJ1JJNsUDq6SbREyKNjc9SAMk+1a3jTxRpl/4qY2EZvoI4YI3h3jylvSkKu2/A+XMbk5GM5yMscP+OV5c3nxS061srd2W4it7uwvIgzeadqjzOhJU7eMA9utdNf6ToN1DbFxGb2G4jvZZr2QxfaUkjLSIEB+VCY96hjkg5HcGE+VK6NJRjJq7Nu48F3cfiTRtN1q6junjs7ifzoIwGcSsvzOQB0JwOMgSngHNcT4N0fw9qnhHVbbUEKWrslraKmAonZsSSAtyVVnCk54Gcdc13XgTw54k8S63PfeJlXTY9BiSNreQ+UrISRE6B155Zc5I69sknhG+Fe3S/Efh21vJL2+026a/kaInZiNSWUk42rtkfjqTzikrt6uxF1CNr7F/T7N7rxVdeGrKOeS7tViQC3b/UKAUZt57ZZWAz0yCQBg9Tr2lwzP4i8OrqEGoTjT3la9jYPHsOzapOAAQJFG0YOVYHGQK8n+HevWd94iGl2NxcsNQVElk2nzPNKBfLZtxIXnb8pPyqTjI49S063i8PWOrhpZUnbTnVpWBQCOMkksf77BFbJyeK1nbl3FDm9orl/4f67NrHw70ZoNJLW8csbRyzRI7yspjjLKWxtj3KFGSdoXjgYrr/BOraj4n1yO/l1pn1a5sNi3UsTRiKBMkFX4+Yl2PAxlOM4Ary74VaW0PhnRmRIZrec+ROtwPM2JlX4HTO1v0+me58L6w1jMLhlFtHZ3HlBWQN5IMkaocHG4loweuMocdc0LVkzp8qbPafgh4eiXxH4dsbK6uLqGGfaLmFfLUFpQxyp5JIDMwIH3yTyM195V8p/sheFbie8u9bvGmlm3yPNNPEoZ5mJ3ZYDqudpA6EHrzj6sro1S1YUbO8kiOT/Vt9K/Eb/gpBHj9qPxKc9YbXj/ALd0r9uZP9W30r8Rf+Ckn/J03iIf9O9r/wCiErop7DfxHzJolnbalrdhaXmoJpdlNOkc19IjOtuhYBpCqgsQo5wBnjiva5vgr8Lbe0lk/wCF+6TJMqEpHHoN+dxwcDJT14/GvE9BbTV1uwOspcyaSJ0N2lmyrMYtw3hCwIDYzjIxmvaZtS/ZwW1cReHviNJNtO1pNUslG7HGcQ9M1tG3X9TKd7q1/wADkv2YWY/tN/CUFyw/4S/SOf8At9iopP2Ycf8ADTnwk2jA/wCEv0jH/gbFRXLU3OqJ+/8AJJHCAZHWMMwUbzjJPAH1NS7aWS3jmUCRFkAIYBhnBByD9Qak211XOQj2ZFCrUu2hVpXCxGqVx/xc+Fmk/GHwDqvhfV0Ihu4z5M6f6y3mAOyVD2Kn8xkHgmu2207ZUtjsfkJqXgG41D4bvpt80dteaDutGtL2VYp1uPMkLFi3GCFwB0wT3FaXhnSbS1+EI0Gx1SO51eZ40uEtW5tv9W0u9sk7iCVGPVs8V9lf8FAPgrp3xB+B2seIYreaPxB4eiN3BcWq/M8WVEqP6qF+fPUbOOMg/AXwH8eeG/B2iRtHLLH4glm2XE91GGj2kuUCdSxGBnjjd34FefUjymj5uXmWrLHiTQLr4f8AhHRF1qWO3lCTSwRSSOWCs4DIQABubDjPI3jnjmsnSob7UNQfT47CS1vpId4hhBk3FEGwFeSBuUk55O4133x6t08fQXHiqSDytItZI5p4J5CIZZSQr/N18sGRMBSMDjGTx5/p/iZtXvbC50uOW4jt0ZY0tbbaTJ5hePex5LBSoBzxsHOeaI6vYzg5qF5M9g+I8Gn+IPh94a8R6Ra28uoTCHQbbzHIhS4GzJO0cBW8xRng5HHQV4/rmmQeGNX8Oz67LNDvulkvLgkgu6YUBMc+WowRjkYbrxn3nxrb2Xgn4N+F9K1m3jWwvZzPPCgB+xxSPtRxg4LEb3AzyA3PBNeMeHlu/EHxKisNXnfXdI0Sxu44t2JGmjlURq0eRksNwOcZATpmplo2yNW1Lm92x3/jjUrHVPDfhbXXaO3iuLqKaPTrhmmWW3gdigfPLrkt8vQcg85z5n8TvG2r69408R61pf2rTdC8Q34sYpp1MUAkRlB7csABu6njJHQCz8QBqqTeHL29CtHfravDf7i620SByVVRwcFWyQedo/vYrM1q8upvB3h+385Z4pNZuby3SUb8K5VGY9clj82OPusaj5HVTpLdk/wt+F8lrq9vLbSNeSXRt53l8oqYmZSG29yyuzAHjIHoa9f+I2njWr67OtXDJb/Y2sIo9OXbEpOTLjON2/8Ac5JzzyMcmuX8J2MraPDeajPerpEYP2yWMhZGOOg9sZ9vnxjHNYHxG1aX4i+MnsPBtpcHQ4vJle4+Y4dEB27uoHHc5yDz6TJybUUi1GPNzt6Hourabb+EfhjYx6VAjeI7i7jt47iOcmNkCox2gcbQAVDEklh/DnFdb4I+CHizx1faDDo8Ed2lmZLq7WZ9sCz7tpV5VBHmLjPfksevFW/hL+zVL4wj03QWsWu7W6SOfU55AxggaEqVgDKwxndk/wC10r9A/AHgaw+Hvhu20iwAKxjMkm3b5jnq2O3PauinBxu5u9zC6qO0NLdTnvgV8K2+EvgePSZ50uL6aaS6uWhJ8oSOxZgmeduSeteiUtFaHQkoqyIpP9W30r8R/wDgpOpX9qbxAc53W1qcf9sVH9K/bmT7rfSvxI/4KVKy/tSa/wA8G1tSP+/K10U9jJ/EfMOg6g2la7p979gt9T8idJhZ3iF4Z9rA7HUEEq2MEZ5BNe+SftAazNZyLF8CfAEalCPNTwtIxUY6glz9a8I8KnVl8UaR/YBmXWxdxGxNvxJ9o3jy9vvuxivryXR/20byFkk1HxMqspDB9Ugj4PGP9YK6I3tpc56nLdXt8z53/ZhYt+058JSRgnxfpHGP+n2KivaP2fv2Pvix4b+P3w21rVPDUdrY2HibTLy5kbUrQlY0uo3dtolycBTwATx0orkqJxep1QlGXws/aKnbaULTwtaXMRmKcEp6rT9uam47DdtOCU8LxTttRcZXurOC/tZra5hjuLeZGjlhlUMjqRgqwPBBBxg1+TX7Sn7N+sfCn49+I/7B0GSXwbdwHVbNYbcyQ26tjeoAGFKurADIwNhzX63AUu0YwRmlvuVqfkp4kvYNQ+C+t6DfSKmk6XpTSy3DDMovjI7xxyHncHXyNuMj5CM8V5V8F9cv9BmSaRo7DVCjQRs6BQrKRIHK9XcJ5ygAckAetfrf8WP2a/Avxii/4nWmfZbliPNu9PCxSzqCCFkO0hwCARuBIxxwSD47N/wTn8Gf29aazB4g1UX9qymFp1RkUL93CrtHHp0z1B6VKVnclxbjynxn8dGv/Fx8OWiSGaz0pknkBP7pRkqIy4PQhcAHkbznbyB1em/DKPwfoDR2epZ8RvM1u/kOHDxctI6nIIxv5IycqMZ5FffEH7K/w9kvLu91XSW1u+vBH9okvJ32OUA2kRqQo6elYnjL9jfwV4gvDqOiT6h4S1MR7Fk02ctCTjAZo3znAJ4Ur71E48ysmYxoy5UpH5//ABq0+20/4aaRpKl4U0VUNssm4z3zhyrMoIOE+/tOeuOMYryTw3qlxc+H9Ntru3UsdVleMFiqwM0YU7h7ErhepwwIr7v+KH7CvjrVrq21fTfFWn+IdRtLsSwQ3kP2NUU4BYBcjIAHGeeueAKqfA//AIJ56tpmuf2n451C2tbSGcTwabp8hmJkVsq5Y8Lnk4Hc+1Zwg0/eN1zRjZGPpPwPvtZ0nR2i0lbyMQtaz6PbxkO+Yv3mGP3mMj4Yv8oCschjXof7PH7HuqeE4b+TXo10tLkllxN5k77iDhlBKKowuAMHP1xX1d4W8IaV4N0q30/SrUQW8EYjQsxd9o9WPJ55rZq1FJthGm7JSZk+F/C+neD9Hg03TLdYLaIYGByx9TWtRRVGyVtEFFFFAyOT7rfSvxQ/4KXR7f2oNZPTNnan/wAhiv2wk+630r8Wf+CmkOP2ndROQA1hbH/x0j+ldNMxl8R8m6TZw6hrFlbT3semwTTJHJeTBikClgDIwUFiAOTgE8cCvcZfgf4Dhi3SfH/w4zAHCx6dqDZ9v9TXh+lrYf2taf2obgad5yfafsuDL5W4b9m7jdjOM8Zr29pP2ZlicLF8T5Dt+XMlguT+RrZWtrb8TGd76X/A5P8AZkmkH7TfwoQzGRf+Ev0kBsnB/wBNioqL9mPZ/wANOfCby87P+Ew0nbu64+2xYzRXLU3OmJ/QcFzTsUYpwFMyBVpwFA9KdSAKcopBzTqksKKKKBhRRSgUigXrTqTFLUjCiiigYUUUUAFFFFABRRRQAyT7p+lfjF/wU8Yr+0pdjauP7Ot+e54av2ek6V+MX/BUD5P2lpyB10y36j/fropmUviPkLTbiOx1O0uJrRL6KOVZGtZtwSZQ2Sh2kHBxg4Oea97X48eFBH/o/wCz34Tzjqz3z/8AtavC9AOoL4g01tK3/wBp/aY/svljLebuGzA9d2K+y1j/AG1rhGATxLGCO628Z/pXTG/S5zVeW6vb5s+cf2ZSJv2oPhU6xrCreMNJYIDwv+mxHAzRXrfwV/ZS+LPgr48fDXxN4i8I3Vhplr4t0iW6upJojszfQjJAcnqR270VyVE4tXOqnJSV4s/bKnULS96RmKBS0UVIxy0tJS0FBRRRQMKKKKBj6KatOqCwooooAKKKKACiiigAooooAY/Q/Svxm/4KjDb+0lID0bSrdv8Ax6QV+zMnQ/Svxl/4KkZ/4aUPf/iU2/8A6FJXRTMpfEfIGm25vtTtbb7RHaedKqefM+2OPJxuY9gOpNfQjfs8lkzP8e/AA4/6Dlw/8oa+d7Nbf+0IBeGQWnmL5xgwX2Z+bbnjOM4r3VY/2aFTm5+J0p/65WC/+zGt4262/ExqXvpf8DnP2b7+7/4ae+Fds989yi+MdJTcshKPi9iGRnqKKq/s0+R/w1F8Kxb7vs//AAmOk+X5mN237bFjOO+KK5JnRE/oOBpwqFZAaeHHrVGRLRTN3vR5g45qbDH0tMaQDvSeYKLBclzS1D5g9acJB60WC5JRTd49aXcKRSYtLmkzRmkVcXdRupu4etG4etFg5h9LUe4etLv9xSsPmQ+im7hS7h60hi0U3cPWk8weo/OmF0I/3T9K/Gn/AIKlf8nIDt/xKYOf+ByV+yckqKp+YfnX4zf8FSrgSftIKFbIGkwf+hy1vT2MW7yPjyzmS3vreSWBbqJJFZoWJAkAPKkjkAjjiveo/jx8O4YF8r4A+Gy2PvSalfuP/RteD6XLcxarZyWS77xZkMK7A2X3DaNpGDzjg19u2l9+2LNHtPhm6txgbdvh/T074/55jHGa6YXe1zCq0rXt83Y+av2bJkuP2pPhVLHCtvHJ4y0plhQkqgN7Edozzge9Fe0fA39kj4w6P+0X8PvEGr+DryKws/FWn313eM0SKsaXcbyPt3AgYBOAPworkqRcWrnTTlGS91nTzf8ABWT4tZwuleGU4z/x5yn/ANrVCf8Agq38YJpAkVp4d3twqrYv/wDHK+IVjl8kzCNjErBS+DtBOcDP4Gn3FvJDHDI0bpHMuUZgcHBwcHHPI7VvoKyPteL/AIKrfGOYlVj8P79pbH2IgAAZPWT0FV3/AOCqnxjaI4l0RXxniwHr/vV8c/2TfreQWX2O4+3zlRHb+W3mNuA2gLjJyCCPUEetQWunXl41wsFrNO8CNJKscZYxov3mbA4A7k9KLC0Pshf+CpvxmedS13pKx7hlV05RkZ57ntVa4/4Kg/G3zGRdW0yPBIyNNiP9K+QIdPvJ7Ge9jtppLO3ZUluFjJjjZs7QzdATg4z1wasahpd/ZW9tfTWs8Npebnt53jZUlwcNsYjDYJwcdDRYND6ul/4Kd/HIgBdfsUPcjTIP/iagb/gpl8dWxjxRbL3O3TLb/wCIr5aufD+rW2pwWFxp13FqFwI2itpIWEsokAMZVSMncGBGOuRipLXw3q99fXllbaZeTXtjHLLdW6QMXgSPJkZ1AyoUA5J6Y5osL3T6cf8A4KU/HZuf+EujUeg021/+N1A//BSL48t/zOYUdsada/8Axqvmm30PUrrSL3VLexuJ9MsnjjubpIy0ULPnYHbGAW2tjPXBplxoepWuk2eqz2U8em3skkVvdPGRHM8e3eqt0JXeufTcKVl2HofSsn/BRL47S26n/hOJUOcErZWwz/5D9jUd1/wUI+OEmG/4Tm5BKjG23hAz+CeteAt4L16z1i10e40u6g1S9SGW2tJYiskqygNGyg9QwIx65FLa+B/EGp+IbzQLbSbiXWrH7R9oslT95F5Ks0uR22hHJ+hquXyFddz2uX9vj44ty3xB1H6KkY/klVv+G6vjc+c/ETV+euHUfl8vFeI6f4X1bVtE1XVbSxln0/Slje9uFHywCR9iFvqxAovPC+r2HhrTteuLJ49I1Caa3tbo42yyRbPMUd/l3p+dTbyHdbHtl5+3F8a5flb4ha1Fzysc20jHuBmq11+2l8ZZWDj4jeIEQ9FW/YH9K8l1TwJr2h6hpNhf6e9td6tbwXdlE7LmaKYAxODnADe/41pWvwr8U3XjbUPB8em58SacblbmxMqAp5CO83zZ2naI2PB5xxmny+QuaO9zvZv2wvjE+c/EjxL2HGpzccf71V5f2tPi7Mqq3xI8TDaOo1WcZ/8AHq820XwXrHiDQde1uytfO03Qo4ptQk8xV8pZJBGhwTlssQOAcZp9z4G1m38E2vi57ULoF1fSadDceapJmRFdl25zwrrzjBpW0vYd1tc7mT9qD4qzEb/iJ4nb66vcf/F1Xb9o/wCJcyuJPHviRxjPzatOf/Zq5bXfhvr3hvUtB0+/tVhutcs7a+sQJlYSQz/6piQflz6Hkd61tM+CfirUfihqHw/itYf+EksZbmCeEzL5atCjtJ8/Q4EbY9eKfK72sTzR3uLN8dPH9wCJfGmvyA/3tSmP/s1cjrHiDUNevGu9Svbi/uSMGa5laR8emSc1q6D8PNX8ReE/E3iK0WI6d4dFu18XkAcCaTy02r/F83X0pPEXw91fwz4S8M+JL1IV0zxCk72LRyAsRDJ5b7h/D8350raXHzK9rnN7jGwKnng5HatJvFWsuMNqt4w97hz/AFrLZfLbAYNx1HSm+lQWeufsx6xezftLfCZZbuaRW8XaSCGkJzm8ioqj+y63/GTHwjHb/hL9I/8AS2KisplxNDRXVv2TvFSd18Xac30za3Y/pTfigwPwL+DWDnbb6ouef+fwn+teRR6pdx2Elit1MtnJIsr26uRGzqCFYr0JAY4PbJ9a9H+IHiLTtS+C/wALtNtryKbUNOXUhd26Nl4d9yGTcO2RyK6ebQ53Fpr1/Q9m8QXA/wCG1vhfMODIfDTse5JtrYfyrl/hAwT4kfGOIjbv8Na+MfSNz/Svnx9WvnvIbtru4NzEFEU7SNvQLgLtbORjAA9MUyO+uIWkkSeRHk3K7KxBYEYYE9855p8+txey0tc9n+Hsob9mH4tR9xqWiv1/27kVc+Lk0dz+zn8D5FGGWPV4n+q3S4/QivCY7qZIXiWVlikILoGIVsdMjvjNey/EZvM/Z1+D6K2WE+sZBIAGZ4u9CldP+uoSjaSfn+h2fxPniX9p74aToyhGsfDL7sjgfZrbmp/At1Hb/tDfGsFk2SaT4mUHPB/dzHj8q+Y3mbcGMjO4AAJJyuOAKb5j8tuJZupzyaXP1D2WlrnuPw9uI/8AhmT4uxF1DnUNFZUJGTiS4Bx+dHjVhH+y38LpFGT/AG1rSnIyORaV4cJGGRk4PWvTfE3jfStU+AHgnwzBcFtY0zV9SubmDy2AWOZLcRtuxg5Mb8A8Y96aloDg0013/Q9R+IusW8P7Rvwsv7e5h2rpPhx5ZN4KKwt4AQxB46AGrXgDW9Ptf2xPiJPNeQx2tw3iMRTvIAjFoLnb8xOOc8euRXywzNwd1SyM02ZRlsKN5A6dsn9Pzo53e4eyVreVj2T4W6naW/wN+M9tNcwxXNxaaZ5MLuqtLi+QsFB5OBycVY8and+yn8MXH8Gu60ntyloa8O3k59K9p8YMD+yd8O8NkjxHrA4/65WdCd0/T9RSjaSfd/obfxg8RaZd+Ovg/c21/a3MVr4Z0OO5khnVhBInDo5BwrL3B5FdZp/jHQ7f9tjxzrD6vYx6RcPr/lX5uE8iXzLW5EeHztO4sAMHkkAda+Tg/wAp5qSSeS6mLsd0jYHAAz27UvaO9x+yVrfI9k+FfiLTdN+D3xl066v7e3u9R06xW0glkCvOyX0TFUBPzELuJx0AJrV1Rg37Fvh84xt8bXg+ubOCvA9xDEGvRrz4kWFx+z/p3gYW841O28Qz6u1xhfKMT28cQXrndlCemMYoUtHft+oShqmu/wCh2nxe8YaPqXjH4SXdlqUF5BpvhrR7e7eKTcIJYs+YjYzhl7jtXZ6H8RfDNj+3L4i8UzazbJ4buL/VXTUtx8l1lgnWMggchmZcfUV8pqzdF579PSkVizAZ/M0ud3uHsla3lY9p+GvjDRtJ+Cvxh0m7vYrbUdXg04WNu5O6cx3YZwvHZcnmtP4wNv8A2Z/ga+R8qawnv/x9g/5+teBgn1r3H4qahaXH7NfwWtormGS5gOsedCjgvHm5UruA5GR0z1pqV4tP+tRSjyyTXV/oeH0u6m0VkbnqH7Lv/JzXwj/7G/SP/S2Kik/Zd/5Oa+Ef/Y36R/6Ww0VnMuJ5T68ZpCffNFFaCDd8p569aeq7wiryzHHpzRRTAfZ2c+oXUVrawSXFzM4SOKJSzuxOAAB1JrvZvAPxN1TRbHSpPDnia402waRrW1NhO0cJkILlV24G4gZ9cUUV00aamm2claq6bVjgbiGS2meKVGjljYo6MMMpHBBHY0koKMASDwOhz1GaKK5nudSG05ctRRSGOkOFC5yM5xSI38OcDpRRTEIuTure17w5r/h/RNEm1S2ubXS9Uha807zW/dypuKM6DPqmPwFFFUoppvsZuTUoruYTYXoQaQGiioNB38R5p207inQj1PpRRQAwnHSgdqKKANzwZ4N1fx/4o03w9oVo99quoTCC3gT+Jj6k8AAZJJ4ABNeo+Pv2VPE/gjwjf+IrfWvD3irTtMkWLVP+Ed1IXb6exOB5y4BAzxkZGe9FFdEYrlu+t/wOOpUlGpZbafieKt7UBh5ZXaMk53c5+n+fSiiuc6z079lz/k5n4Rf9jfpH/pbFRRRWci4n/9k=) | SJM 1027 x034 080701 Fibula af kobberlegering
Endefragment af ligearmet fibel af Stora Köpinge typen. På bagsiden rester af dobbeltfliget nålefæste med rester af jernnål. |
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) | SJM 1027 x035 080701 Fibula af kobberlegering
Cirkulær fibel med emalje, såkaldt Frauenhofen-type. Rester af blålig emalje på forsiden. Rester af loddespor fra tabtgået nåleanordning på bagsiden. Kraftig skadet ved knæk i nyere tid. |
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) | SJM 1027 x036 080701 Fibula af kobberlegering
Cirkulær fibel med emalje. Formodentlig med figurativ fremstilling (dyr i profil), samt neddybede felter til emalje. På bagsiden loddespor fra tabtgået nåleanordning. |
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C5pN1NzSUAKzV4F+3PrNzon7M3iue0ihmlc28RjmAKsrTpuGD14zx6Zr3omvl3/AIKIIbj4F2MGZxHNrUEbmF9oA8qY5bseQMZ4zilLYqO5+Pcvh+9vmmmjgZV3E/Kp2qD/AE/wrW0fwPeXL3LXEDRXCWr3EW8BRLtXdhckZJHpz6ZPFdZqV1Hp8Yt4Fns711G2GOcEIOSS55OSB09zWTps8V+wNzqPkySS+VFLHLv2nHLMOeMke/p0rz3OZ18se5NpN1e6EtrC8LxSb8GOUEhzwcAHjvWjr2rDVryIOn2I7cCMFVLHj7v1wOMVnadfeZay2N1EuoOJxJGZOPmXcMjkdd3f0HvVu4vLHxzox0vUblNK1G0m+02l04ODJkK6OeoyAvzdigGOSazsr3ZOsb2RpW1i0F/5FqjzzTqkSw43cn0b1DEA4/TpSaX4gvjiGRyrW7FkABHltgknGPz+lbV9pWp+HbDR3N4blIhJCstvg5OBgnGRg7gPQ1zckgvtSuJHaSMLLmR5HGfmJySo6jOenrUOSMF7+r3Olg1C10eS6vYYg80yrvUg+XOc5MZGTg7TkH26Z5FvUvHOo+Ctaji0HULhpbeQz28iBGaGRXDFtwByfkGT6Z7YrG07WLKW0njkieG4wAsmwMsoGTgZA2ngc85z25zQ1KO4uPEF9f2MiRm6jkZVeQFVVslgpc+hI9eaUbXNVHm1kfob8E/239K1XQ/7RuzIl2JNmoaOxA8s4P72Fu49jz2PZq2Pjd/wUA0PSPCctv4FiuZ9fuD5SXN1Cojtc9Wxkh2A/Doeeh/LC1kvdLn8iRmtt2WDbsAt9RXQ+EdUuGvj9qhNykRWSRG9Mjgjj0/Wul1ZpaB7OMVc9d+IHxo8T+KLPSNSk1o6trP2mT7ZJJnewPIIxgBQOAOcbegzisSP4galNDcxXBtZLmbBkvDEUkj55VmB5U5568AD2rjrxl03Wr+W2txa+fNJcRwu5dYA54VSTyAO/tWp4L0d/FizwQqWutskgEaYXy0jdiTznI2jj6+1c2m6J5ItXaPWvg/8fdQ+G/iBLoyRSoFMTw24AYZYEOh4XIwOvUV+nfwj+Kll8TtD+0wti4jC7x03AorZxntuAPoQa/BqxvtVj1h1kAQLIyiMDBGP/wBX6V+ln7KfxEj0K+0e3vNTldprdTbW7xhNgZQhDHJ3AlMjuOB3FdNOTg0m9DkrqNFqS6n3mzc1Q1r5tPmB6bTVwNuAI5B5FUdYb/QZf92vQNEfzpeJ7iP+2L50j2hp2wevc5r1n4f+I7z/AIRW3WP4/TeB4RJKY9DRtUHkZcnJ8iIx/N975Sfvc85rx3Xbdn1i+EjCJ/Nb5X4z8x4//XXsfwr0LX5fCUD6f8AE8eW5d1GuPZ6pIZiGII3QTLH8pyvygdOec1cdiZni3i5nk8Tao8mr/wBvu1zIx1U+Zm8JY/vf3gD/ADfe+cA8880V6lqnxY0LQ9SutN1D4G+EbC+tXaC4trptVSWJ1JDKyteAhgQQQeRRQK7P3wptOam1maDDxSbqWkIpgNJr51/b00O51z9nu/a3WRvsd9b3MnljJC5ZM4+sgr6KNUtY0m017S7vTb+Bbqyu4mgmhfo6MMEH8DQ9VYZ+EVn4UbxH4bvQ8ix3sg2ws/BdsjC9M4IBHA4O3OAawPCPhd7O4Q3i/ZSvIVirhypJJK5PHAA6dc9q+pv2uv2T9c+DXihtU0O0bU/A91NvtpiWJsiRkwyAD1Bwe49Oa+e1Nw0kkghASGErIsPLYHTAOCDnt+JFcL5o+6bRtu2XtP8Asy+PLQz7ZIllj3+Z8p3FwCCQcA85z7c1ieLIZG8SXf2hfsjrclXjGCucklgehGcnn1r0Lwn4TtfHNto1poFlfT+J5JJIp7GPdMZshCjjHp+8yD0Az3rV+K37L/xR8F2sktz4Y1aXTYo/Me4hQTxxrjPJQnGO+elRCDlsVzWlc8ytvGV/YxvY294LiNhszJGCHHbhu3A/T0FM0XVLaXxFCuqEJBg7zkhd2Dt45ON2K42SSezvB5wxt4O4YwOlbQ006gqmJ38/G5YSMb/cev0qJU+U0tFo7WyUGSCWBvtMsM2QFJ4AAKhfbrn6/Wq99eQf21cDSoFuLMOXiFwCqrnnZ8p5APcelR6DBcHS7+JYeVCZd8BwTncRn/ZBpbiQ2/h++8i3+0C0i82VkJUg5CjjoeSnPsRWKTMlFapnO6hpmo8XUka3K/eK4yV9Mcf41veF9Ut4LpJ54llsOBJHuGWHQ5xyDzx24HWuQ8P67qkywszmNWk/dyLknO4Db756YPHNakTRzahK8CkwswLoR90jquAemc1pKLSsVurHZ6xb2lz4mju4ZLmTSDAiNbseYsj5scYABycg85+tVdH1q98D6wstnIxjzuguIiWAz1IGOh6/iQau6frVjp9nduLeO8iuoHtnhl6gMFGV9xliGHOQOKydLjb+xNQSF4I2s7fzYLO5YqXIIGxT13ck9ecH6VK2sZrzOjaHwjqVvJcvELTWZZPMmv4pfNiMZOcbByrdjj0HTNesfBu81W81fTNdEwjhsRE2xRmRLeJJUQshwCG5B54G09ufD/B6215rttazRRidlZ2hnkxFIyjIj3f7RGAfU/jX1P8AAPwrP40+LGi29zpdxZEQW6PpxyFgUJlx2zGuXbGAcsBQk7pI5a60adz9JPDV5HqGgWFxFKZ43hUrIwwWGOuKfrH/AB4y/SrFjZQ6bZW9pbp5cEEaxxr6KBgCqusf8eE3+7Xs9BxVkkz+dPxRcPda/fXEi4KztkZJxzx15rt/A83gT/hGbf8At3x74v0XUsuJLHStISe3jGTtIc3SE5GCflHUjnrXn/iZg+sXu3hfOYhRx3Ne2fCPT/iJL4HspPD/AIW8DalpuZPLutatdIe6PzsG3tcHzOuQN3YDHGKpbBI8K182i63fmwu7i/sfOfyLq7iEU0ybjtd0DNtYjkjccHuetFWvGsF9b+LNXi1O3tLXUFu5BcQWKRLBHJuO5YxF+7Cg9Nny4xjiigZ/SAaawqSm1AyPFIRT8U1qYxjUxqkNRtQMguLeK6ieKaJJom+8kihlP1Brk9U+EXgfWoZYr7wdoN0kpJfzNNhJJPU525z79a7FqaaAOO8E/Cfwf8NVuB4X8N6fojXH+tktIAsknszfeI9ia6Vo6s0jLVCsfnX/AMFCv2W/Dnhnw/D4/wDDFm2nXV1qKW2o2cGPs5DqxEqr/Ady4IHB3Dgd/iXSo5ra6SyactBFl45MZ8thyVHqOfwNfp3+378TfD2n/D+PwXc3YbUr6VLqaOL5mt4kyys/93cwGPoa/NKw1z+1Y7mOG2+zW8ZL71TdkEjAJxlfXrjrXDWa1RvG/Lqdto2oZ0K8tr6eKI3Mf+ukjYkjg5BHJBH15HSqvh/Xh4ftr7Rr2zhvbG5WSCd+GWZMH50YdOgwR/dPrWbbzrZ2qvHIkkcKmNY7knhSCDgAg/l61PqF6LO+SK1iTyFG4xrzhTtJ47jAPUdDXnR0ZX5GNZ/2N4fkZobe4Nspykdwdy8AYGBg9Sccdx6VipeW82qfabzNlZ3bBPMUHai8YY8//rJNdvq9/Gu6KS1jnxgRSKdjKBuAU46HkevQdRVHS7aDbdpeWYvIJFaMbxxbsedxHsR/ntpza6j0Me60v7DHbXayLcWzPtSYKdr8A9D6AjOfWrPibVLPVNQf7PCLeJSQnbcM8ZxwPwo8meHTZLWU7fLkZVVQOU9cf4etVm0hpIYmnSeKSQZRsZHrhu47YI9aeg13Z3nwP+HcvjzxFZ2vkTTTm6iENnHAX84MemT8oxkZyR1r9d/gn8HrD4S+Fbe1WOGbWZEJvL1ExuJYtsX+6ilsADA4ziviv/gnLNbSavcwXUa/a4pozbsGHKgSBuOv3iOelfozXfh4JLn6nHP3p3YhrP1r/kHzf7prRrN1wf8AEun7Haa6WC3P5zvEMarqt5ltx81un1Ndf4QuPhnDoVuPEmi+LLzVct5kul6pbQQEbjt2q9u7A4xnLHmuR8Qr5esXkY5CyuufXk817L8KNc8Z6d4MtotG+Leh+E7FWcppt7etHLGSxySoibGTz170J6CkcP4uvvhbNoVxF4c0PxXZ60dvkz6nq1vNAvzDduRLZGORnGGHODz0ork/GE11ceKNWmvtRh1e8e7laa/gffHcvvO6RTgZDHkHAzmigR/R/SYpWpKBjaYafTG70DGNUbU9qY3Wgoa1NpxpKAG4rnfH/jjTfhz4R1LxBqsqx2tnEXCs4Uyvj5Y1z/Ex4FdHXw7/AMFFvEupw6z4S0KIb9Pktbi8EWT884IUZGD2OASONxqZS5Ytj9T4e+LnjC/+IHxEvdc1M3dsb64ke5ljJYhC2QM55ABUDtxx0rUuPANno/hHSbyw1eE/aJW373ZWLgHkLjpjA9j+kumRtri/Z7yRoioYr5gw7EnaQCR8zD5QRjkj86mvQLoeo3um3d3E+lwxecJXZIl+YKQo3cZ6jC9fTHTypu+hnGpKbtHoHijwoJrG1CllWeSJo2tyGI+U7gB17n/vk/hTgt0ht4tRup8XLZtIQFbzAyqMYCjByPUjp3qNLjULXSbi5ghSS1CF45FQ+Vtz8pznI7ir+l6lZ39pDHb3DyLHNHdyWs4LqSNy9cjuwwB13c9KzSdtWdK93YxNJxDJc3F0XmVAYmdQCfMOeSCRjgGjSZVsDeuLiZFdw20t15HDeucH9a3bnQ73+2tTge3tleZ/luFbcsiY3FwST1Udf/r1yGrRrDezxFW2KQMMvIB//UaLa2NYu61N43Cap5hkVFmO1soMblAxx0p2oWa+WqGRGhcDy5I3baDgY56g59fStDwbpcGsWMVzZ3MMl9bq7SRySKrLGuOu5hzwemc5x1qLwVJfSeObGVLdbhxd7mt5FBWZQ2SpGCCp6Y6daEuxzysm9T7D/YY8Z21vDY+F7q0H9sQX0ixS4BZ45NkgIJ7qyOfowx6H9Ca8b/Zb+DcPwn+G9rFc6VZ2Wt3bGe5aGIBwDwqk4B4Hbtk17IeletTi4x1OdLVvuJWZr3/INn/3DWnWX4gGdJuf+uZ/lWjLW5/OhrbBtVumHTzWP616j8OrGO48KWzH4LXXjJiz51eKW/Cy/MeAISF+X7vHpzXlesLtvpR6Mc/XNejeA5tNXwzbrdfFm/8AC0mWzpdvaXcixfMecowXnrx6+tEdhSPOPEyhPEOpqNMbRcXMgGmsXJtfmP7ol/myv3fm5455or0S88E/Du6mmuLj4ry3FxIxd5G0G4ZnYnJJJbJJNFAXR/QC1JTu1NpgNNMapGpjdqBkTdKY1SsKjIoGNopdtGKBjcV88ftmfAu++K/gm01bQVZ/EeheY8MSnmaFwPMVf9obQw+hHUivooLTttDjzKzA/DH4kak+nz2i27bLpVVrncqsHkx95TjqRjP0FZuvWsPjb4dhDLnxDa3XmtEwIWSDaFGD0ypznJH3h+H1r+3f+zbD4C8SXHjSwspJ/Duqu0jLF8q2N3jlTj+B/vDPAIYemfkXwb4gPhm6ikFsJixEmQcNjaQR9MHP1ArzOVw0e6NYe7G0UaHhXSbzw/4LvoL2UwwXDk/ZFfeicDDAjOD9OOe5Fc/aR3NpDi3SUs37klD9/nOOPwre13xFLeSXhkRrQO5Jhc5Zec7Rxx071T8M3N3ZtLqNsnnXlmyyLHtDBVz94Dv7gjoaiN3dvqaxi1udVpMEGuNHdwrNaw3CpZNCX/dq+CXcvxgsd2OpwcZwBXoy/sH/ABI+KWmtqXhiC3awupRvmurtY1O0dVBOSfXjHHXrXpfwj/Zd8RfErwp4etLrwhfaLbzXKXMmqzt5CRwljv8AkJy4KtlcDPHPB4/SPw34dsvCmhWOkadEILGziWKJB6D+p6/jXVRpu7ckYSn2PyBsP2Lfjl8ILy9nu/CFxrWkPE9tMdJnS4chlyskaqS42kA529sEc1e/Zk8C6rdftA6VbL4W1aZY7799aTwuPsSg8SSk424xnJ4OOma/YOhUG4kAA9zW0qMW+YybvuFLinBaUithETVma8P+JXc/7h/lWowrN1zjTLg/7B/lSGtz+cjWP+P6cDpvP869r+Fuh+PLzwTZy6J8NvDWv6czSeXqOpWMEk0nztkFncE4OR06CvGdeYtqVyWLb/MbJbrnPeus8JxfDZtDhbxHfeLIdX3N5sel2tu8AGTt2s8gbOMZ460R2FI5DxZHdQ+KNWjvrODTr1bqVZ7O2ULFC+87kQAkBQcgAHGBRVTWfsS6teDTXuJNP81vs7XahZjHn5S4UkBsYzg4zRQM/pOpKKQ0xCGkPSlpp9KAGmm4p9GM0DI9tLtp+2l20DuNC05VpwWnAUxFe80+21OzmtLy3iurWZSkkMyB0dT1BU8EfWvm74if8E8/hP461GTULSzvfC92/JXR5lWEt6+W6sB9FwK+mwKcBQ7PcR+faf8ABKnGtTMPiEsWmK2YQNLLSkH+9+9AyPbg46dq94+BP7DvgT4KagNXcy+JNe4b7XfIBEjgY3pFkgNyeSTjtivo4Cl21CjFapDcm9xqr7UtOoq7iE20oopVpALihqKWgCNqzNc/5Btz/uH+VabVl68dul3JPTy2/lSGtz+crWpN19P8igeY2OPevcPhHrvjix8EWUWieLfA+j6cHk2W+s3dkl0p3nO5ZQXAzkjPY/SvD9TumhvLsLtIkLKdyBuM54yODwORzXoHgWHwzJ4btzqHww8SeJb3Lb9Q0/VWhhk+Y4CoLZ8YGB948gnjpRG9iZ2K3xI+G+o2EGp+JL/xP4R1aaa4MssOj6tDLM7yNklYk7ZbPHAFFed6+0S63qC29lNptuJ5BHZXDl5IF3HEbNhclRwTgZI6CigaP6T6bTfMHrSeYPWmA+mmmeYPWk8wetAEmadUXmL608SKe9OwDwKWmBx607zB60wFpaZ5g9aPMX1oAlp9QLIPWnrIPWlYCVaWmCQetL5g9aQDqM80xpB603zB60WAlpwqDzB604Sj1oAmoqPzR60GZf7woAVqx/EjbdGvD/0yb+RrTe4T+8PzrA8WahBDoN+zSooELk5YehoGtz+c3VX/ANMm543n+desfDnVprXwjbRD43SeDo9z40ZP7T/cZY5P7mMx/N97g9+ea8k1Bt91Kf8AaJr3D4W+GPE+peB7O4034JaP4us2aQLrV3HeGSchyCD5dyi/KQV4UdOcnJoRMjxLxExl17UnOpHWS1xIf7Rbfm6+Y/vfnAb5vvfNzzzzRXpms/s4fEy71O8uk8CXVhFNK8i2tuuIogTnYm9i20ZwMknA6migOZdyw3x6+I8KuieMPECq3X/iYTknH/AqqzfHT4hzMfM8Z+IP+BajNgf+PVQXwnYN8Jf+Ek3znURrn9nld3yGLyN4IGPvZ756dq6zUPhnpdr478YaNFLdpaaT4eOp2/70bvOFtFKQxxyNztxwcY54p8qDmOe/4Xt47VXU+MNdYEYOdSmz/wChVA3xy8eeXsHjDXVU9QNRm5/8eqW48K2EPgnwLqge6N1rV/d210fNGAsTwquwY4OJGznPatrxD8OdM0vVvjFbw3V4U8JTNHp+6UZYDUI7f94cfN8jHpjnB9qOVD5jmx8bPHf3h4x10Ef9RKb/AOKoj+N3jkIUPi3W3U9jqM3b/gVdLovw50zUPGHwX0uaa9+y+LUtn1HbN8w8zUp7ZvL4+X93EvXPOT7VzcfhWzb4Z+KtdM9x/aGm67Y6dbjzfk8qWK8Z8jHJzbx4OfX1o5UHMxJPjF47mct/wleusc5+W/mx/wChU7/hb/jxdrN4r1tOMDfqMoH6tXVaf8MNEvPi1oGgTSXcmn3vhmHVZS0o3+e2k/ajg4+75o6Y+7x71yF14T06P4QaV4kAmGpXGv3WnyEv8hhjgt3XC44bdK3Of5UuVBzBJ8XvGrE7/F+sA/8AYRlP8mpsnxg8X+aWbxZrbZyf+P6Udf8AgVdhqnwp0Cz+J3xJ0JDc/YNB0m6vLLdLl/MjRCm445HzGseT4d6O2ifCm7Bl83xHcTRagPM4AS7EQC+nyn9afKhcxiyfGrxo1sbdfE2qpEWDn/TZCSQCBzuz3NVv+FueMNpX/hKNYAI5/wBOl/8Aiq37/wCHukQN8W9vnY8MyBLD952+3JB8/HzfIx/Gtrw78J/D+pfEr4S6LKtw9h4k0+3udRAlIYu8syttOPlGEWjlQcxwB+LHi/n/AIqfWP8AwOl/+Kpn/C1PFjYz4l1Y/W9k/wDiqs2PhPT7j4Q+I/ETiT+0bHXdP0+Ft3y+VNDeO+V7nMEfPbB9a7VfhX4ej+Ls/h6RZjpo8ItrCKJTu+0/2H9sBJ6487nHpxRyoOY8+b4l+JmUg6/qZzzk3cn/AMVUX/CwvEROTrmoE+905/rWnd+EtPh+DOi+JFSQand6/eafI2/5PJigtXUBfXdK/P09K7PXvhf4f0/x18WtMhgmFp4d0p7rT1aUkpILi2QFj/ENsr8H29KXKh8xwNr8RPEWJojrmoFJYypH2p+cfMO/qBVVvHWutktrF8e//Hw/+Ndra+BdG/s/4Q3AikEviC5kTUG8w4cLe+UNo/h+QdqbrHw70rT7D4qt5TGbw/qEFvYMshKqj3Doe/zZRRyaOVC5jh28ba02B/at4fT9+3+NDeOtbWPy01W8Vec7Z3Gc9e9en6D8MfDl/wDE74S6K9u8lj4g062uNRAmYeZI8kytg9V4RRx6VxKeFtN/4Uzd+IDA/wDasfiCKwWXcdohNvI5XbnGdyg59qOVBznOv4s1ORSr31wR/wBdG/xqtJrN3Nw9xK3b5nJr2C4+GHh6L4ua5ogtGOm2vhKXVY4vOfIuF0YXIfOcked823p26cVneHPAOhaj4b+FF1Pas9xr3iW60/UGEjjzIEe0CqBn5cCWTkYPzewo5ULn6nkjPupFmdeAxA9Aa1PF+n2+k+LtZsbcGO0tr6aGMZ3FUVyB168CscUiiX7RJ/fb86KhzzRQB7Y3wD+Of9hnRR8L/Hf9l/aftn2f/hGrzHm7du7PlZ+7xV2b4Q/tBXGp3+oP8NfHrXl/afYLmX/hGbsGSDYqbD+66bUUcelFFMBNL+AvxwmfQdPuvhh46Om6fdGaCJ/Dd2FiLshkbPld9i9fSuj+LnwP+NX/AAtL4kjR/hv42m0jWtWuhJJbeHruSK5h+1GVCGEZBG5UYEHnHpRRQI5iL4N/tAW+oeHr6H4aePorvQAi6ZIvhm7/ANGCTNMu3912kdm5zyaor8A/jsuk3ulj4X+PPsF5cxXdxD/wjV5iSWMSKjn91nIEsg/4EaKKQztfiF8HPjLF4w0TVfDfw28drNa+HdOsHuIfDV78rrp8cE6cxf76n8cVxDfAH46yaLDpD/C7x42mw3L3cdv/AMI1ebVldUVn/wBV1Kog/Ciii4i9N8G/2g7jWNT1ST4b/EB7/VIHt7y4Phu83TRuAGVv3XQgD8q6rxV8A/i/F8Nfhqlh8M/Gv9pacb6V0h8P3Zkt3NyGQsPL+UnAIz9aKKAOLm+Bnx9mbWS/wz+IDHWTu1D/AIpy8/0k+YJMt+6/vgN9altPgt+0Faapo+oRfDf4hR3mkIkdjMPDl5ut0Viyhf3XGCzH8aKKBm9p/wAA/itF8FPE2iSfCzxyuqXmv6beQ2//AAjF9loore9V2B8rHDSxjk5+b61zv/Clf2gzrDaqfhx8QzqDWn9nm4Ph293m38j7P5efK+75XyfSiincRRb9nr46yaPBpLfC7x+2mw3D3Mdt/wAI5e7FldVVnA8rqQiA/wC6K9B8B/Ar4z31r8TL7W/hz43fUtS8PNGsl5oF4JLmY3dqdq5j+ZtqscDnCk9qKKAZwa/AX4+JHpcY+GnxDCaWxexUeHr7FsxfeSn7v5fm+bjvT5vgP8e7hL8P8M/iE41Iq16reHr4i4dSSrOPL5IyevcmiigZ3Pwq+EPxi0P4oeCtS174d/EI6RpEsSmQ+GL9hBGMkgIIjkAsw46/jXBTfs9fHJrGbTl+FvxA/sx7j7T9lPh2+2GQAqHI8v72CRn3oopBbqTSfAn4/wAmoy6h/wAK5+IxvZbY2UlwdBv/ADGgMXlGMt5eShj+THTbx0ra+Gf7P/xsg8deCodQ+Gvj2HR7DWYLhVuNBvVgtt00Zkk5j2rkIuT/ALIz0oooQnsZHjn9mX4w3njTXriD4UeOJoZb+d0kj8OXjKymRiCCI8EEVh/8MvfGb/okfjv/AMJq9/8AjVFFSMX/AIZe+M3/AESPx3/4TV7/APGqKKKYH//Z) | SJM 1027 x064 080701 Fibula af kobberlegering
Fibel, fragment. Bevaret er del af bøjlen med rygknap, samt størstedelen af foden med flige udsmykket med punkt-cirkel-ornamnetik.
Særtype med femfliget fod. |
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) | SJM 1027 x065 080701 Fibula af kobberlegering
Råhedefibel. Korsfibel, med små forte arme. Central lille knop omgivet af fire tætstillede huller, samt cirkle-punkt-ornamnetik på fladen og armene. Den ene arm afbrudt (inkl. nålefæste). På bagsiden er nåleskeden fuldt bevaret. |
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) | SJM 1027 x096 080701 Fibula af kobberlegering
Stort fragment af Urnesfibel.
Passer sammen med x097 |
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) | SJM 1027 x097 080701 Fibula af kobberlegering
Mindre fragment af Urnesfibel
Samme smykke som x096 |
![](data:image/jpeg;base64,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) | SJM 1027 x115 080701 Fibula af kobberlegering
Korsformet fibel, hovedplade, bøjle og lille del af foden. Hovedpladen med dele af to medstøbte knopper samt cirkel-punkt ornamentik midt på hovedpladen. Tagrygformet, hul bøjle. På undersiden rester af enkeltfliget nålefæste med rustspor fra nålen. |
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) | SJM 1027 x116 080701 Fibula af kobberlegering
Uidentificeret fragment. Det kan ikke udelukkes, at der er tale om et mindre fragment fra en Urnesfibel. |
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) | SJM 1027 x121 080701 Fibula af kobberlegering
Korsformet fibel, fragment. Kraftig, tagrygformet bøjle, massiv. Del af hovedplade med endeknop. Antydning af fod med lille rest af nåleskede. |
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) | SJM 1036 x004 080701 Fibula af kobberlegering
Fibelfragment med rest af nålefæste med jernspor bagpå. Største mål 3x1 cm. Næbfibel? |
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) | SJM 1036 x005 080701 Fibula af kobberlegering
Fibelfragment. Nålefæste bagpå. Forsiden glat, bortset fra dyb indridsning. |
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) | SJM 1036 x009 080701 Fibula af kobberlegering
Næbfibel, hel, med afgnavdede kaner. Rest af nåleanrodning på bagsiden, ornamenteret på forsiden. længde 4,2 cm, bredde 2,3 cm. |
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) | SJM 1036 x011 080701 Fibula af kobberlegering
Dele af hovedpladen med en profileret støbt knop fra en korsformet fibel. På undersiden rest af enkeltflig som nålefæste. |
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) | SJM 1036 x012 080701 Fibula af kobberlegering
Lille, kort ligearmet fibel, hel. Tværgående fure og prikornamentik på armene og nedre del af bøjlen. |
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UvhZ0nx68YSeKo9GD/E6/8AiJ5JlOLyxltvsudvI3k53Y7dNtFdf4+8F6t8RFs11X4gfCu3FruMZ0uS2ss7sZ3eTAu7oOucc460U3F3IjOMVY/cZjivmL9or9tPTvhD4gXw/oNlFrmqRxs97O24wWh7KSpG5u5APHTrnHWftfePr/wT8LJYNMvpNNvdUZrf7XAQJY4whZ9hPQkYGeoBOOcEfm7HZ/aWV50eVnKtKzlvm6A8e/BPuBWNWpyKyNacVLc951/9tT4n+IIbOSw1LS/D/nxs08O2JVt0B2h2dhIQXJBAU55HSuF8QeOtU8WXrJ4lmuLrU1ZIftsly0yNuUMgVuDjB+g3CuLjtIYwb9UVi0TI9uQXG1SQqYPJAIB7Y2jrjhmp+JLi4kmiQBEuFjYrHGwUMqYBHy/KR2PX5lFedKUpaNnWlFK9jT1Jtc17w60Vm0KW0scjqkkm6aVFJDYXGAAAep5z0qZfEus+HvBtja2PiGO90aKZ7ea3e2KvDLkMyRn+IYOBnjtisGzN9cWP9kW8kklvKgjjt1UF3aQ/Mqs2DtJxwCM5I9aZG7XSJbyi9uIreNgsUxDAOVIYrkcjIH9azslox3urmhpDzXviayunvT9ghSO4vLe7m8k2yn7+9k27ipx05O4fL6czqmrLfXGq2tgkNpa3k4ae4lkbzJYUyUU5OB0boBnI60y+0mCPNxIFkUDMcsLBcD6dz9emPwOr4c8A6jNeaVFdQta2V4zT/ahDvLxiNpANpJOSoJUHGeMHrWsYxWpDk2c54P09JtVe4lgu7q7tWEkFtZyBZpGEij5SQ33RhsY5/Akej32i/wDCSfEJfCVjaxyaRbXBW3t7ePKM0mN7yZzk4AHoNtXJIXuNIn8P6NbXniNdQshDa2eFRYyJiHleMEEPlcZ64PXB4+kPgD+zTdeFtl1fBW1MZ+6SUg3H72TyTjA46DjnrUvV2W5XS7PF/iFeT/DvUrC/vdOa4sZhG96sbZuYSOnluuNpwQT69BiuY1O1bxlb6nrmn6Xu0yRAy28ZcXskCME5OCMsykcksducHqPq/wCPvwP0jw/8P9T106heXBi2me3mVXSQMVTCAAFcZJ718u6Ppc2g6LFYWV00mkJHLNcNK3l5XfuQblxhRuOeRlj2GRUyjKm+WW5UWmropeKPCt1qXh0wSSrpd+sSgW6hNwwRvVAnQADkn1PrzgaHfXml6tpdr4dkez23+2e7tlDSMEPKykDaw2buAT17dK1PEmi2tn4ouo7QSDTrWNJZgruSh2Asm89gynjPOan8N+Ebq+tZS014fDlpCbi0+yrh5cchpGIwu75jjcSece+autzS6segw2Nn4jup/wCztXvIVsdkplhnRZpIpjnksCCqBWJU8lvSqN54bm1Zbf7beC1VFhje8meJfto8smVkjGGBXAx68fSs7wqmqzeJJr/TbOaHQ/ntJZLh4yZBzu2LwdwDqOfUAVkeONMh8N+LLyK1C3EN0XjnEwYmNSAFO85YYOSQOvA70cpF9T1S101dB0F7DQ1uJby5H2uQTKfOCSELhk4AICjsSAenArP0XwvZXVrPdanr39tyWk3mM8VyXkkxK2E8tGChdoU8qd2/qO3l2mrbxTfZ4rc28EuIwrSHzGwCQzN68kccY9K6XS47LQ4rYJvtruaUbriKTAEY5VQVIJ+YgkEYI4+pFXYS0WrN3XJ5fDcd5qWlRXV7PDf7ZrWS1jTyImT/AFJ4xJHkxsW6L6jmvtr9n341WvjLRbDSNRP2LVRAhto5QVM8e3jGe+AceoGRXwHr1x/atxdG5mkls7qd5ZY4zt+XGMjbzjHbJ6V6R8F/FTWtzYifVWs/7Nnh230k2wE/MIoSuOTw5JHoorpg+Xcwlrsfo9RXIfDTxkvi3Q8yXK3V7b/LNIgADZJwcADHTp7e9dfXQnzK6M3ofE//AAVf/wCTcbT/ALDVv/6BJX5P/C3T59W8e2FvbaFpviOVhIRpmrXX2a2lwjfek82PGOo+cZIA56V+r3/BWLP/AAzjZf8AYbt//Rctfkz8OdNh1bxlZWs3hnUvFyOHJ0nSZWjuJsIT8rKjn5cbj8p4B6V1x6Gb+FnYfHzRb7RP7HN54G8N+DfM83adB1Q3puMbc+Z/pE23GRj7ucnrjgrO+NHhu30D+zGh+HHiLwD53mZ/t25kl+042/c3wx4255xn7w6dyiW4Q+FH7cftHfDuH4ifDLULWRSXtQbgFM79gU7wMc528++BX5c/ZbnTb6bTjeSyJDKYQ8eOQDxnpkH5c+mT61+zMkKzRvG6h0YFWUjgg9RXwP8AHL9kjxH4N1rUNc8NKNU8PykyeTHnz7fknGOpA+XB6cdiaxrR5ldDpys7M+b1mZdBm054VZVuG2zFRlVba2DjPTJAwRx6U+G1WNpwlxJ5iKFUGVAX6DGfT179e5zVnyFtNJjupZGIeaWBlRQy2zBcr52SSPm6ZGehPpW5odrpx8Tf2XO+yK3jLSOyqplIt9/7vH3gWwRwCQK4NOp0u+hw1vGLSaeVdVYXSyIyrtJQlQG37sjHCgAY988VoaxG9wt7qEc0LzS3Ply2kXKoCFO/vkbu4zwpqaNbeG51YEJcIsTNbQp8rXrqVwqs3GMEngE4UkA1a0/w7Pq+hvfMl3In2hIBbwx5dMx7/MctgkDLLwOSRyOKbsF2jH0fQ4/ED21kxSIKgDMQSSzSDcuf90nGAcle/StTWrHxBbatcJb2rXN486D7VYyMXuZoFXG0NgK5zuwB1yAOoruvCXh/S7ez0fxPfv5kMVm6xRpID50yyNubp90bWx7E+lYHxE1hPFV5/aFsrXNlbyrHPeW8WfIO5SSOPmPzDPBKkg/Wea7sikiLw3rd/wDC74n2GvykX93GkazWsznzFEiDMZPTcoLHjAyO3b7k8F/G/Ql0q3vZ5JJNOvyXjuIIGcxsAAyyAdMYP0wRXxXpenr/AGPYWFtItxNc2NxObVSZI5FY486QqMllVgAvJyB0xz6B8J9Yh0P/AISDwrJdLcT2tuLqBkl3G4yrEy98EliMZPG3r2OdwanHdBy30ZP+1t+0xH8QfDkGgeD/AD1spnZheSJtaVgrDcEYZVVJHUdzwMCvLfBdnN/Za6dqDteRRxtLeCNTJK+M5XHcktjA7ntWb4qsZ9Q8YFbTT4Fv3jnLzzPsijjTksTzjgD/AL6HU10mrahpfhTQ7G3kurYXhsoWSSOMhjISC0vmqDmN9xXn1AwOaxlOVV88t2a2jFcqLtrqf/CL/DdreeO4mi0+edYoXTH2jzMMnnK3OQGOB6ADqDnkdJ1+58RwxWs95NDcThZJfssRaR4ghG3/AGQCc9cDI711Gg+JG1qxv0t3VbaMxSM1vHkyylgrAAnJHpnGQPes/XvDV14d1YeToskdvfTwm6kt7hVdImfAIQEkDk5OMYPUCnve5Ox6T4d8QabFqdsLuxbbFaMVE5WICTKrI5GcMcFPxHHt5T4pja68TPIvmSyuWflQvlMrA7sHoe3H9K1V0O6tfFdppdrdbXe5mtpbq3DRiN40LyAk/MVwu4Y7g/joQxwSXOoa1dSx3dvJAI45bVSJJBvWMMUJH95txJ4z7ipBW3MnTfD1tqFvLbPff2RbbzNJcMyk5yBsBZWwzA5xnp79N7xJ4fg0aw0rT7OSSfUY9zXlwG++2H2gJ8vADJyO4Gc8VRMOmWlu8UmyS7huzbzKpAAXbnzDkZYHpx0PXtm0GstSu7aKO/je6umVmZLgEmVpGQLjPXaQ2Tx1x92tPeM3Yyr+y/s3wvGEkeW+lZh50ilBFEvHUeoc9x93r1rntR1K5l88whSYEVwvmKzLMpJ3IB2+bryeOetdiug3WoSyy6VdNe2UMkqSXMzCJVdZQmAXOOv3eecn0xVLR/D+o+JtaTRrIJcXN1drbCOVRtRQwEjHGD8q7sn3HNawfNuQ1y7H3J+yZr9xrXhm1e7tpLa5msEnZZAc7d5VST0+YAnqeMV9A1yHwy8Fw+C/D628dulsz4xGox5cajCJ+A7ds119dMdjNnxH/wAFZSR+znYDsdct/wD0XLX5K+ArrTbPxVazatcaxa2Shw8uglRdg7TjZuIHXGeema/Wj/grR/ybrpn/AGHYP/RU1flF8MNVfRPG9leR+KrnwW8YkxrNpHJJJDlCMBYyG+bO3j1rrjsjOWzO/wBd1D4TamIzrGo/Ey72A+V9t+yttzjONzH26UVh/HPxXP4m/sgS/FDUviP5IlI/tC3nh+yZ2/d81jndjt/dGaKpy1IjHTc/oIxSFak20mw1ncqx4t8SP2VPBnxC1SfUvs/9lX1xC0M32eJGhlyclmjIxu9SMZBOa8C+L37LPh74X6RaTD7HqFmwdI/tFqBKjqu5FX5vu5HbGBmvubaa4P4zfCe1+L3g99HnuGsrlJBNbXSgkxsOoOCDgjg8+h7VlOmpJ9y4ycbdj85tM8P6F4t+L+iaVqFpLe2U0MkshWZ1AeMDbhgeo+vQe9fR3hT9m/Qdc1oW2laVp9gigTyXDRlnAU4APOWPzDqe1eCa94F1b4H/ABEEXiYXWkbZ5JbC+8lpo7wneNqSAY5DDg5IB7dK+hfAfxyh0OZdXjtX1FbVDDqFpanM3lkA7kU4+YEKcHgjjNcLjytKW3U3bdrxMP44/su3Hh3w7Pe2c66hp+1lkMSNC1uW6kKGIAJ7rjk14X4it7HSfAulx3OkltHREjextiN6rDkMwAI3biCxyc/zr6X+K/7X2jeIvDVzpHh/R9SkN0qiWa8g2FVzkhUGSTwBzjrXyZ4utdS1K3e1NvdTJNGjpbwHagDSDKlwMksGHAPbH1mfLz2hsVDmt7w3VLeObRYta8MI2jxW9q8lnNDHukkdhjZLkHOVByDnPAGTW1p9yuh+M4ZIHie51DVoLZZluPtDS24PmLMwGTGSw2gcAhsbflzWRoficw+GrPS7i2lutPs5wn263cKYYwcIjoepBUZGB9Sa6m6GkWXjLw5o1hYG2NxqVtLY2rWIi+zxREySnzOrbwBk+p570ra2Kv3N+602GLxPrF9Hp8UyG5EU1xNEX/0Uo29IyAcE7unGemc8jyaz16DxbqF9c6jIsVjBbusNuYdoWIMAgb0O1TtB6E+uTXsDanIfFXiCB542FrPBcxWif6wO6mJiCG+6Ao3cEccYJrx7U9YGtaxc6XAsJzcfvWhG0zzLypPHBAKrgdxUWHE3vhLv0tfE1zpGn/2jHb2CfZI5ssRK0mAx6AHG8kj0GMcV674N0u18caLfS6nuaC3vW0+2kjIywEYkZdx4IG54we4UgZ4z5Z4furK28Iz21taS3huNUja486b7PJb7EOJBtPzKrdQfy5xXuuj2M3hvwXp7PbkfZhJcqsRCiVpxlyTnKsu5vwbANKWzYbOxzPi5dK8J2trbslxNPKzlb4hTKC4HJfgjI4yOTjBrzBtXtIvHHh06i01noTBrW6uYGMbonlnAJXAVcjPAGOa6LxlqEmv6tZQ2qNNfFkE0MOWiDFQAckdMjqeM8Z9ceP4Xz3Pi3T7a+vnuLRj5ktvFJsjC4J+uc7R3654rOG92U9EfSuk/CLwC2hiTTdHs5d0ZlRmUO0vHJyckk+tcjp/wwtvEviebQdO8O2yXIClrhIkHPXGcdhk5zjp0rmJvH2peBoTpbWa3Mdmpt7b9+FVo1K7VIH3SFYDpzj6mvs74K6faSaM2pwWiKk6RmGZkxJjYNwORu7L1/pTjTc5JdCeblPlT4gfsOeNr6xuLfSbi0mhumWWWCO4CqXUllZw20EhmJyBzk5zXrfwP/ZWvfBF5p+reIGtJ9Z2lr26WRneRixbag6KvOOvt83Br6borvjTjHRGbk5bjdvAAGAKSn001qiGfD3/BWxtv7POkD+9r0H/omavyo+Fd1dWfjmymstY0bQrkCTbfa/brPaR/Ic71aKQEkcD5DyR061+qv/BXDH/DPOi5/wCg/D/6Jnr8qfhXZz6h44s4LbStE1qUrIRZ+Irtbazf5Dy0jSxAEdR84yQOvSuuGyMJfCzovj5q2qalJo39o+LPCXinYJdh8LWUduIc7c+btt4c5wMZ3dD07ldb478UH4dtZrqnwu+GExutxjOm3j34G3GdxhvX29RjdjPOOlFN2vqyIt20R+8G2jbTznPtRWBYzbRtp+KMCgDN1rw/pviTT5LHVbC31Kzk5aC6iWRCexwR19681u/2ZfB5u7m409LrSmuLf7NIkMgdXXcWBJcMxwT/AHsY6Yr1zaKMe1JpSVmPXofMHib9ie0uEZ9C8SzWr7c+RfQCRGk7tuQqV/I15D4k/ZE+Mum2cS6RPo2ozLMHJiusL5YB+VRIqdz69uvAr7+2+1LtrNwh2KUpI/JuX4IfEL4d+LIr3xp4a1JGW5inWHRtON5Fe7ZSwy0RKKAFGcjPPQ9a9R8C/DbxL498beGvEz+F9eh063ubq/hubi0dT5jDYF5HEZUE57k5zX6KbfanBal04srmZ+f+q/DjxTpHijUXuPB19EbstLJdNas0fygmMGRQVAyT3PIB715xovgnTvCvjmPWNSLLdqsmLXygq+a2CrcZLENzkgcheeMV+pFYfizwL4f8eWIs/EGj2er26nKrdRBih9VPVT9DWLo9mWp+R+fXhHwxo9x4s1G4lsJjexyG6jm8zg3GCMAcrgjB57tx6DuZGmj3adC86W0apvnvLZvJ2KgGyMkY54B5JJBr6g8D/s4/Dv4dvPJofhyG3lnk82V5JZJSzduGYjAwMDHavR2t4mhMJjQwldhjKjbtxjGPSk6N92Fz82L7Wmj1C+gs7fzraQ7R5ZI2kZAaU47HaQe341yfhrwj4p1+6v76wjM89sBBBDHuFwQcfKCoByRnAOe3UYB/Tu58C+G7yIxXHh/S54jjKSWUTDjkcFavaToem6DbmDTNPtdOgJ3GO0hWJSfXCgU40lHqO7Pij4UfsleKfHuoLf8Aj60k8O6RgkxRzAXtweMAjBCKORyM+gGa+0/Dvh+y8K6HZaRp0RhsrOJYYkZixCgdyeSa0qK2SUdhBRRRTAKQ9KWigD4c/wCCtqFv2edGIGca/CTn/rjPX5XfDnRf7Z8eWdmPB95423xMf7F0+WSOWbahyQYwzfKQScDtX6n/APBXAgfs96F0z/b8PX/rhPX5P+AV0+bxZbjVrbWbyz2vuj0F1S7J2nG0srDGevHSuyGyOeWzOp+OHhc+GZNJEnwu1f4ceckm1dTuZpftZBXlfNRcBc8gf3hRUPxJ8N2upSWT+FfD/jURxq/2g+IAJz227Nka4HXOc9qKbTuKMlbVn9Dn1oozSZrlGLiiiigoKKKKBhTgKQU6gAooopMaCnbaSjdSKHUU3dS5pFC0UUUAFFFFABRRRQAUlLSHpQB8Mf8ABXJsfs/6Bzz/AG/F/wCiJ6/Kz4W60mh+MLe5l8V6n4LRY5AdY0iFpbiPK/dAV0OG6HDdK/U3/grs3/Fh/Dg7/wBvRn/yBPX5a/CfVLvSfHFvdWXiew8JXKxyY1TU4GmhTKnKlVikJJ6D5fyrrjsjCWzO2+IXxs8R6NJaJ4W+NfjXxNFKr/aDePcWXlHjaAPPfdnJ9MY96Kxfj3r2pa9daQ2oeP8AR/HbRRybZNJs3txbZK5Vt0EWc9sZ6HpRRLcUI+6ft4P2rPhAxwvxI8NE/wDYSi/xob9qr4RRrlviP4bA/wCwlF/jX4JT2t/a/afNtbiP7LIIp90bDynJICtx8pyDwfQ0k1rqUQnjktbhPIVZplaJgY1ONrNxwDuXBPXcPanyIPmfvqv7UHwlbGPiN4ZOen/E0h/+KqQftPfCbOP+FjeGQfQ6pD/8VX4BrbXrOqC2n3mIzBfLOTGAWL/7uATnpgUixXsnkKsMzNOCYcIT5gBIO315B6elLkQ/mfv8f2nPhKvX4keFx/3FoP8A4qgftOfCZlJHxI8LkL1P9rQcf+PV+AENveTRxSeVKY5XMURCk+Y4xlV45PI49xUcjXSwO/lSiKN/LZipwrEHCn34P5GlyID+gQftNfCcru/4WR4W25xn+14Mf+hU9f2mPhO3T4k+Ff8AwcW//wAXX8+0630bTCWGdDB/rFZGHl5PGc9OfWk8u7EjKIJgyxiZlKnITAO7p0wQc+ho5EHzP6Dh+0p8KOf+LkeFeP8AqMW//wAXTl/aS+FDdPiR4VP/AHGLf/4uv579t4zIBBKWlQyIAh+ZRnLD1AwefY063jvJEjKRTMtw3lRhFJ81sj5R6kZHHuKPZodz+hD/AIaM+Ff/AEUbwsP+4xb/APxdK37RXwtVVY/EXwsFboTrFvg/+P8AtX89LPcGESlZDHv2b8HG70z61PN9rW3fzIpV8hvLk3IRsbJ4Poev5UezQXP6D/8Ahoz4Wcf8XG8K89P+Jxb/APxdKv7RXwsbGPiN4W56f8Ti3/8Ai6/nrk+2JI4aOVSihypU5VTjB9hyOfcUiG73KvlTfMhkUbT90AksPbAPPtS9mguf0Mf8NC/DAf8ANRPC/p/yGLf/AOLo/wCGhvhfhj/wsTwvhTg/8Te34/8AH6/noW4vJPKCxyv5vyxgKTvIPO31NOa4uVi80LJtkOFbacFhjIz680ezQczP6Em/aM+FisVPxG8LBvT+2LfP/odIv7Rvwrb7vxH8LH/uMW//AMXX880jXSrLujkTym2SZUjY3PB9DwfypW+2RtKGhlUxLvcMp+RTgAn0HI/MUvZod2f0Mf8ADSHwqCgn4keFQDyP+Jxb/wDxdKP2j/hU2cfEjwqcdcaxb/8Axdfzz7bxgiCGXdsMuNp5TGd30wCc+1EKXkskCxwTSNPxEFQnzOcfL685HFL2aHzH9Cx/aS+FC9fiT4V/8HFv/wDF0yT9pT4URrlviR4WA9f7Xg/+Kr+etTeSLHIscrLI5jRgpw7DGVB7nkce4p0q3nku7xTBY5PLclSArHOFPoflPHtR7NBdn6a/8FSvjV4G+IHwj8Oab4Y8W6N4gvY9ZWaSDTb2OdkQQyjcQpOBlgPxr88PhD50njq3FvD4amcxyfJ4tkjSx+71YuQu70561yd5a3UPnedbyoYWCSh0YbGOcA+h4PX0qhu7k81d+Um11Y+ifiB8Lb/x1JZzNrHwl0BrdWUx6JrNpbLJnBy+HO4jnHp+NFfOjMT9aKOa/QlQaVrn0R4k8RWfirwr8btYsGZ7HUPEtldwM67WMbzXbKSOxww4qt4i+Kmg6pqHxHmhnkEeteHdO0+0LRN888LWW8Edh+4kwT6D1oorVye5nGC1X9bIjh+Knh6PxLpl41xIYYPA02hyN5Tf8fTWUsQXHpudRu6c1raL4u0/wd/wofWdTkMFhZ6fetM6IWIBvbpeg5PUUUUlJ/18glBXS/rZnJ+EPiLo2l6B8Pba7uXjuNI8XS6tdhY2IjtiLTDDAwf9S/yjnj3FUtY8baTeeA/FelQ3DG81DxVDqdtH5bANAsdypYntzKnB559qKKXMy+RXudt8ZvE+naR4w+N2k3czR32q3NoLRNhO8pMrvk9B8uTzWVd/E7w83irXLxbsm3ufAtvosTeS3zXS2METJjHTfGw3dOOtFFU27mcIJxRpeAfFWn+IvHPw6g0+XzpdL8HahY3SlCuyUQ6g5Xnr8sinI45rM+H3xN8P6DH8Glvb1oW8O+JLjUNR/cs3kwPLbMrDA+biN+FyeOlFFK+g+ROTX9dTnZvGuk/8KrXRxcE6h/wlH9pmHy2wIDCV3Zxjr2616B4x8T6b4u8J/HvWdMm+0WF94psLq1l2FC8by3ZU4IBHGODRRSTYSglr/W6MPxF8TvDl/wCKvH17DeM9tqvhGz0u0bynG+5SOxDpgjjBhl5PHy9eRUun/FPw5D4q8NXkt7i3s/Al1oszeS523b2d1GseMc5aVBkcc9cA0UUczK9mrWNDwf4n0zwbpvwD1rVZ/s2m2eo381zPsLlEFyuTgAk/gK4rTvHmkQfDHw3pM0/+l2PiyTUp4xGci3aKFQ2eh5RuOvFFFDbJjFSV/X82aPjT4iaBq9t8Yo7S981/EPiaDUNNHlMPOgWa6YtyPl4lj4ODz7Gum+KHirTPD/jr4x2V7P5Vxq+g2NnZKELeZKJLGUrkD5fkjc846Y64ooou7ByrmS/roZkPxT8NR61pU5visUHw+uNCdvJfi8a0mjEeMf3nA3dOetafwV8WabrPjv4BaVbTebeaPc3Ed3HsK+W0l3JIvJGD8pB4oooUm2glBKDZyOgfELQ9L8I/DzT57src6P4vudUvY/KY+XbsLMK+cc58mTgc/L7ipPEnxI0HUvB3xDsIbtmutW8XwarZp5TDfbqLvc5JHH+tTg8/N7Giio5maezW51vxE8Vad428J/HbXdIm+06Zf+I9Jnt5ihTch+14OCAR+NfNWR65ooolrYKatdf1sgVsNkYz9M0UUVmaH//Z) | SJM 1036 x013 080701 Fibula af kobberlegering
Rektangulær pladefibel i gennembrudt arbejde, alle kanter noget afgnavede. Antagelig stiliserede dyrehoveder der spejler hinanden i to akser, dvs. opbygget symmetrisk med fire profilset dyr i stil C.
På oversiden rester af fortinning, på bagsiden rester af enkeltfliget nåleanordning med rustspor fra jernnål. |
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) | SJM 1036 x018 080701 Fibula af kobberlegering
Rektangulær pladefibel. Centralt motiv med feltværk, herom bred bort med spinkel ornamentik. På bagsiden lodde- og rustspor fra tabtgået nåleanordning. |
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) | SJM 1036 x019 080701 Fibula af kobberlegering
Lille, spinkel fibel. Hel, men afgnavet og helt uden bevaret overflade. Rester af nåleanordning på bagsiden. |
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) | SJM 1036 x020 080701 Fibula af kobberlegering
Korsformet fibel, hel. Partiel flot patina, men ellers en del afgnavet overflade. På bagsiden rester af enkeltfliget nålefæste og-skede. Rester af rust fra jernnål. |
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) | SJM 1036 x021 080701 Fibula af kobberlegering
Lille dyrefibel i gennembrudt arbejde. Grif? |
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) | SJM 1036 x023 080701 Fibula af kobberlegering
Urnes fibel, hel, let buklet. Højrevendt. Rester af nåleanordning på bagsiden. |
![](data:image/jpeg;base64,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) | SJM 1036 x025 080701 Fibula af kobberlegering
Foden til stor og kraftig korsformet fibel. Formentlig samme fibel som x026, blot mangler en del af bøjlen. |
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) | SJM 1036 x026 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af stor, kraftig hovedplade og del af bøjlen. Fureornamentik, bagudvendt knop. På bagsiden rester af enkeltflig fra nålefæste med del af jernnål isiddende. Formentlig samme fibel som x025, blot mangler en del af bøjlen |
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) | SJM 1039 x3 080701 Fibula af kobberlegering
Bøjlenål. Bronze med guldbelægning. I flere dele |
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) | SJM 1043 x001 080701 Fibula af kobberlegering
Hovedplade og del af bøjle fra spinkel fibel - i stil med korsformet. På undersiden rester af enkelfliget nålefæste. Kraftig korroderet. |
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+b+LqKKQj9eM9aN1N3YpM0hjs80bqZmkz60ASbvSk3EVGW5x3pN1AEm7NJuqNm9KaXoAk31heONMj1zwfrdhKwWO4s5YyzDIGUOD+Fa5aopMSKysAysMEHvQ+wH5FeKoTbarcJI+yLcdqxoMMOx5/8Ar9Kw5/Ekul3z2iKJ4iQ8g8pWORz12k8EHj2r034laC8PjC7szB9ljguZYyi87SGICn2wADXJGxaz8+YhfOjYSsvlZaVNwyhPfgEj129814V1c9SSsroi8K69cXULWELiB5ZWklMIKE5Tlxnhc4H0znHr6batdrYoInjneD7oJA2ALjA9T15+tea6TdvY3CQK0M5uwr+cvyh/MyEbPQfMCMY7D1ru9Gtri1vLgy3TwpDbicGRPuyZwFPqGx2rSdkrkQ1Yuns15I9xdynzAPu4OGyc88devHvWho58u+lmbKBpE3hSAzDIIyT7/wAwD15yl1q31C7mkMQt3kPlfusFUI4LEd8Y/wDHqatwGmmHnsWiQKPLyCrnv7cd/UCjVlnu3hPxZLdZslbFq8JiDScFHJ4K8dCM5PsPetTT9SfRfiFcQXjbWawCQSqxw8at1I/vdz6givHfBuqSaTrNnaXE6X0NwnkhW4MZ9Se4xznjnPXNeg+LNOkttTsbqwuxcS6X+8e1lfdIEYkyKPUEbfXkKM9RXJONpJi9rryn0l4DuLhW8t0P2aeISpj+Fh1/mOf8K7RW5rkvhnqEGoeEbXySG8ktH7jnOPzJ/OuoJxzXt4ZWpI4qzvNsnRvmqxHJVNWp4kxXSYlnUH/0GX/dNfgl8cJfM+L/AIzbGB/a91/6Nav3iv5v9Bl/3TX4L/Gs/wDF2vGOc7v7Xusj/tq1U9gPpX9jPSfEcnjb4VXMPgPwhe6WPENgx1q4eL+0EQXibpAPNDb15K/LngcGiua/Y+0zwy/xX+FFxP4I8U3WrDxLppXVoLj/AEFXF5HtkK+V91Tgkbux5opCR+yu7imlqP4aaWpDFzSMaTdSUwEON4PekpOnNIzUAOzTWam7qb60AKzUwtQc03vQB8HfteeEZPDnj67vBta01AfaxtGCu7hs46/MD+BrxDQb1Jpp47sq8TQPHJFLyfLAzuX12gmvpb9vfzNLuvDt9IBNFNDJCiFCcspJYE9MEOPyNfGs8I1ma3mtZ1jXJEkbtl1THI9wSMZ9q8ipHlm0ehFvkTNzW7ExLa3hSO1HlMzmMf8ALQn5sAH5eQT2rf0/xA2q2iOZDJeLmBzIuWIUnqe/OPx/OuW1KSLUo12lJIhuSRlwCuRjOPc/yqhb6zcaUfOkHn20xAkTaRsbOCQcY/DoaFHSzJ1izt4bj92CYtk0u5mZcbd3TPXIGRj8K1Y7prq3txHtUSqCzKBjO7ZyPTp+dcksb6lcWykOkk0eYjFuGDnDHH8QIGce9a9jeOZiAI1EMm2IqmA4znkZ9/zpuPQpPqb2uwf8Izb2d+586CLh2UBsc/f69q9L8G65d3DWVwbiOaWWUQbnJG+JlPH4AH8D615vHNHd2Lw5McHmDdE7ZOGzgd+mOfrVuz8TP4Fmsp0Y6jCgZViPysR1Ucd+Bz3rllfY2UU9T7x+FujyaP4StllljnaQbhJGpXK9sg9D1rrTzxXj/wAL/j54f1nwxbvqksOhCJUjE08oELEgcbiBtOex/OvW7W5ivIkmglSaFxuWSNgysPUEV7NFx5Eos86opKTckWOiim7uKU9aY3FbGRDqEu3T5v8AdNfg/wDGSYzfFXxc5GM6rcn/AMitX7ras+3Tpz/sH+VfhD8WJPM+JnipvXVLn/0a1PoB9Dfsd+JtPg+J3wosZPih4i0+6PiTTkHh2K0kNo5N5HiIuJNu184J2/xHiitH9jLU/Ei/ED4Uwxa14HTSv+EhsFNndi2GpbDdplVym/zD/DznOKKBI/XfNN7UrdqaxNAxCaKTmmnNAAx60hoxR60wEpKdRtyRQAzbSeWamCU8R0WA8h/ab+HLfEf4Q6vZ21gdR1SzAvLKBPvtInVV9yhYY7kivyXvrq90m6kdA1jJav5Rh27ShGQVYHn2NfuUsX5183/H79hjwn8ZNUk1zTrlvDXiCaQPcTRx+Zb3Jzyzx5Hzf7QI9wa56lPmd0b06nKuVn5w6d4ogmCi9iVlaEuJIzhtwP3cY5Hvn8627VbzXNJbTrK5j+xyjcI5du44wcjOOBjqP617xD/wTn8fTeMLO3urzSYdHjLZ1GKdpMD/AK5kBiT6dPesz4ifs8+IP2ZRayajdJ4k8O6hI+ZrWEr5UwIxuVs4yvOM87evFcM6clG9jp5oy0T1PGpNPnsbHS7W/ZopbcBxNK3JBIGR/s/1zT7rXG0uNklSSdiSFYOM45x/T8DXTa5q1prmmySfZsybxiePBdWHTd6DBxjnvXnmq6e+pN5QcYjyMxqMKOMYA/xqIyclqNX6o7v+3LWPS28i7X7TDiRpACq43Dp68/yrT8M6Rqer7Lqd5Z2kdliCKUyp4wM+x5+lcZ4b8Mzyw2s2olnlbayWqL8qtux5hPfgV634bkkt4VR5GgjPziQNg4ViTnn7uAcgc1hLQ25uiPavht4d02bwtcWbRCeGNl86PAYznABUj06Dt1r3n4ZiPT9Pk0yOFbdLfb5aLjbtwBkYA9q+XNN8axtYLeaJAbiPUkMcm1irgjHKf3fc+le6fC7xdBb69b6bfXFvBNeoxs13BfMAVTtAJ5frwOcDNOi+WqmjOpFypu57KR8tRyVITUbdK908wy9cbGm3H+4f5V+EHxQYn4i+Jyev9p3P/o1q/dzXmxptz/uH+Vfg/wDEo5+IHiQ9f+Jlcf8Ao1qYH0l+xx4e1Gb4mfCi9T4UQ39sPEenOfEhnmDIBdx5m279vydemPlorD/ZDh8Jt8ZPhM8yeLhrH/CT6WV+zJH9g8z7ZHtJPXZnGfbNFAj9n2yKbu9aXdyDTT7UDDcKTdmk6iimAtH0oA9aXb60wExTgtCipFBoAFWpExuxQg4qRU+YGgCC6vrfT5LaOd9r3MvkxDBO5sE449gasSKZo2RZGibI+ZQCRz7ikksYJ7mC4kTdLDu8tj/DnqQPXHf61NHFsYnOSaWoCMpzmquq6LZ63YzWWoWkN7aTLtkguIw6OPQg8Gr5FJTA8L8Yfsd/DbxRblIdHbRJwSwuNMlKNk56q2Vxz6V8M/Fj4O6j8JPG2paVqDefYxMGtrpYyhuITgqwOcZ5KkdiDX6tMua8f/ae+E6/E74aXqWsIbWLBGuLR1UFzgZZB9QAceqiuapRjJNpam8Kkk7Nn5r32qCzRjsVkUBQFA3ckcdOcYrJ8V+NhDpb2tmkkEGCSEO0v0GBzwM+n171i+Mrq80O8ayZWjcMXaNhk9SDjjqCP51T0i0GoQi7mzIT8yt2C9eB/npXmcvVnfFrZE/wo8Y6rbanbkXtxLcrLmO0gACud53RtnHOCcfrX2R4M8b2us2tvrbwLOltcR3kQz8vygHgdDkqw49q+SJ/BKX1vFskNjmdJWaEbS394H655r2b4d29npdpJaQLLdRqS8qb/MU7sjAyMZCkYHvjNZVGnqik+VWZ94aT8T/D+sR2/wDpP2WeVFYwyqcqSOhPTrkZ9q6VirKGUhlYZBByDXzT4c0O2gkPkKbRFvog8nmb96rkjt0wWH1I717R4RvfJvGtPM/dMDtjJyA2M8fhmvQo4iUmlNbnnzppao1PEP8AyC7n/cP8q/B74iMf+E98RHGD/aNwf/IjV+8viKPOl3P+4f5V+DPxCP8AxXXiEg9dQuP/AEY1egznPo79j/xHdR/FT4S2f/C15LOL/hJNNj/4RzyJyHBu4/3G7G3DdOuPmoq1+x/a6uvxM+Errp/gWSzPiLTT59w8H9pBftceSPm3eYO3Gc4opCP2AopOvPam4OKoYu2gUd+aXvTABTqBSr15oAAvOalUU0VItOwD1XFSAdKYtPoAl4pRTVp1ACtRik70vekAYoIpexNIvSgDzj4gfs6/Dr4oazbat4m8LWmo6lbjCXQd4nIByNxjZd345ryH9pL9mfwVp/w5vtc0HR7bRbvTVVpBb5VJoiQrBhnGRuznrweua+pa8s/aZ0K+174M+IIdPDSSwIl08KjJljjcM6/kC3/AayqQi4vQ0hJqSPzQIFncbC/mRrjbu7gH0/rXU+BdaeHUSba68ssSjQOBkkrgEHqeQK8w8Z6pcLfnyAwOVijkUjGfT2681paFqH2SS286dY7huS8I+VW7cEHGOg78ZrxJJWPS6n1X4S8WSWej3CSxyTQLgxLwSWC4K579iPrXq3gXWrbUBYTRmZbiJkLNKANw4z0PQcda+bPht4qbUpbS1S/hKs7AQvIrGXOOcE98H+Qr2rwCbq61sWFvOrqAsYWZSAHPyjBxz0yf/r1im4uw3G6ufQPiCLOmXOP7h/lX4G/ELjxz4hx/0ELj/wBGNX79a9Ht0u4GOBGf5V+BHxEUf8Jz4gP/AE/z/wDoxq+lkeMj6C/ZG8P2zfF34RXT/C/WLmb/AISTS5Br63MwgH+lxkTbdm3avUjOOKKh/ZJ1bw4vxk+EcEnifxXFqQ8S6WgsI1X7Ezm8iwmd/wBwkjPHTPFFSM/Zg0lITTd1aDHHP40uaj3+9O3igB4pw460xcU7jNAElSLUG7mpN1MROrVJmq8bZqQNSAlVqkz+dQ7qcGphckozUW45pyt1oC5JmlBqLdTg3FAx4pG5pM0bqAPh/wDaS/Yd1O+1DVPEvw8MM6zMbh9AOI2R+reSxO0gnnacY6AngV8mzeEvF3gW4uJPFXhPXdJtoXUCe6sXSMHnOSQVOcjBB7e9fsjuqN8MpDDIrknh4y20NVVaVmflL8DvDur638QPN8OeHb69hTbJJIFlw53E7iwG3pg/Njnp2r79+FvwcbwhOdZ1SYyapPmX7HGxaK3ZlCnBJOW2jHGBkscc5r1rAVcAYHtULN2pU8NGMud6sl1pcvKtjC8Qr/xLbj/cP8q/AL4ghf8AhN9eIHH2+fjP/TRq/oA8RADTbn3Q/wAq/n78dtu8aa6fW+n/APRjV1S2MYn0/wDska1ri/E/4R2qfEnQEsP7f0xTokkf+k7TdR5hBMX3iOB83U9aKn/ZK0PxD/wsr4R3C+A/CUun/wBvaW51Z5Yvtgj+1RkygednzAOR8ucjpRUMaP1Y/wCEi00qP9Ptv+/q/wCNNPiLTs4+3W//AH9X/GvwD/4SDUMZF3OBngea3+NWU8UanGGCXs4zyW8xs/Sr5kM/fT/hINP5/wBMt/8Av4v+NPj1zT2GftsBH/XRf8a/BOTxZqztGzX10CU2lvNPfPHX0qpD4p1SFTtv7kFhxiVun50cyA/fxdbsMAi7gI/66D/Gn/21Y7c/a4cevmCv5/4fGOsRKRHqF0qnt5zdfzqePxdrU3ynULyQ9szNgfrRzINT9+V1my7XUJP/AF0FKNbsm4F3D/38Ffgn/wAJ9rWmgxW+o3YmY7mfz2JHp34qt/wn2uqyudWvGl/hxM2F5zxz1ouhan79JrVl2uof+/g/xqVdYsz/AMvUP/fYr8AJvHOtsn/IUumYnJPnN+XX61U/4SvWcE/2rd4Xkjz2/wAaOZBZn9B39rWn/PzD/wB9inf2taf8/MP/AH2K/nuHjPWxj/ibXoUelw/P61HN4212Qjdq96fRftD4H60cyCzP6E/7YtOv2mH/AL7FKNWtf+fmL/vsV/PW3jbX5ApbWb84GP8Aj5fj9abJ468QOuw61qBQfw/aXx/OjmQrM/oW/te0b/l5i/77FP8A7UtWH/HzGP8AgYr+eU+MddZQ39sX2T0/0l/8aQeMNebIXV9QP0uH/wAaOZDsz+h7+1bX/n4i/wC+xTW1S1HP2mL/AL7FfzxSeNtfb72s6gSPW5f/ABp8HjjX1bjWdQx3X7S/P60cyDU/oY/te0P/AC8xf99ik/ta1/5+Iv8AvsV/PT/wmGuq3mPrV8MnOPtL8/rTX8c6+v3dZ1BQP+nl/wDGjmQWP6F/7UtWXi4i/wC+xUMmpWvX7RF/32K/npHjTXf+gzf/APgS/wDjSr4x1xsg61fAdf8Aj5f/ABo5kLlP3/8AEWpWv9k3P+kxf6sn749K/n+8aSCXxZrLqcq15MQQf9s0kni7W5l2vq16w9DcOf61juxYknk0pSuNKx9VfsleG9Db4u/CO7fwF4tlvv8AhItLk/tdZj9jD/a4iJdvlf6sHk/N0B5orgf2UfHniSH9oz4QaYmvakunHxZpEBtBdyeV5ZvIgU25xgg4xRUjMyZdKtfAN1FL9lF6fEaPjC+YINj5H+7nHtWl4nvNCTVviv8AZxY7GMf9nldvP+kLu8vH+znp2oopiNTRbXS7zxNYrHb2k6xeDZXlVFVgswt3O5v9oce/FY/hu40GSP4Tib7FvXVJhqHmbf8AV+fHt8z/AGduevbNFFAFbWv7GHgHxIYhZ/bB4qXySm3f5GyX7vfZ06cdK63UYNIuPEnxclsrezuLGDSY3tWhClEbfACyY4zyenqaKKYitpUnh1/GngwSDTvsp8KSfad23b9o8ifG/wD287evOcVj+F28Px+H/hq1yLMz/wDCRTC937Sxg3QY8z/Zxu6+9FFABrttpUnw78eXVtbQkx+JYI7eZEX5YSJ+FPYHA4HHStXXm8MDxL8R1jGnrbf8I7b/AGIxhdvnbbfPl443Z3Zx70UUAS+GV8MS+Nfhj58Wm/Y30CQ3ofZsM3+kY8zP8fCdeelYOn2Gkw+Bfh1dT21sHn8SXEdxPIq/NEDBw57qAT19TRRQA7XrfQH8P/Fl4RZLcR63Cun7NufK86XIjx/DjHTjGK1dYh8Mr488biKHTfsi+EFa1ChNguPs8HKY435LdOc5oooAl8K6focerfBmS+s7JLa5sLtrwzooSUiWYKXzwTwMZ9q5C1XQ/wDhVvh98Wo1FvE0izthfMMHlx4Dd9mc+3WiigDovF9t4aW4+NJt4rAGO5gGm+WEwgNyN3k47Y647Vf1PRvD9p8QJYJ7WztYB4HWeNGVVRrg2IIbn+Ik5z1JoopiMzwXa+HJpPgyt3FYMZr26/tLzNh3L542CXPbHTPaucurbRm+Fd8yLanUz4pVEIC+aLfyW4HfZnHtmiikM63xvo+g6frXxltha2Vu9ulqLCPYqlD50e7yx24znHY0lvZ+Fz438PIYtO+yHwY0kwwmw3X2SU5b/b3Y984oop9RdCT4c6LoGp3nwjge0srqad9Q+3xsqszgMxTzB3wBxmvBLoBbiQDgBjjH1ooqXsUtz0v9lX/k6D4P/wDY46P/AOlsNFFFSUf/2Q==) | SJM 1043 x002 080701 Fibula af kobberlegering
Korsformet fibel, fragment. Består af hovedplade og del af bøjlen. Formentlig af varianten med løse sideknopper. På undersiden en del rester af jernspiral og nål. |
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) | SJM 1088 x048 080701 Fibula af kobberlegering
Bøjlefibel. Komplet bevaret |
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) | SJM 1088 x049 080701 Fibula af kobberlegering
Fibelfragmenter, bøjlenåle. Nogle måske sammenhørende |
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) | SJM 1088 x057 080701 Fibula af kobberlegering
Fibelfragmenter, nogle måske sammenhørende |
![](data:image/jpeg;base64,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) | SJM 1088 x058 080701 Fibula af kobberlegering
Fragmenter af samme (?) korsformede fibel |
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) | SJM 1088 x059 080701 Fibula af kobberlegering
Fragmenter af samme (?) fibel |
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) | SJM 1088 x060 080701 Fibula af kobberlegering
Fibelfragment |
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) | SJM 1088 x061 080701 Fibula af kobberlegering
To fjedre fra fibler |
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) | sjm 1091 x002 080701 Fibula af kobberlegering
Korsformet fibel, bestående af hovedplade og bøjle, foden afbrudt. Tagrygformet bøjle, hovedpladne uden bevaret ornamentik. På bagsiden rester af enkelfliget nålefæste med rustspor fra jernnål. |
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) | sjm 1091 x003 080701 Fibula af kobberlegering
Bøjle og kort fod fra fibel. Tildannet af en flad, spinket og uornamenteret bøjle. På bagsiden nåleskede.
Virker for spinket og tynd i godset til at være fra ldre germansk jernalder. |
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) | sjm 1091 x004 080701 Fibula af kobberlegering
Svagt buet stykke med lille afsats i den ene ende. Formentlig en bøjle fra en spinkel båndformet fibel, måske i stil med x3 (denne sag). |
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) | sjm 1091 x016 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af hovedplade med faststøbte knopper. På undersiden rester af dobbeltfliget nålefæste med jern fra nåleanordning. |
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) | sjm 1091 x017 080701 Fibula af kobberlegering
Fragmenteret fibel. Formentlig er alle kanter afgnavede. Type usikker, men der evt. være tale om en cirkulær skivefibel fra YGJ. Ingen spor efter ornamentik på forsiden, ej heller fortinning. På bagsiden rester af enkeltfliget nåleanordning med lidt rust fra nålen. |
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) | sjm 1091 x018 080701 Fibula af kobberlegering
Urnesfibel - mindre fragment. |
![](data:image/jpeg;base64,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) | sjm 1091 x044 080701 Fibula af kobberlegering
St0rt fragment af fible med høj nåleskede. |
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) | sjm 1091 x045 080701 Fibula af kobberlegering
Formentlig fibel med høj nåleskede |
![](data:image/jpeg;base64,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) | sjm 1091 x046 080701 Fibula af kobberlegering
Formentlig større del af fible med høj nåleskede. |
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) | sjm 1091 x048 080701 Fibula af kobberlegering
Løs knop til hovedpladen på en korsformet fibel |
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) | sjm 1091 x049 080701 Fibula af kobberlegering
Nærmest komplet fjeder og nål fra fibel. Evt. kan fjederens konstruktion indsnvære alderen på nålen? |
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) | sjm 1091 x050 080701 Fibula af kobberlegering
Oprullet spiral - del af fjeder fra fibel ? |
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) | sjm 1091 x051 080701 Fibula af kobberlegering
Lille, kort ligearmet fibel, fragment bestående af bred bøjle med langsgående furer. |
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) | sjm 1091 x084 080701 Fibula af kobberlegering
Fibelfragment bestående af bøjle med tværstående kam samt hele foden med rester af nåleskede på bagsiden. |
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) | sjm 1091 x088 080701 Fibula af kobberlegering
Fibel, Almgrens gruppe 2. Med elvist bevaret spiral på undersiden. |
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) | sjm 1091 x089 080701 Fibula af kobberlegering
Spinkel, fibel. Uden hovedplade, men med bagudrettet knop ( mistede, løse sideknopper?).
Markant overgang fra bøjle til fod i form af to tætte omløbende vulste - formentlig omslået fod? |
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) | sjm 1091 x090 080701 Fibula af kobberlegering
Fibel, fragment bestående af dele af foden, udsmykket med prik-cirkel ornamentik.
Særtype med femfliget fod. |
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01GH2e4jIk3hTk/MMnGfunJX6Ec8VUXyNM5ZLmPsyioLCY3FjbysQxeNWLDocgHNT17xIUUUUAI33T9K/nE+LHzfEjxPjkf2nc/+jWr+jpvun6V/OT8VkLfEjxNjH/ITuOn/XVqaGd34i8J3tt8OZLx/hf4V06EWaP/AG1Brsz3QBC/vRCb1lLHuvlkDJ+UUVN4k8B3Fj8Npb9vhG+mqtojnX/7WmcLnb+98sttw3pjHzUVb3M47H740GihqRY2kalprVQDGNRMakaonNMCNjUTNzT5GqFm5pgP3U5TUQNPU0gJ1NVPEC3Mnh/Uls7dLq7NtIIbeVtqyOUO1SewJwM1i+MPiJ4b+HljFeeJdZtNFtppPLjku5Au9sZwPWvPfih+014f8L/CPxB4w8NTp4hfTytuiRhkQSucKxLAZUdcjOcYzUOUVo2VZ7n5c32kSXN1c20RAeEMyw7fuqvJBOOTxzWPocMs7K8SoHzjaQCS2cD8MfzHpUq6tNNfTytJ5c0yFjIzbRjlyoPqdoHpUGl6VqF5IJbZ/wB4W+6uRgnkZP0Q14riTKbvodt4R0OysNS1Jhsd/MVQGf5mBxkfQHqfcVb8SaXqOoeKftUSpIjFZZYpQSRwTjHcgAj/AIDXBR+LLi91OdtNxCjgxG48st5gxgNgkYyRn8e3Sukv9Y1zSZtFtdXkC3UxFxBNECM7RjymB6N0477h3zUSp2dyVKfU+hSNLh0m3XTh5aExqcEnbIVyVB67QODnnmvTfDeoXF5qVot2FVomkh81SMMNvQd8Hbnnu3ua8n0bTjfaAJLXGY7UCVTyzMGcOwBJw2MHI9ec4zXpWgXN3BoGkuJEt7qOGOUb+fMiYZxkH5TtK9MgYA5HFZ8tleREZyk1y7H2L8MdeXxD4LsJ1DZhBtmZsHcU+XP4gCurryT9mu8KfC9VuglubSd45CW+UbVXLZPY43c9jXzX8fP24r3VE1i08BXw03StODCbUQAJ7nnaNhPKKSRggbu+R0r1vaqME5G8YuR930V+f37OXxtk8N+LNO1bxLr+oXOnX1q0sq3UpfykJKh8A/MNy59eR34r720nVrPXdNttQ0+5jvLK5QSQzwtuV1PQg1VOoqi0BqxZk+430r+cj4pEr8Q/EvHJ1G4P/kRq/o3k/wBW30r+cT4qTNN8QvEbscsdRuCTnr+8auhEnpbeCdE0nwrDrGrfBj4iCwjtkln1RtV8m1IIH7wE6eQqEkYyx6jk9aKxfEGj6Svw/a4h8K/EK3uVto2+2312jacrfLliv2cHYew39xzRVvczirn9AxppNFFBoJmmtSmmNQA1mqBmp7tVeRqpANZqiPWlY02qA4j4xfFzR/g14Lu9e1WRWkVStrabsPcy4yEHt3JxwPwFfnp8Rf27PiL4sup7aLUIdAs4UcGLSFMZck4G52JbgZ6ECu7/AOCj3iSS++I3hnw+C6R2umm5IY/K7SSMDgewjHP+FfGEls00198+3a2XJ+mePXr+leXWqPmcU9jogtDRvPGmq+JZNJTUtQub1p5GvLgzzMxcLkhTk9OO/rXcWvx2ST4W6t4Ne1mSeWUSPMrBkkHmh/c98fn9K8u0iJf7W0x50Pk/ZZIypIw2F6DnNaMtslrqWorCqrDM3mKu37qnIx7dO31rC/KroqWrsyK81p7xkxH5LqoUBSeAFABB+ldR4HuvtGnyaek4hNxvSVjwy7o2VMH6ua5Im2jvFFxH5SMTl1Y4HGOnp/nPca7afPoUMepWUi31g24eYF+6cEYZexGc1LldGDpWd0ReG9JvrCxmu7m3aO3hLL5hHAdWzjGR0I/L613moa1J4g8Pa9HrCBZFtxLAHX5i+V2OrZyPmUjH+NYC3kPjDWNOtIWkgtbyaRTtPSRlG5ivft3BJGee/UeHfBUPiLwzNqcjPJJZ3VtZ29sCVAUthwVxksdoG48cHjuY5tbyDle6PWPhvq11JoltdXMH2a+jiURzI23zsZJDJwRkgnj1rtrPV11O3isDdeReZ2QR5z5sQOVi/AEfl715z4k8aSab5Fhbxxy6ldOBb20fBGT93J+6oGevp9axpbw+HN15LcyX+u3AUbFPyowOVKKeUOMZ44IyD1rGTUmRTpOKuzT+OH7Q3jTwz4Wj8NaPrU2m6ZeIyahbxoB9pjKrghyNy5U4O0jdjnNfOeg3Qk8K+JZHMhadIoVLDK4Mqt19fl/SvRP2qWlv4dN1NJl8t4FSQZ53Ko7fQk14vps0jaHMsW9rfdGz88HnA/Hk1cbtas6o25VY+jLDTRa6nafapXGm/wDCPLBE7KYg+XaQE5zt6bh0yVAGScV96fsN+LJtc+FqadKZJBYBVWWRi27kg5PrkdPTHrXwZM0+uzPZQRNHDdWVrIyvI0gjj8xx1PPVwevQ9a/S/wDZn+Htl8PfhHoUFquZby2jupHxz8y7lX8AfzJrfDxftLnLLVq39aHqcn+rb6V/OH8UpBcfELxNIFVN2o3DbV6DMh6e3Nf0dzf6tvpX83fxCz/wmuv8Y/06f/0Ya9RAeh6s1nqXgb7JZax8Rr+/e3jCWV1aD7ATxleJidnXHy9hxRUt38UJNL8IR/2V8X/iJJqkUEaxabLbNDaKQACglF8xCgZwRH2HA7FaOxmrn770UUhNBoNpjU49KY1AEL1WfrVl6iK1ogIMVHN5ghcxKrShTtVjgFuwJwcD8KsbaTbTA/O//goFoOpp8SvDWqXsSFbjR44DNCDsEiTOZFXPUDep9fmGa+S7qzitdS1SMlpEeIOTt+fmIMAOvcj8q/Xz48fBDTvjl4OGkXdw2n31vJ59lfKgcwyYIIK8ZUjqMjoPSvlqT/gnFrsN/Pdw+MdOuncKAs1pJGOEC84Ldh+tedWoTlK8UaRly7nwZbuVttKZdoXy5h8rknhV6g9Kux3QuNQVd+3daoSRjrvbg19B+Mv+Cd/xP8Iaff6tFJo+pW1lbyzSLYzyNKyhcnbGYwSeDwOa+aNc0++0q+8meLyrmOEI0UnySZznkHnvXNKlKOjRtzxfUtam0U0chmw3f5e341U8O+MJfDNxKCpm0+VQk0LEbWTI6Zzg/wCNU9P03UdajMMUyFs7THt7kZ9fau28OfCXVNO06e/1W3tZ1S5XdHcPkMjZGMdQR1+gOaxkuXcanB6N2G3WuaFZ6lDqGlTfuhcRmKzU4l3sMnacjpkD617FoKzw+Cbz7DF5Mq3BnMclwild74U9TnG9h1GdrYzXzF4j0Ca28ardbY0jec+XbwjYIsNyOgzX07pumW8ngaB55I/t6oZHZBt8qNSFZpP7uc+n8Oaylok0yak7NRIItNh8M6Lc3V3eS3usXR+edkHzyFS6ouT0GB29ce/CaTqrSX63V7PIwWTmVDhuDk4GeOuMivoPwz8OdS+L3geK2srCSfU9PvTsS3tlUsERgEbnr827ccdBzxXzv4qmsfBeu6p4d1LS9Sj8RRXDW8emqix4dXwys5GeoIBUHPGDVRTau0YyfOlydTqviJpsvi3RZ4Iplu3VTKs0YGGJXpgcDPOAK8W8H6PJdy3mmuFVzAFG8nOQykFQOvToa90+DtvJ4k1iZY7J9NltkMRtUk3MeoZZMg5HzDptwSPWvvb4Afsy/C2bwtHrU3hHTb/U5GeB7mYvMMAj7oYkK3H3gAfetIQ5pcqY480I2Z81/sc/DuD4ueKZba+s1TS9NTNy6KVYrkbY+eACR09yR0r9KLe3is7eKCCNYYYlCJGgwqqBgADsAKi0/TrXSrOG1s7eK1toUCRwwoFVVAwAAOwqzXoU6apqxklYjm/1bfSv5vvHci/8JlriqMg3sxyf95q/pBm/1bfSv5t/HDFvF2sN63k3/oZrcZ6h4p+IBvvhvJph+LOuaoWtYo/7Bm0po4Gxt/dmTzTwuOuOdooq/ca8PEHhNNI1H4x6BHYS28ccln/YNyGQKAQpdbQHIIHIbnHU0Vb1ZlF2R+8lNoooNRGpjU9qaaAImFMZampu2rAi20bKl20u2ncCHZTvLqULTgtFwIfLr50/aL/Yg8JfH3VrrxC2oahoniqSBIReRSmSBwgAUPEenAx8pX1wT1+kwtG2odpaMD8r/iB/wTb8d/DvR77xJpWrWfiYaaBIul2MErXN2m4BvkOASB82A2cA45r5tm1/xN519aeTeWCkFZorhSvABGCCSRgZ+nNfvHt9q8m+NH7L/gf46R79cs5rLUtoT+09NZI7hk/usWVlYfUEjsRXNUoqS90cXZ3Z+MUdnNrEq3G557iMedIY14QfT09TXo3w/wDE13Z6Xd2RkW9kZltpbfdh5IS4IK/QMRxnHHBya/RLwf8A8E7fhl4VupJGudY1SNkCCO8mjyPX5kjU8+2K2779gP4OX2pC9TRb6znHe31GUDPryTzXI8NLuipSU1Zo1v2R9DsNP8CveWCQeXcbcvCclm5LEk88nHU9varXxs/ZF8D/ABs1SHW7yCTSPEkJyuq2QG9+AB5inhsYGDwfevSfh/8ADnQPhh4fi0Xw7ZfYrGM5wzs7MfVmYkmulrqhDlgosg+AviB+xP4q+EvjnTfE/wANbm78Q6Y0H2a+066kHnbmGHcYHRj82QCQfoDX1H+zz4d8V+G9AvIPEdl/Z8buHgt3nWVgeQSMdAQF4J654Hf1qikqUFLnS1K5m1ZhRRRWpJFP/q3+lfzc+NjnxVqxP/P3L/6Ga/pFuP8AVv8ASv5ufGBDeJ9UPT/SZP8A0I1YHp3ivXbqf4cyW7ePPAeoRm3iX+ytO8PmC/blflE32BMMO580ZweTnko8YXUrfDmVP7Q+G0q/Z4h5WlWKLqR5X7r+SCH/AL3zdN1FVLczjsfvnRTcminY0AmkoozTsIKTbS0UxibacBSU4UgAClopy0hBilopVpDDbTgKSnL0qQFFOpop9SwCiiikAUUUUAFFFIaAIbg/uZPoa/my8VMW8Q6gSeTcSf8AoRr+ku7OLeT/AHT/ACr+bPxOxbXb44/5buf/AB41Yj2nUb+88M+D11Kbwv8ACm6ghhjJjhv4Lm8fO0AmJLkuW5yQBxzkDFFZnjbRLy0+H9xNL4G8A6XD5UR/tDS/EC3F+vzLysP2+QknoR5ZwCeBjIKpt33M4xTR+9/mCk3j1r+edv2jPia3B+IHiYj/ALC9x/8AF06H9or4kwliPHniUkjB3atOR+Rajm8jU/oV3j1o3iv55n/aE+IzEn/hOvEQz1/4ms//AMXTP+F/fEUZ/wCK48QH/uJzf/FU+byFY/odDj1pwYetfzuN8ePiCw/5HXxBnr/yEpv/AIqov+F4+P8AcSfGev59f7Tnz/6FS5vIZ/RRuHrShx61/Ok3xp8dyEFvGGusR0zqUx/9mqNvjD42bg+LdbP/AHEJf/iqObyGf0Z7h60oYV/OO3xc8aNgHxXrJH/X/L/8VSf8LW8Xn/mZ9Y/8Dpf/AIqlcWh/R3uHrS7x61/OA3xN8VNyfEWqk9v9Mk/+Kpq/ErxQGP8AxUOqAkY/4/JP/iqAP6Qt49aUSD1r+br/AIWF4kLFjrmoZ9ftL5/nTf8AhOtebOdYviP+vh/8aQH9JHmL6ijzlHVx+dfzcJ401ncpOp3hwc8zt/jUcnivVWVkOoXRXOeZW/xosw0P6Smuol6yIP8AgQpjahbL1uIh9XFfzaQ+I9RaQA3k53cZ8w9+KrjXr4E5uZuefvmlYND+lFtWsl+9dwL9ZB/jUba9py9b+1H1mX/Gv5u73xBeyOim4mZVjULlj0xn+ZP51VXW7z/ntJz/ALRosB/SW3iTSU5bU7NR7zoP61BJ4u0NT82s6ePrdJ/jX83o12+ZSgmkIOOAx6j/APXTZ9VvJlU+ZIew5PX0osB/Rnq3j7w1a2c7S+IdLjwjH572Mdv96v5zdcuBcatdMp3K0rEfnVdr69243S7c7T16+n1qkzNuO480xH0JrHwr1DWPCqwaf8NNE0m8mijKamvilGdeQS3lyXG35hkYI43UV8+Gdl/i/WiquiEpLqd/eS+Hx4V1BYxYm8HiceWV2+Z9k2P07+Xnb7ZxWr4/m8Lm1+Ji6YNM8z/hMYTpf2UR5+w4v93k4/5Zf6jO3j/V+1FFK5Vi78SLXw/pOvfGCyW2sLO4i1KFNMgWNEaNRO28QjsNuMhe1VvFF14UfUviSbP+zPKfR7EaX5KoF87zrLzfKwOH2ibO3nG/Peiim2SkWJLfQdSl8WyWNvYzw23gfT5FaGNCI7oLYLMwwOJNxkDHrktnqaij1Lwquq2JY6b5P/CEzQv8ibft32aULnj/AFu/bz1ziiii4W6CaFqnhWPUvCDXB03yk8IanDeeYiY+2smoCHfxzJloNpPP3MdBVzw//YWl2XwqvdUgsorWaz1Q3Us8S7ZGEs6xl+PmIO0DPTiiii43Ezvh/rXha0vPhI2pNYCO08SSS6x58asBbedbEGXI+ZNok4ORjdS/D+60TULf4Z6dstJtS/4TOZrqJowXa2f7AsYfI5QlZsA8fe9TRRQmDirXEk1XQbHRbizuDax30XjFJ2jaMbhahXDdvuA44qPxdr3hy68P/EGKyktDc3XjCC6sPLjAY2YW+3FDjhMvDxx1XjiiilzMOVHQ+PLzRdZ0n4zano6WsunSeJLBrGaCIKoiY3h+TgbVIA4HoKy/Fnirwxd6h8TGs5LUx3+n2Mem+XFgNIs1sZAnHynakmemcH1oopuTEor+vkT614y8MzX3jtoJrVo73wjpdjY7YSM3cZ03zlX5eGHkz5PGcNyc86HiTVNJ0K6nF8YYW1D4fWUNsPKzvuGjgI6DhiFY7j+dFFHM2rhyq9irpPjzwxa6lo8slzCqQ+Bb3S5W8hji9eC6VEPy/eLSRjd0GevFXvBOuaTrmueCbSzMc1zp3hHXob1PKI2SmPU5VBJHzHZJGcjPUDqMUUU1JtilFJFLw58QPDei6x8MDeThRob3a6hugZvL3SsYycD5uMdM4qj8PPiJ4f0G++Ect9ceUug+IZr/AFI+SzeXC0tsytwPm4jfgZPHvRRS5mPkRqeA/EVj4a8D/DHWtQfydPsvH11c3EqoWZYkj052OBycAHgVztj4/wBHt/ClhZPK3nw+L/7WZfLJxbbEGc465B460UU+Zr+vQSimdLpPj7RvEHiWextJnefU/iNb6tbhoyoa2LygMcjg5kXjrzXkXxAbPjvxEf8AqI3H/o1qKKTeiHFWkzAwW6UUUUi2f//Z) | sjm 1091 x095 080701 Fibula af kobberlegering
Fibel, fragment. Almgren gruppe II. |
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) | sjm 1091 x096 080701 Fibula af kobberlegering
Foden af en korsformet fibel. Rest af nåleskede på bagsiden. |
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) | sjm 1091 XXX 080701 Fibula af kobberlegering
Foden og del af bøjle fra korsformet fibel. |
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) | sjm 1115 x001 080701 Fibula af kobberlegering
Valkyrie -beslag eller -fibel. Rytter med draget sværd på hest mod højre, overfor stående figur mod venstre, bærende skjold. På bagsiden rester af nåleanordning, eller snarere tappe til fastgørelse af stykket som beslag på f.eks. læder. |
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) | sjm 1115 x002 080701 Fibula af kobberlegering
Kraftig hvælvet beslag til stor ligearmet fibel eller (delvist) dobbeltskallet skålspænde. Beslaget udgør i helhed et gribedyr en face, med kropsdele og ben, hvis fødder griber om andre elementer.
På bagsiden to tappe, den ene bag hovedet og kort, den anden central og længere. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9UKKKKZmNNFOpKYhtFLiimAlFLig47UAIFopwoxQAmKKd2pOlIBAKBSigCgAxRjrS0UrgGDt9aUUbgo5OO1C0irIXFFLRQWIKRqdSNQJ7FHVB/oU4/wBg/wAq/A/45QOv7QnjAx+aG/4SK52m2UPJn7Q33Vzy2eg9a/fPUB/oc3+4f5V+B37QSIfj94wUqhQ+ILoMsj7EP79s5bPAPc9q2jsZM2/i5Y282n27+Lbjx5bXCpL/AGeutaHDbIz7RkA+bkjIXJAOM0VyfxWsdK09dM/s+y0aEssqt/ZetvqHPy4Lbj8nfHrk+lFUyY7H9BlGKM0lc5qFFFFMkQ9KSnUUwG0tLRQAUUUVIBRRRQAUhpaXFMBKVaPal9KRaQm3n2p1FFBQUUUUAFFFFAFbUP8Ajzm/3T/KvwN+PTlv2gvGYycr4jusfuRKP+Phudh4boPlPX8a/fO+/wCPWX/dNfgZ8f1P/DRHjJQ6uG8Q3XEcoiI/0huC54U/7R4HWto7GUtzX8fafoep3FiviPX7/ShHv8nyvAtvp2/gbs+XIm/GB1zjPHWiuc+NEJim0jMFzEC0gzP4qt9a3Y29BEB5X4/e/A0VfUxitNz+gSimqaXNc9jYWiiikAUUUUAFFFJTAWikFLQAUuM0lLSHYKVelC0tBSE70tFFBQUUUUAFFFFABRRRQBBef8esv+6f5V+A/wAf1VP2hvG5Zo1UeIrslpU3qB9obqvce3ev35vP+PWX/dP8q/BT46Qn/hpDxjs80OfEd0V+zyBJM/aGxtb+Fs9D24raGxlLch8Z2fh3X7UTnxX4ctpbOKR0g0vw/cWjTEgAKSIgDzgDJwMmirHx8uNYks9JGrHxVuzIsX/CTa2moZHy7vL2ouz+HOevy+lFaMyjsfvRupN1R7qN1ZGpNupd1QCQDvivPvEP7QngHwvq39m33iCH7WrKkgt43mSMk4G51UqOe2cipdluB6VRXI6H8V/CfiKRY7HWoHd87FmVod2OuN4GfwrrN1TvsAuaTNITSDmqActOpuaWkAtL2pKUVI0OopM80tBoFFFFABRRRQAUUUUAFFFFAEN1zbS/7pr8F/jyYYf2hPGrTCExt4jut32jfs2/aGzu2fNj12846c1+9Nx/x7yf7pr8Evj2ryftFeMlj80v/wAJHdbfJTe+ftDfdU9T6DvW0NmZTLnjbwr4X1+3s1tvEngPw55QZ2/s5dZPm7sY3ebFJ0AGMY6n2opP2iLfWLeHRRq3/CVjiURf8JLo0enqfuZ8oqzb+2c9OPWitGZR23P3Yam7qewqFhWRqfMv7YTatLFaW82oXVloE8YVFtnKLJMCdyvjqcYxn0PvXyDe29v4f0+dobrzFlkWUiY4JKZI+bBzyemO/wBc/a37YsBuvBuixjOPt24qD1AU9vX/AD3r4+1jwq19mbUriO1gUhkiQByARwQBjqM9Rx+tcNT4mmR719GGn/GzUPs91p09g99bzDyorjD/AC9MZ43MSFY+uPpXt/w4+NXjXwVpOlWaXMepW0kPnGOeM7QDwMMzluw4U45r501LVbTS7fyreYB1yFkjQAq2MBhzwRzjnPP1zt6T420jXIbOLWdRuoCs0gYWys7+WWLKM9DjGcY4B4qUraxHz73Wh9s+C/2nk1ZzFreji1Cx+YbiymEi4HUlWxjHoCTXsfhnxRp3izSo9R0yfz7ZyRypVlYdQQehFfAXhz4heGbvUI1t76GWaFC0Mbnyt0rNhgqtzyApP9TivR/CuoXel68LnSNUnsIYQ8dzHBKCryMM7iF6gHb29fWtFUlH4gUlLQ+zKdurzP4Q/Fn/AITq2NjqEH2XVoAylh/q5wrFSw9DwCV7Zr0uulPmVyheaFb5iO9FHv3oAetLTaWpNELRRRQMKKKKACiiigAooooAjuP+PeT/AHT/ACr8F/joqt+0R413pG6DxFd5WV9iH9+3DNxgepzxX70XH+pk/wB01+Dfx4xF+0N4zZNyf8VFdH/VCU/8fDZOw8N/unr0raGzMpkfxG8CW+pWC3Wn/wDCI6Mtokkksdr4oW6kn4BwFeVjng4C9SfpRVT45Xwul0kC6a52mXPmeE7fRCPu94v9b+P3e3U0VozKN7H72t9KhZRVllqJ1rI1PC/2ivhz4o8cS6PJoUcV5aW4k8+0eURtuOCGXccHpg85r5J+Ing3xbpNyYbrQtSikzjEdq7ruOMfMBg//Wr9IpQcHvVWRdwzWUqUZO7J1vdM/IfxloeuqtuL/SNQ01+z3dsyK49iQM/rXIyXElvNJbNvtmRyu4MVzjr25HIP4V+zN9p9vfW7wXMMdxA/DRSoGVvqDXiXxC/Y7+HvjZZLiy0xfDuqlvMW70/ITd/tRZ2kH2APvQ6dtiOQ/NLT1nllV5SV25xuB6ZJGB9a7Xwb47vvCV1b3drMPNhKqU3HZ6gEemecewrr/jh+zf4u+E7fariJb7R1kVYtStlLIV4yHA5Qn3/AmvHZrwxXECITtZuSDjAHc/y/CsNepryxbsj7T+A/xU/t3xFPc3dxHBcQoptsSckEsTgf98j3OK+zfCfimDxHZBlkT7Qo+ZVPUeo9uRX5G+GdYn0W9+1W9yLec7ljnX/lmT3r7o/Z++Kbap4esBLc20mpWTCKYsFjaQN0c+oJOOMAcjsKcXyszufVFKDWbo2uW+t2azw7lPR4pBhkPoR+HXvV/dXTuaElGTTA1O3UrAPpaZup26pNLi0UUUDCiiigAooooAZN/qX/AN01+DX7QDed+0X4zVchh4hulG2YQkkXDdHPCn/aPA61+8s3+qf/AHTX4OftASRD9oXxvJJ5SqviC6JaRC6DE7A7lHJH0raGzM5mt8SPh/rvjSGw+yiOAW+9m/tj4g6fqIIOMbMumzpz1zx0xRXIfFbUNM1CPThptz4fnVVk8z+w9Jnsdv3SPM8xRvzg4x059aKvQxV7H79sPzqNqmIqNl4rBM1KzrVeRe9XGWoXSrAoulQsMVckX2qu6UAUdS0201jT7mxv7eO7srhDHLBMoZHUjBBB6ivkf4n/APBPu01C6uNR8E6wtmATJHo9+pMeTztWYHIHpuB68mvsBhSLLtpNJ7gflF4g+H+q+A9UutL1jTptN1EIHNvcLgKd2CVI4ZSM/MMj0rpPh744l8B65BrnkLceRGVaLeQp3HAbj+6QD37jFfaX7W3gK08ZfCfUNTW1STWNHUXFvMOHEeQJFz6bSWx6rXwBprO0zQzl3tnVUVfqACD+f6+1cs48rCMdz9B/gd8TIfER06eW7SW9niaO6hgIKg5Y+ZgE8ZXg+/TkV73vr8+P2U7yax8RTQMpa2EqQWzKOVYDpx14wTngbeg5z946RqCX2mW8yPvDIOfwq6MtLC1TszX30b6q+dQJeua6BlzzKkDVRE3vTluKALytT6pLN81WElBqGikyWikpaksKKKKAGS/6t/oa/Bn46SN/w0V4v8lpvMHiS6Km2cJIG+0t91uzeh7Gv3ml/wBW/wBDX4MfHC3juv2iPGqt5IiHiC8aT7RuEe0TuW3bfmxwenPpW0NmZTN740eE/GPiTTbS4aLxZqNtp8Us00niXV4bvyVwpJjwQRwvPrxRXD/GCPSk/sw6anhJC3meb/wi81++fu4837Uxx3xs/wBrPaitDKOx/QJTGWn0lcp0tXImWomWrBWmMpq0zMqPHVeRKvMtROlUBnSR1XZa0njqvJDQBm3VrFfWs1tcRrLBMjRyRsMhlIwQfbFfmb4y8PHwp8QNT0No1ENjcPGGVckqDjP8vyr9PGhK18X/ALYXgC20jx9ba/EDHDqtowuEAJBkT5WZQP8AZZcjv1rKotLkve5538GvEn2f4jahpUaLBaQxpeiVn25YIgbr1ODxjoSfWvuj4a682paGC7ZZiXBI2k5OTx6cjHtivz98H3MUHjuK++Ux3EWwEDOVwARjuMgMR719WfDH4jW2m300t8v2e0nWImTI2qp2xhv++mVT6dq5oy5ZXZMn79kfQnnYo88561nRXcdzGJIZEljbkMjAg/iKPMK13GhpfaaPtXvWYZjTftFAGwl1z1q1Hd4PWudF0fWuF+JPxy0j4Y6nolhfI1xd6o7bY43C+XGoyXOe3/1/Sk2krsD2qGcMKsA5rxu6/aI8FaLpMeoX2rNBGy58sQSO/TOPlBHTvnHvXi/xM/4KSeEtB0trfwjYXmp6yx+STULfy7VV5+bIfc3TgD8azlKO9zSMZPZH2bRX5pfDX9pzxf8AFDxtb6/rWtyTRW5kjXS4CYLcZjYg7QeSdmOnG4Htkfbvwr+I0/iKSa3vZQ5UKduCXgJGQrHAz35PtWammEnyuzPTpP8AVt9DX4P/ABouGtv2i/GKwrMZ38R3gU20QklBNwwG1DwzdwO54r94JPuN9K/BL47xhv2ifGauIyjeJLsESy+UpH2lur/wj/a7da6obMzmdN8YPAfjvxouli00Lx/rpt/MLf2t4WFp5e7b9zyS+7OOc4xgY60Vy3xgMGirpZ0oWFh5nmeZ/ZPiQ6nuxtxvwf3fU49cn0oqzKN7aH75UUUVzHUJTcU+koE1ciZajZasbTTCuatMzKzJ7VG0dXGWmlaoCkbceleZ/H74Vv8AEzwLLb2QX+17Mme03D75xho/bcP1Ar1jy6Qx0b6Afl3eWPkx7Z4WttRs5fmRlZDHJ0YNjnB5B/zjf8P+NheagNOluFkVApmWJiFWMNgjaQAeB74yc192eOvgn4V+ITGbUdPEN6SCb21CpM3sxwQ34gn0r57+MH7HMGg+Hb7X/CN9cSX9lG08tpOqlpkUZO0qB8+B6c1yzpu2hPKpP3zmPh/8RtLnupBYXVzJHZ20jebao8vkDdnG85wMbflGT146k+nQfG7w/qK25s/ELWsqgeYLgkYBYYyHzyen9R28c/Zt+IFjqljrulG1i0u8tX+3SQAAfbGCsjZzzjiP2yegrD8L6ffWFnompajJ9rv5LgzR26IFQuoUMu0fKERQfvf7GM8iuD2soto6Vh4paM+mZ/itJBaxS2tvFr+52U/YyUIQHG89fUDgdc9Kjs/jZatNcQ6lol/pssUvkjLxOsjcfdJYZHI7V5/4w8P2vhabT302JoxcQjy8AqCzSIEUAAYJBc4HZfrXmXxJ1C50vTbyS5MQkEySKvzGNVL4JyTlm3OeP9kdM10xryM3Tktme4yftZfDa03jUdWuNJkQsrJeWjg5UkH7oIPI9a+R/jJ8QJ/jh8WoNW0mRrTR7J4YYJJRtlMQcbsD33FvbPPSvOviJqMeh3d6sMGVZ+DPGM4Y7sY7+9cz4R8Yaidahtxc+TEzs0bHJO5iCQWALNnbtA9xVyqOSsOKfLzH3vY6XYeKvDcWoJo85+0R+fCs2A0wyRggdAApXBAzkjjNfnl8TtN1bw18QtSsrxfIJOEhAAESEfKMDgH6cZr9OfA+oW1xotpfXieTI6jy4gcR2xA2kdOcHbyf73QYNeEftRfAOPWdLm8aRQxx6iIt94jOQisAGzuOMgA47/XArk5uU2otbnnf7Gtilvq0lzfPJNBAgfEjBY1kLFWHzdTt2kH35Nfa3wz0m9srOWG81Bv7TnEk7MpX5QrDjGBkkFRu9OMcZr5F/ZrsdLuHh1CWeadrcywtp0MrbDMEbaxz95ycEk8BQRxjFfZvw5uLaa8drUG7trW3iia4ZWLLmMMUjY8svzqc+rY57Ut7mFW/O1Y9m0e6muNOxcFWlj+QuvR+PvV+Efxsk879o3xgzMAB4luufs4nHFy3/LM8P/unr071+6mhyP5dyjDlAMkYxnBr8I/jM0n/AA0V4uIV958SXW3bMID/AMfLdJDwh/2jwOterT2M5F741aXqOrQ2E9nBJqFvbJK08ln4OTRlhX5TlzEo8wcE5b7uD60Uvxo1zW9Eg0+3t7zXdOgvI5UnjuPGUOsrOvAwRAFCDBIIbO7PHQ0VqzON7H7z0UUVzHUFFFFABSYpaKAG7aTbT6KBWQ3bSbafRQLlQzbTZbdLiN4pUWSNwVZGGQwPBBFS0UByo+L/AI8fsRah503iD4Z3bW9yrFpNJeYxkofvJG4+8OmFbpjqa88h8RXNksNqunzWEtrcJ5v2qFkY7nU7trAESZCjb1AU+wP6J1UvNIsdQmjmurK3uZogRHJNErsgPXBI46D8qxlTUjSMrHxh8RjLrVho17byNd6rZCK4jMylU810KguoAIwCQF6jPrUHiXwjd6/oVxNa20rahdSKUt4YTKFcyAuckHG0EY4wMHivtA+HNJZix0uzLE7ifs6Zz69Kux28UP8Aq4kTjHyqBR7KJjapreWh+aPxa/ZU8W6ta6prcOi6jevJlooY42cgBODwPXP5814J4N+Efi7TfEUE11oN/ai0dXdZbdlYc4BAxzz3r9rap6lo2n6wqLf2NterGdyC4hWQKfUZHBo9mktC1dJq580x+E/EOoeEYYbOwa4ufIXdBaqQFfd2fA4AHGeTmn+PvAuvX/w1SLUvDVyl4qqsdraBJkjBRlcybWIIC45I429c4FfTcMEdtEscMaxRrwERQAPwFSUvYprVhTvTPzl+EPhXTPA4fw+YzITctLJcXQeBdzKQ/wB7O3gYUkAYHI5r6d+D+i6lHJaBIZ4LaG3Fq7KC0cpGcOMngY46+n0r17WvAXhzxFfR3up6JY312gwJpoFZsYxgnuPrW1bWsNnCsNvEkES8BI1CqPwFCpWd7kyTlK7ZBa2n2S1kzzIwyzevFfgn8Yp4x8dPFzTPFHGfEVyS1xD5kQAuXJLgckD0AORmv32k/wBW30NfgR8Ulmb9oTxJ5C3Bn/4SW42fZJRFLu+1NjYxGFbOMHsea7IbMmRQ+MF3YahJpn9mXfh+/VVk3/8ACP6RNYhM7ceYJEXd3xjOOfWiu8+LvxG+InguTTYrXxD4+0EXCuW/tnxCLgybdvKeUFxjPOc9RRVszje2h+5lFFFc50hRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQA2T/Vt9K/Aj4tQxyfHrxSbr7NFb/8JBclze+YIdv2hvv+X8+0jrt5x0r99pP9W/0NfgL8R2ml/aC177P9pMzeJJhH9iiEk+77SceWhIDPnGAepwK1hszORS+MR0PztN/sRfCqrtfzT4XOokdVx5v2zv1xs989qK7f45eMPGvhe1ttMnvvFtraapBKk8HifRILAyrwCI9pbcMMc9MZHrRVmcdj906K/D//AIbl+OAbH/Ce6qCCBjCH6fw96P8Ahur44Rvx4+1NgMkZSM5x/wABrPk8zTnP3Aor8Pz+3h8cd2T481EdOPLix/6BS/8ADeHxwx/yP2of9+ov/iKOTzDnP2/or8RP+G9vjgF/5Hu++vlQ/wDxFI37fHxyOAPHl7np/qIf/iKOTzDnP28or8Q/+G9vjkf+Z9vR/wBsIP8A4ipV/b3+Ny7A3jq+BB5b7PAf02UcnmHOftvRX4l/8N+fHLbz45uuf4vssH/xunJ+3z8dJP8AmerlVHVvssH/AMbo5PMOc/bKivxQX9vz44bRjxzct7/ZYOf/ACHTf+G/fjnuOPHdwB7Wlv8A/G6OTzDnP2xor8UV/wCCgHxzzz46uP8AwDt//jdTr+398c1jDHxvOee9nb8/+Q6OTzDnP2nor8WV/wCCgXxxbeP+E2mzjj/Qrf1/650n/DwH444AHjiY98/Yrb/43RyeYc5+09Ffi3/w398cfJLDx1NvzjBsrb8/9XSw/wDBQD45yKM+N5Tg8/6FbdD/ANs6OTzDnP2jor8Xbz/goF8azFEYPG10j7cS7rO2xuyfu/u+mNvXvmqjf8FBfjmJMDxxPjPP+hW3/wAbo5A5z9raK/E6T/goL8dVH/I8z/X7Fbf/ABuon/4KDfHbd/yPdx/4B23/AMbo5A5j9s5v9S/+6f5V/P18Rtk/xw19Zlt3ifX7gOt1KYoSDcNkO4IKrjqQeBXpd3+3/wDHaZWX/hPLoKy4O20tx/7TrwGfxFe3HiBtZklWXUWuftbSSxq4aTduJKkFTz2IwfSrSsiW7nYfGbTtOsbnTBptjoFmjRuX/sHV5r9W5H3zI7bT6Yxnmih/2hvGhXaZ9Hx6Dw/p+P8A0RRT0IV0d/Y/FTT5LO98Xm1cW9n4t8PXZsyV810gtbkOB9Sn6iuKsfixY2ej2Fm9hMzwaPqenF1K4L3JfY30XdzRRTbIUUdKnj2z1fwzr+vraSLbWd/4ZRon27m+zWssT47fMYiR9RmsJvjFpjXCv/Z8+N2vNj5f+X63MUXf+AnJ9ulFFDBRWppReMdO1zwHr93FA0LafY6Jausm3MjQtsYqPfFV2+NGjP4kXUf7OuPJHiHVtW2bUz5V1FGkadeqlCT254oopNjUVdkuj+JbTxB4I8SiC1aM6Z4QtrOQyAfNIuq27Fh7Yce/Bq03xu0I+KY9TbTZ/IXxQuttH5aFjAEClOuN2R06UUU7i5U2yr4X8V2GteE7+zittk2leErq2leUA75G1DzQyn/dlA9eD2p1v8ZNDXW0vG064EK6zoeo7FjTPl2cEkcy9erM4I9cc4oopXHyq7JPAfiWy1xYdPhtmWWw0PxBJK0irtbzLWZ0x7gD8O1Zt98S9HvLW7jjsZkaaHRIlyiYBs7dY5j1/iYEj1zziiimLlVzpdB8daX4u8UNDbWbwH7V4l1TMyKB5VxY5iXgn5l8puOgyMZrm7j4laVc+HbjT1sphNJoVnpocouBNFdLKz5znBUYB60UUByq53Hg/wCImj+LvifGlrp7xrfeKrvVoxLGmFgliZVQ4J5B7dPeuH/4WNpEfh2DT/sUv2iPw3Jo5fYuPPbUHuBJ1zjy2C56546c0UUCUVex1vhP4i6L4q+I2lWkFjJEdS8XaNeRmWNAqwxK0To2DxlnU46EA5rnrX4l6PY2NvYy2Uhni0nVNNkZYk2mWd5DEw56AMMnrxxmiigfKr2L2m/EbR/EOvRWcNhJE97J4ft0Mka7Va1iSKYnB6MwJHqOuKdqnxG0bwv4kmsbrT5JJLHUvEDSmONCrLd26wQjk/wspJz0B4yeKKKA5Vexzt58TNIu9I1CwSxlWa50Kw0tHZFws0M8Tu5OfukIwB68jNdn46+JeheE/ixqltPYSTDTfGOq30vkxoVaKRUjVVyeoZGODxgiiijoPlV7HFw/E/Rm8LppP2Gb7UfDK6L5mxNv2j+1Rd7+udvlfLnrnjGOaxvj7GsHxu8dxoixouuXgVVAAA85uPaiip6DStI4B2Vuc4ooopFn/9k=) | SJM 1122 x001 080701 Fibula af kobberlegering
Hovedplade og bøjle fra korsformet fibel. Noget korroderet. |
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) | SJM 1122 x003 080701 Fibula af kobberlegering
Næbfibel, hel, på bagsiden enkeltfliget nålefæste. |
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) | SJM 1122 x009 080701 Fibula af kobberlegering
Emaljefibel. Plateau med fordybet korsmotiv til nu manglende emalje. På bagsiden rester af nåleanordning. Usædvanlig lille diameter, kun ca. 15-16 mm. |
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) | SJM 1122 x012 080701 Fibula af kobberlegering
Råhedefibel. Fragment med dele f to arme, midtrknop og et hul. På bagsiden rester af flig fra nåleskede. |
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) | SJM 1122 x013 080701 Fibula af kobberlegering
Korsformet fibel, fragment af hovedplade med bagudvendt knop. Ganske lille. På undersiden rester af enkeltfliget nålefæste. |
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) | SJM 1122 x014 080701 Fibula af kobberlegering
Urnesfibel, mindre fragment. Rest af nåleanordning på bagsiden. |
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y2cOnXVxHA4nuMGaH5csg/hLDoTkfoa61viBrN0sWzxBJiIkrGu5VwCVxjPXKjv1z1ryW41iTQtWURO8aTHAVugPO1SMcjHv+Oap3WqJB9n8S5nuJIZiJoGlAj8o5R2C84IBz15ANVqZxT5ro9Xk8deKZb6N5725+xOSgklCscH3HIHHOazLzU7O1vJHll/tCVZgyyFj1AGfwNZ/wDairYvPbYuURCTFgbt3TP8+nFVYLSTUpEYlY3kyd8jKOenOfXk0G3NffoVPG2uak/lpaCaGPDSFoV3bASDx2x831OKzdD1adftV0+nr9uQrkuuJJlAGNzAZ4Xj8K7m90e2j01GhmUTTcRKrhgAe+axYdLt9PjngyzxsNzl84LE844OR3Na9LCVRNWIG8YaRPcFJ7b7GzcIrxEebnsCO+cdfwr6q/YQtbafT/GOpW8Uio9xBArSLtPyh2P/AKEPyr5G1LwumoahZzC1Y26xli4XnhvlG04zwO9fob+zD4LXwX8H9GVyzXeooL+d2zklwNg554QKPzqPQ6lax6zSE0UUANr4a/4KuZPwn8JjoP7VbJxz/qmr7mavhr/gqwrN8LPCYGQh1R9xC548o10UfiJlsfnH8LdAk1jxdLBZeFrbxyPs7N9gup5LcKMr85KSIcjpjcRz3oqv8M9MttV8STQT+EtX8Zxrbs/2DRp2imUhl/eErHIdozjGP4hzRXajnluf0IUUVneItah8O6Df6nOQIrWFpTnuQOB+JwPxrxzrPI/2g/iZBpemzeGrOZvt90hExjH3E6kZxgcdf/r18qX3jS48/dG6k5+ZPKz+H/1z+ddv42v7zVIby6Eq3N3cMxjkmPYsCRgevHNeUahdXU0jslu7iFd037n7gwd2GB5z0PbkVDeotNbnSLqjNG8rb51f70YwNvYjgds+tSppsV9Gjoyq2NolUEvjvzXN6DfSakwezfKr8rRsoKZzjljgjp079q6+107yow13LBHaBsquVIVck4OCOffnrV3ONx1sZF9Zm3M8vzy4HC9W4xgdfQVz0mpGaQypcxwyMcFhw0ecnHHTOfxx15rtbqzGoXzwi5+0xqASvllpFz/DuPr/AF7Vja9oy3E8G6wk8sYBbAUZxx2JHUD29aV7j5Umc1qepIkbh3i8suFbAIyCSMkcj0H+eIbeFJGAMwLMuBxgLhf6Z9e9S6kYrNN09jMlqDhTCDMUyTkydOOnQE81keZBJN+6mmuFcgCGG3kIUjpkYIXgj72PSgrl0ZNpNhHa2ttHJG0sykxvjAJw2cDt3/Wtja8cMtxGyuiAg89CB0ODxx+VJa2smpXe10aKLYDtEilhwMkk/Tt9K7vRNDsrOONTDJMtxlCxX5CR6H+vv71UUZNrqeF+JNJk1j7OG8yFWcuqqc7RnKkZB549OvrmqfhW3bVtN1DTtQkkN0jPBcIqguN5JjbGB8rA9ccEt/dIr32+8GzyRzw/YI5I0wykgbk46gnHHXsa43xN8K3t9f8A+EksIWijkiW3vrONAzyxnA45GGViWz2G7g54rQpPSx5j4Vi1TSbqCxu1eeaF/IW98wx+YmQMMAfvjI74PXuRXc2t5HLeTrGsKyQsEwqYRyOOmfXpk9qytWuNU0e+bTnmZDOjJ5twhlORyMAYHOMYJAzt57Cx8P8AwzqDeIriG6jmMQBeN5YvlAYjOc8g8YFIHfcyNP8ADcqalJdXsd6t9HIxW1aUBM54OAMY5yAe2K3tJ1S7vNQNnJZeYEPypuO7HTJIHzDj6e9dP4vsJf7QsbG1DsZYyEAXkMGA4PX2xzX1B8Bf2cpPCsdlrHiV1uLxU3R2Lrv2EjgvnoRk/KO/PWk7yN6ceVXZxnwl/Z51LxgtnqXiGFdP0bAZITF5c8y8YG3PyAjqST149vraGFLeJIo1WONAFVVGAAOgApR8tLVpWNB9FJupfWkUMavhr/gqtLt+GPhJCQA2pyZ464iNfcrV8Kf8FWrnyfh74MTCktqE3zMAcYjHrXTR+Mzlsfm54BbTYddmfVbvXbC18lgsvh+JXm3ZHBDOo24znnrjiirHw18RP4f8TXFynjHUvB7vbsn9pafHJJI2WU+WQjKcHGeuPlFFdaMWf0H1ieNdDbxJ4U1PTUOJJ4SE5x8w5XntyBW3RXkHUfDXiK3W2ult5bpPtUa4dZJehGARn8/yrhv9Lvo0SKaT7K5Cld2dhwMkgdj/ALXp6V7p8dPB0vh3xxNqUSOLO/fzkZc4jY/e5HQZBOPft38k1ia6OoTSsLYlbRxhADIWAwxzu7jsB61mzPl10O7+E/wv0TxFrQ0+KGK/fb5s8kp3oijHzEZ75+77817/AG/7P/g6FeLFlOAP3b7AOMcYHFeEfsVeKTqPjLxZp8kBidrWKeMsBkqrlT39XHp0r68WrjH3bs1qe7KyOAHwX0ayiZNPLwbvvLNlw31IwfxOa5LXvhzaNqSW02g3Dy87ZrWAvG2Bn7y4A/4FgnFe3UK2PpVW7EXXVHypq3wO0nVLyaSeK6tUYFfKmhcBSf4hg9ff2rmbz4Dx6SwW1u4nhQbCzs3mEdRkYwegr7SYhlwQCPeop7S3ulAmgjlH+2gP86Vg5Ydj4Nu/hFf2M0yxwR2yXLeZ51pIpG7gE4zkg981Ut9O8VeH7hoYI2a3JURtcIyqmOOFwOCM9W498Yr7ym8N6TcRuj6dalW4P7lQfzxXiX7SE2l/Cb4btq9vBe3LmZLW3s4IRMrsQzYI4IGFPPPbjmp1RXJGTtc+bbf4hX/26WC/0meIo23KEXGDyRkqF4zxkLn2wM0T+Nrb7LNI7LBvISZGRi6KSBggDuD796q6R8Wf+Ejb5/D8kIcfu/PVdpPUqAR1A/p0JFa8JGvXRkm068gkVQNkbCK2kUfNnLYJ468Z4HFJTT0CVBR95o80+JUJvNY0u/jupJLICUPCnykSHBV8jB2qQMEYHOc8Zr2bwvpuqeNrWysdOh8+/kUb/swPl9MbvvcD36cjpR4T+Cer/Fbxfb3VqY7fSLU+TcXHzBPLI+ZQDgkkjgcjoTivtHwz4X03wfotppWlWqWtpbRrGiqoBIA6se5PUn3qrNkqMUtjgfhv8C9N8JTWup6ns1TW4QfKlYZSDPXYD39/yr07PSpKTGa0WgxmKKdto21QrCUZoxRg0DGmvg7/AIKxMG+HfgtMgH+0ZmHrxGB/WvvEivgn/gq+u7wf4Gz90XV1x6nZHit6PxES2Pzx+Fd/PpfiKWSDxDovhtzbsGutdsftcLDcvyBPJlwx652jgHkZwSovhat7L4kufsVl4cv5RbtmPxPNBFbgbl5Uyui7/QA5xniiutGD3P6E6Q0tNZq8g6jI8UeGbHxZpMthfR7o25V1OGjbswPrXzn4w/Zz1a1me9spEleFWCOgLAqQQQQOf0r6gNNocVISkz5b/ZV+DmseF/GmreJNSjltrb7MbW3zwJ9zAk47hdv549K+paSjNXbSxT97VjqKbRuoJHUtN3UtAha5v4heCbL4heFbvRr5N0coyns4BAP610lJSGfN2j/slrGyRz3UVvbKfukecc9mBPOfqf8ACvSNJ+APhjTVg+0C51CWNdpM0p2k9zgdPzr0ndRS5UHM7WKum6XaaPaJa2NtHa268iOJQo+v1q1RRVAgpOaKWgdxKKWloC4zNHanUlAyNjXwH/wVkkA8J+A/m2n7XdEen3Yq+/Wr4F/4KxTmHwl4FTYJFe6usrn0WPnH9a6aPxGctj87/hdod1rHiO6htvB8HjRkt2c2dxcSwqg3KPMDRyISecYyR83Siq3w/wBDtNb1q5juvD2veJ4FhLC00GYR3ER3L87ZhkyvOPujkjnsSulGTP6GzTCac1MNeWjaQ1jSZoNJurQSDNFJSUDH0U3dS5oGLinU2lpMY6ikozSEFFJuo3U7C1FopuaUUWGLS02jNIB1FJmigQtJRRQAxq+Af+CsV1c23hzwB9nmlhBuLzcY3K/wxYzj619/NX55f8FbpzHovw8QNjMt8SP+Aw10UviCR+fngLxBbWOs3Eura74i0yAwkLNoWHmZtw4bdIny9T1PIHFFS/C3xBJoGv3cqeMb7wQ8kBj+22EDymXkHyyFZcdM/gKK6k/6/pmT3P6ESwqNnFfi5/w8Y+N4jGfFqliSP+Qdbe3/AEz+tQ/8PGfjkW/5GuMgeunW3/xuuVUUupZ+0jMPWk3ivxkX/gop8aWsN7+KkE28gY0+3IPTAPycd/ypLX/gov8AG8YH/CR20wznLafB/Rav2S7hc/ZzdS7hX45R/wDBR34xxR75PENrLL/zzSwhC/XO3J6dqrSf8FIvjYW+TXrRctxiwhK/T7maPZLuO5+yu4Ubq/G+1/4KSfGaCXN3r1qy91GnwfphKrt/wUu+Nar8utWeSerafCTj2woo9ku4XP2a3e9ODV+MS/8ABTD43rgnXLD8dNh/+Jq6n/BTL40tFxq+nbhyW/s+Ln9KXsvMdz9kWbPek3D1r8cI/wDgpj8bPm3atpzHsP7OjGP0qRv+CmnxnUKBqWmZ750+Pml7HzC5+xJYUm+vx5X/AIKYfGXahOo6WcnknT045pF/4KZfGRHCtf6W+ODiwTn8Qar2PmFz9iQ1LuFfj2f+CmnxiZHC3mkhxz/x4r09OtCf8FN/jIrfPdaSRnp9gH+NL2PmK5+wu4U3cK/IKT/gpl8YVeQG50pVB/58Rke3Xr0qsf8Agpp8ZNp/0vSDnp/oI/8AiqfsfMLn7DeZTgw9a/Hdv+CmXxhVf+PvSc/9eQ/xp6/8FOfjBlcT6Qf+3H/7Kj2PmFz9h91GRX4/f8POvjD8uJNH/Gx/+ypw/wCCn/xe3Af8SaQYwf8AQyDn1HzVPsfMZ+vTtX52f8FcJl/sz4eKT/HfEL+EHP8An1rxeT/gpn8XJeRPo8Yxzusjwcf73rXifx6/ac8Y/tCLpQ8VzWkg03zfswtYPL/1m3dnk5+4K0jBQ1uLc5j4U393aa3eSWmu+H9Bk+z7TN4hs1uInG4fKitDKA3HXA4B5ornPCPi7/hEb6a5/snS9Y8yPy/K1W189F5ByoyMHjGfQ0VSkl1Ja1PR/Enwx0jSfDvxFvY5ZxLoHia20mz8yUEeTJ9r3bwBktiCPnj+Lj0v+M/g9oOiar8W7e1lvZF8KpbGx3uPmMlzFG2845+V26Y5xRRTsibv+vkXZvhF4esrzWbTz7hYrfwTbeIkXerv9paCF2BO3G3dK2B16c1R0b4S6LqGufD60aW7W38QeHbvVro+YAVlia8ChTjp/o6ZBz1b8Ciqsriu7EPg34VaVr//AAqYT3N9/wAVVrE2n3v2dwvlxLPFGGTK8NiRjzmsq18A2LeD7bU0lm+0z+Jl0dyrpgwlAxIGDhs+p/Ciikkrf15DuyfxN8N9H0PS/ibKv2ieTw34ih0i03yLhona6BZsL98eQnTjk8Va8UfBrRdHvviHDb3d4y+HdHsb+1WVly0k0lqrh8LyoE74xjovvkoosgu/6+RDH8JNJbxFFp5uLryW8GN4iJDqT9oFk0+37v3N4HHXHfvT9B+EOkanqnw5tpbq7SPxFpF1qF4UZcxvHNdooT5eARbp1z1P4FFNRVwcmN8FfC/S/EOm/Daa5ubpG8S+JpdGu/LZfkiRrUBkyOG/0h85yOF49cW68A2EXgO61sXMxuYfEI0lVJHl+SYmfceM7sr649qKKVlYLu50HjT4Q6R4dX4o/Zry6ceFdbg02z81l/exyPMpZ8KOR5Q6YHJqHWvhNp2l654zso7y6eLQ/D1rq8LttJeSUWhKNx93/SHxjB4FFFVyoE2TWnwn0mTXLOzF5dbJ/B83iEuCuVnS1lmCdPubkA9cHrSeE/hPpmv3Hw8Sa7njPiSK7eZVx8hikkRQvHfyxnOetFFOyFdlPRfhzpusaD4GvZLu4jl13xBPo9wq4xGiC22suR94+c3qOBVHVvh7Y2Ph3xZfpczmTSPEcOjwqxGHjdbklm4+8PIXpxyaKKmyHdmn4r+EunaFefFCKG8upB4Uu4re237cyhrgxEvx1wM8YqbUfhFpmn6lrlul9cMth4Vs9djLFcmaWK1dkPH3QbhsY54HPWiiqsgux2m/CXTr3WvC1ib+42at4autalZdvySRR3Tqi8fdJgUHPPJ56VD4X+Eljr2pfDG3lvLmMeKZ5o7rywuYQlw0YKZHouee9FFKy/r5C5mUdA+Gtjq+geF76W8mWXVvEj6JKse3akYWA7h/tfvT7cCqXjn4c2nhnwtqGpwXMsktr4judGVZAuDHGgYP/vHNFFJpWGm7nmUnB68CiiiuY1P/2Q==) | SJM 1123 x006 080701 Fibula af kobberlegering
Oval pladefibel, eller S-formet pladefibel, Fragment. Rester af spinkelt kantornamentik og fortinning på forsiden. På bagsiden rester af nåleanordning og rustspor fra jernnål. |
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V43+VYhnkDjt1Bx65rDs/CsXhTw7b2FxfyrIgEl5dQx7lmmfjaQAemQQvpgYrg/F2qXtxqkPhHUbtbaCSRZNQvIGJaSI8JHj+FnO7PsAMnNa25dznlF1JWWx22i+Ij8QPFE2uX05WzsAYdFtY14CkhWuSe5bHB7D3rt9C+G+kyeI77WdMvrixmvUMsukW+0wmYAZZMjjjP1/DnPs9P0nVvD1toesW62DWYeWzvNOYLJaIcbAT0ZSvB65PpXY2vg46BHE9jr6zeQfma6UFiB1IC4PcjjsetZyv1O6nFL4WV/G3jC9+Dnw9u7lrv99cMYLO1lC+aZieHyvG0Ddnr+FL+w/wDANvFHiifxhroa6jt5RL5kg4mlOSfryfzzXj11dah+018bLXTdGVp9Ls5BaWo52EA/PL+J9ewr9Tfh/wCCrL4f+E9P0SxjVYraJVZlAG9scsahdzol7sbLdnRqNq4AxTqQUtMxCiiigAooooAKKKKAPwO/4TTUvEHwyuBqfiPUb69lfBt7jXyQ4DrgG2MZJ6f3/f2r9Dv+CUMgl+D/AIoIHK6uFJ/7YpivzxmddB+GV5pQ8SLfxr8wt7HXZDbuTIpH+jGEAnufn7Z7Yr9Df+CTqr/wpvxQ6kktrOWBGMHyUr0638NmMT7kooorzDYKKKKACvK/jb8U9O8B+Gr29vLkQWlrG0krg8nA6D37D3Ndj4u8TRaLZyKHxJtyxH8I/wAa/NX9oTx/qP7RXxBh8FaBcmTw7Zz7r28hBxIy43D0wuQB6lqrbUaV3Y4fw9pOo/tKfEa78Ya58mg2s223tpMlZAORGPYdWPvXq2oanfeHYYdNsJo7+KPcp+0OVKr82FXHGM4UDjjvxzrta2Hw98LR6baIsVjaR7XCnCqAMnLAcnqT65zXJ6T4rbVLV5Z4EsruOdcuinBt5FLxzDOSBtJ59RjNOKtqc1epzJ8upx2ueJdPvvCt7ObS4guVU2txZSAjy3PQk55xtwMf3vxHN/DGCaLwlqmpX0nkXl5IbOCP7uZI2IEu4D+HLc45O4nOa6nx41pcXEieWrXClPMkwMqw4RRxgncMjPTk9Kw/DWpXWoQWejzwFJ9IkEMuVz5yE7jIynoW3bsDu2B0wKTvqKN/Z2WxavtSm0nS7bX5JmuZLWQMllICFuZhlQ+AcFgT1I5x0zVizk0/TdLsr82cfixNXkJ1u6ulxvkdfkijHVVULxx2ArltJurbXtcvLy4Tbo2nFobC3zgz3B4MzDuBjj8TXsng/Q/CPj69niBufDlzeJ5d3DEQLS5kHKybT9xuO3enrva6N4xXV2Z1Gl/D/wAPa1occ2iaxPZCKNQYLxyxTuFB74/PFecfGLxZf6Bo9p4VtLyG81K+aSPzYFYOtvg7mORw5PHB6HNa/j6y1X4G2z6oz295pj7opkRtknOVUpuJGen4dqtfse/BG++LXj9vF2uBpbWMlyXG5VQ9EXPTr9e9T7q+E2s95dD6T/Yb+AcHw28FLrt3aqmpXwzGWHKoe4+tfUwPSobW3jtbeOCFBHFGoRFXoABwKlFSZSbk7klLSClqRhRRRQAUUUUAFFFFAH8/1jquPhLPp41iWNGfJsf7WmCH94Dk2wiKH1+/2z14r9Gv+CSqn/hS/ir0/tw4/wC/EdfnnL4gtL74WXNtp91JplqzDGkNrN1IM+YCT5PleUc9eW9+vFfon/wScz/wpPxRkYH9uHH/AH4ir0q3wMyjufcFFFFeaahWdrmsR6NYtM5BfHyqT19/pVy5uI7SB5pW2xoMk18pftQfH+18E+Gbu7EvmXrkx2tup/i7Z9s8n6U/Njs3seZftY/tAXrXB8EeF/MuvEmrnyXljYjyEbgkY7nnr0AJ9K5fwH8O4Phr4RhtYnVLuQiS4ujjdM+Odo7gds+/Fch8KfCN7pXneNfEsMl14h1QF0WQ4FvEeQWJ6EjHA5xxjrXa6prkV9qNhaveW4kuEa4hg3kMVXGeO3XvjPPvio+9qzOpJ01aPU5bxR4mTSNS03w7qNiItF1iRlSa53PvuAwYF+RnO8EduMelct4k8bSaHeW+liyz4iLpYxSRphPLwG+ZRj5Iyx+uPrlni7XdKuob6fUNtzp8MTGK8JLMbgS8JEwPLLknIHPA9Kk8C6XGy/2lrsijXLoKbmO5OZVjIO2NTkY6gsRnJOPpryq1zhu4w97cnTw7aRW8dndXFw2rShZTIzBoxITnHBwOcYA9MZwcDzLxB4sk8Ax6xYQmabW7y9NpFI+3CwIFUPnncCeRnrnJ6V6L4i1az8Ikmwfzr64lCQ2wA2I5PYnJwASc9Bgdawm8O6LqWm3+qari81wRu9y4G1ZEDEbojn5SvTtkKO5zSjqtDWEpL4tjKXwnY3F9ZvBqEljeMEEipzGzHGQMd8+1ereC/CutfD3xtbaZq9p9pt5S0kV5GONgUsHYf3SvXrXEf8Kr1TwLZ2evW162qaLJ+9nVV3PbAdSTnoBjr/8Ar9G+MfxDv9SuNN8DeFnl1TUbqFbdJIFLOsRTkKR6jdkdgDS22Z3rs0cxcW2tftVfFaz0iAyf8I7YyeTDsBKtjPzHHYkHBNfpf8K/hvYfC7wnbaNYKNqKu9goGWCgf0/WvNP2U/gHbfCTwhDd3UKnWbxA0jEcovpXvdSkKUr6IVadTRT6TJHilpgNPqWIKKKKQwooooAKKKKAPwDsr2e1+D9zYSXzwtvybBr29U/60H/UiPyD68t79eK/R3/gk7kfBHxNkYP9uN/6Iir86H8Ualrfwpuft+tzX00jgMl1f6g8hAlGMoVNufxb9cCv0X/4JPA/8KR8SnGM663/AKIir063wMxjufb9JS1V1KxXVNPubR5JIVmjaMyRNtdcjGQfWvMNjxb49fGKy8K6HfSG4WO3tkZic/fYdh65OAB718MaTZy/EzxM3jnxXL9l0S2lAsbWb7rv247gdT6njoK+pPjV+y9qOuJpz33iW3l8NWUzT3H2gul1KzAARqACp5B5J43E44rzPxRa6LHbQadFABDYwgxBhkAKNucfdH4Y+9VyScrLYp1FCFzF1zU49QsbmeJyIIP3rknG4YJGT2GAa828VpHdaXNqv2oWz2g86GXaVSNo1Ock9VOcYAwc9eab4x1bVrcXN5YSvdPZRPDNbSMTHJDLkOAuRuKjacdMDH8VZ9zPqPxg115ZXEHgfS5QCFBAv3QgYzzlMquSTgkCtN2cEubdaIjsbWTXI9L8Xappwe0tURNM0rhI4l5JlZcDJyQFz2AJJNQ3OuRWUUlzrHkXbyMcQxIyyLMSAFXoScBR1x9MV0firxBHZrLcyXUZsJFyqTYIRcFWGMYPfj37npxDeHdT1wR69GuHgTfbW9wh/dLuC+YRnBJJAPoDjg1akkrW0MknP3ti1/wi48SWcd/qFy1nds5jeJGLGEAMcnHJ4TnGOSOO9dx8O/2fr3XfAvibVbHUZbzUNNtvtcemyIF8zY6mRWY9RsLcdyK86tdB8e6tb3zGOPUo7SB7iZpE+eQKfmIYHrg5r62/Yx0mXxr4UvrfUIGuNI1KzuLaeRYyF2uPLdGb1OTwf7tJWudUIzt7+p856b8UpPC/wxtBc77i9vJGjt7LdlZPm4fbnpnnpg19Jfshfsxtp95beN/FBNxr0haeVWJ/dM33Ysewwx92x2rO8G/sL+K9P8cQeJtb1bRrp7C/UWViqt5SW6t/rMbcb/4tuMZ719q6XpsGkafBaW67YolCj1PuaXLY2bd7LYujjpT6ZSioEPWnZpgp1JljvbvUlRjrTxUMQtFFFIYUUUUAFFFFAH4HzWsel/Cm5s7bWLHVrRWB820k1VQ2ZAeEeJLfj3/niv0T/wCCT7bvgd4l4AH9uuBj/rhFX5tadebfhBLH5luRv4jZ9RMn+tHQAfZfz7f7VfpL/wAEn5A3wO8SD011/wD0RDXp1v4bMo7n27SUtNkjWaNkdQyMNrKRwQe1eYanhHx61i+161gtNPujBaI5DLGuXc4xu9hz/wDqr5K8dPPpqXLWcT3d4EGFkZgpIyQvB65yB719lfEr4V/Yba61vSvt18YlLNpsZDnHP3M4zjJOCSfftXxT+0NJdy+JLbw94dgS512STZHBECdjEAmRj0AUEH8RVaXC3MrM8zvLq9+JQj0XRJ5INO2JPqd4ePsykE7C3dyO3bHtmuwWHTrHRY9Mt7uK30O0Ty3jHLKijO7Awd5bjB9uO5l0Xw3F8H9Fi0eZZLi5kJuLu6k6PMfUY6Z/LFedeOPtmuazdXlpazXmi2bxtfX0KFQQRhYyx4G75sc5A6davfQ45xu+WOxZeK48QwHWXtLjUNMsyTaRkqPNbccOxxggHp6nJ7Vnt4+1+DWLu4h0y8s7F0VDao3mrsAxknHXGM9M4zxgVLqHxPtBatZ6fGdLV2BCSqU2YxgDkgjrj0BNeo/BNbTWLWW91cNJY3CtFMONxjdGXA464bI79KtaIKdO+s0dj+y3HdeILyI2UMdxLdSmDdImd0LH5g3sFGSevWvvvSdFsNDtfs2m2Ntp9vuLeTawrEm49ThQBk1yPwk+C/hr4S6LDBodvPuaJV868cNKFwDt4AA7dsnHJNd8RRc6BlKq06ipuUFOFIBS0hCinU2lWkUOqQVHT16VLDqOopKWpGFFFFABRRRQB+Bd1qEWpfCO5uLbT7LSbYuoW0tf7WYD96ASGeRrfk88k9+jYr9Ef+CTOP8AhSHiYj/oOt/6Iir867jQdQ0X4RSwX2mtZShgWFzb6kkvM3B6i2Hbqucf7WK/Rb/gkwuPgX4kOc/8T5//AERDXp1fgZjE+4aKKK8w2CuC8R/Bfw9rWrXes2lumj67dKFm1GziQPJjON2Rz169feu9pKAPljxB+xjd6x4mgnOv28+m8+bJPG4nwTyoUZBGO+4V9G6R4N0TQfDsGhWWmWsWkwoEFr5SlCB3YEcnPOT35raam07ku2x4n4r/AGOfhh4u1WW+udFa187JktrNlSEk9SFKnZ9FwOTxmtXwP+zD4C8AR2Kabp08q2cnmwi7uGkAbtkcA47ZFer0U+ZkDTTGWpCKRqYEeKWlNFUUhKKKKBgKdTaXvSKHU5TTKWkZ31HrTqYDTqgtC0UUUDCiiigD8BpEub74OteSWzTgPtN89tfsf9cBxLv+z47crnt96v0a/wCCTfy/AnxED97+3ZCf+/ENfmbfa94Ps/Ac2laZNNfagWBS6udMeCQ/OGOWF4yDjI/1Z/Pmvp39iL9uLwl+zj4B1fw/4i0rVb+4vNRN4kunrEUCmJEwdzrzlD+denU96LSMY6H655o3V8Rw/wDBWD4XSN83h/xMnGf9RB/8dq3H/wAFUvhW6ozaN4lQMCcm3g4wcf8APauL2M+xfMfaG6kzmvi9f+CqnwoPB0jxMpx3toP/AI9Uq/8ABVD4Rkc6d4mDf3fscOf/AEdT9jPsK59l5pCa+PV/4KifCJiN1p4kQEZybKL/AOO08f8ABUL4QMSBbeIyfQWMZz7/AOtp+xn2EfX+aM18iJ/wU9+DrRh9niBVzjmxT/45Sr/wU8+DjPt2+IMf3vsCH/2pR7GfYR9dZpGr5MT/AIKafBxyBu15c9M2C/8Axyp1/wCClXwbcNifWsDn/jwH/wAXR7GfYD6r60lfKv8Aw8o+De3P2nWTz2sOf/QqWT/gpP8ABlUVvtesEMSOLD/7Kn7KfYZ9UUV8tW//AAUi+DNxJsW+1YEgkbrA84GcD5utOj/4KQfBaTkapqX3dxzYMMe3Wn7OfYq59R0v1r5bb/gpB8F1kCnUtTAbo/2A7T+Oaf8A8PHvgr8+dY1AbcHmwbn6c80vZz7BdH1Dupc18vt/wUc+CiyeWdZ1Dthv7Pcg57ihv+CjnwTXrrd8O/8Ax4SUeyl2JPqHdTga+XI/+CjvwRkz/wAT6+XHrp0v+FWY/wDgol8E5N+PEN1uQZK/YZM/hxzU+yn2C59N7qWvl9f+CjfwPZsf8JFef+C6b/CrVv8A8FDvgnOqlPEd0c5/5h83YZ/u+lL2M+w+bufS9FfMzf8ABRL4IJLsfxJdI3X5tNn/APiaKXsp9iuZH4bhvevQdJsfD9r8PrXVNSty15cT6napIrPy6QWpg4BwArSOf+Bc5wKKK6ovcll/UtS8BMmpCxgm3tNffZd3mfcIg+yZye37/r689q1vHlr4K8O6hrulRwyxXtpdajDAmZGC7Z4hbjOecKJ+v49qKK1UtGyeXVFe6tfBer2/imbRopGFn9turcs0g22/2m2S3PzHk7HlHPPPPaodVvvh+6ax9hMy/vLv7Du837v2qH7PnP8A0w87r+POKKKfMLlNbXLLwPZ6TNfwiRba8N3/AGa26Ul9l/CqZHb/AEfzfvd/fFRbvh9d3F1BYvMZZWljtRmUZJ1CMRjJ/wCnUydfx5ooqubUVtCTUovAei6lqdhLI8c9uZotp3ttlXUlUDOD/wAugc+mR/ep2m6b4H1QalcwSStaWNr9onYM42A6rHEpweT/AKNIOnc+tFFPm1FbS5DanwA11CJLmUReUpYjzeG/tHB7f8+nP19+K0f7K8E6euiXGozywWt/aLcA73+cf2rJC54BIxbRk/UZ60UU1ITRF4X03wPreqaHp/2qaS6u2toZI1dxmR9RdGAOOP8ARvLP1PrxVbTY/AP2jTY9QvpYm/0dbzYz/KTeyLN27WwjbjufXiiijmHbUm8N6P4LvbOz1C5vJhb2zWJ1KRZGXyd97IsmMDP+pEZ47n14qlo48B3B0mS+v5IDO1n9t8t3+TNzKLgjC8YiEZGPXjJoopc2wkrjrXQvB9jD4eOqXc9t9uWwmn/eN/qXmnW4YYB6Kkf5mm+E9B8H+INQ0exF9PJeXk+nxSQrIR99phcAZXqAIcf73eiii+qHbS5Fo8PgNobKK+1SaMtJYicq7AoHjnNyR8v8LLAP+BH8J9P8M+ELjTINQuNRuFsI7vSra6uFk+WPzoLh7gfd7NEuPTnrRRSTuFiDRdN8AzNCt7q9xG7NpwLCXAUPbyvdE/IfuyLGo9N3erM3h3wfptxYw6lqVxbTSRabO4Eo4jmsXmlYYXtL5QHoG/EFFK+gW1HaP4X8H69qEFtbanPcXDx2zsqSAE/8S95rgjK/wzqF+mRz1qGzsPAfmRp/bUyBkgZx5gHzHTjJIPu9rnCfQ4560UUXC2pcbwr4PXR/7UGq3H2RQIWl84FfP/szzigG3r9p+T6ce9FFFDdhpH//2Q==) | SJM 1123 x007 080701 Fibula af kobberlegering
Hjalteformet smykke, med ret simpel geometrisk ornamentik i form af pileformede felter hvis spids fra hver side peget mod midten. På undersiden dele af nåleanordning bevaret, inkl. rustspor fra jernnål. |
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) | SJM 1204 x001 080701 Fibula af kobberlegering
Foden af en korsformet fibel. Stort profileret dyrehoved. |
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JreAzIFjLByATgkcKMA8nisUBd0dbVfDN8odHuXKfLIkYZTu/hJbccjrtFfrr+xtz+zd4GOMf6G3A9PMevyS0+1Nv4S1KSO481XMRZYfOwhyOGxhM/XPtX63/sdtu/Zx8DkjH+ht/6MeumluSz2xRSlc0LTq3JG7aQrTv4qXHagCPbUbJU+3j0pj0wKcynmvlX9tGQW8vhZyM/Lc5/OOvq6VRXyj+2xCLy48MQEkbY53AHckp/hXLiv4TNaXxo+aIWMzx7huU8/hUtyqQq+4bvTHeoVuChyPlUHGah1K6QzJ8vyZyWPTNeGkd259S/spsJNI1sLuAjliTbnj7pOf1r3pfWvA/2SVDaNrhXAjMkQXHsG/wAf0r31VK4Gc+9e/hP4KOap8TLNvJ5bCtq3m3KKwkq9azY4rrMWbaP0qVW9s1RhlzgVbhbOOakktLTxUa1ItAC/ypaBS0CL2h/8hzT/APr4j/8AQhRS6H/yGtP/AOviP/0IUVxYjdFRP51urD060/aecHFNj4b8D/KtDTdFvdWhupbWHzEtI/NlYsFCqPqeTweOvFYjNzSbUp4SvpZUjDOymNjsLY3c4+UsPwZfxr9c/wBjn/k2/wADD0sz/wCjHr8itOt54PCupMyyRozxsucgNyOf9YM/98N+Ffrn+xuoT9m/wPznNmT/AORHrppbky2PcV7U6mr90U8VuQHTFFLRQMa1MbpSmo2+XimBFJXyP+2jcY8SaBDkKRaMRz0y55/8dr62dwuSTgAZr4D/AGjvi1pXxC8bC4s43W0s4PsscjnmQh2JfA6DngHn6duHFySp27m9Fe9c8emuyk0ULssbSzeWpZvlJ9M/nUUN8t5bq8o2yj/ll/CoBx+PTrTvt+nNudbJri1iLMXkw7ZVcgkevFdDY2uh3EcU9xGJVuDz5DlGjxjIySBxz2zXjxkkzva0PoX9jd/tlr4otnJaIyRSBVJUpkNkZBz1r6Sfhsd68D/ZJ8P2mirrb6Zey39lMF83zxh7dgTtU9myMnIx0r3+T7xr38N/DRwzd3oIh+Wp42wRUIGKlj966yDRt5Oa0bc1k2/UVrW/akSXo+akFRx1J04pEjhSj9aaKd9aAL2h/wDIa0//AK+I/wD0IUUuhf8AIa0//r4j/wDQhRXFiN0VE/nYXAYFvxq/putXujw3EdtL5a3C7JBtDZGCMjI4OGIyOeTWeVOQD606PLKR1PrWIzqtLlkm8J6iZDJIiGNRncQvIxz5ZA/77X6Gv1y/Y5x/wzh4Gx0+xHHH/TR6/IzTbzzvCV7DIISUdFj+SMOAWBODvDH8Fb6iv13/AGPI9v7OPgUelkf/AENq6aW5Etj2xaeKYvan9q3JCmlgKG+tfLf7VHxu8W+A/EUOk6BfrpcfkJIJFgR3ldieCXUjHHb86zqVFTjzSLjFzdkfTkl1GvVsGqkmpR7vvCvzWk+P/wAQ7W6OoP4l1TzVcyukpDRAnGV8v7uOvGMDHatOx/bj8X6TM8V1a2GsKjg72RondSQMAqdv47e9YRxVORv7CSP0Ra+ibAyOa/NP4xeA5fh/8T9a0Zh59nua4t5GHWJxuX8s7fwr3rwH+2x4P8T2qnVPtWh3ajDpcR+Yhk4BVCmSevdR3rgP2kvGOg+N9f0PVtA1i31QyW7QXMccgYx7Wyu5eq5DN19KyxThUheL1Q6acXZniFosVnGZFEcrrEXW1DAllA5OM8cnHv8ArWvb6Xb6o6TSHLxSt8oB+6OMEe39BTzp6FjLEcA/eYKORitK1jMJJCgs3O4j17mvF63R230sz6S/ZPmSDVfEVrG2IpLeKTYPuk7jk/8Aj3619Ebt3UYOcV8l/s4a0NM8fQxOcJeQtAcDjd94fqK+skhWM/uwEyxZgoAyT1/XmvfwcualbscdRWY+pY15pm2rMEe7Br0TEs2sfzCtS3Wq1vF04q/HH8tSyCdegqSmL0pwpEjhTueaaKX+dAF7Q/8AkNaf/wBfEf8A6EKKND/5DWn/APXxH/6EKK4sRuion87XVvft71qaFrc2ipqAhLhri3aD5JCoGSASR/F8u4c9N2e1Zm0YqWMAqCfvfzrIo7HTZ2uPBeobIBAkbxqxhE22Qgjl+qZ+uPav1t/Y/X/jHPwL1z9g/wDZ2r8itL+yt4QvcRqk4kQMztGWY7hyoK7gMejV+vX7Iabf2dfAw/6cB/6G1dFLciWx7Mq9KXFOUUpFbkIhfgV4f+018D5vi54bgm0oomu2JPk722+ah5K7uzA8g+59a9ykH5VC6+1ROCqRcZGkZOLuj8o/HXhnxP4L1JtK1rSLiwlddmZoyPMXAyynocZPIrzvVPDpuYVZspdZKou3C8HPPYZ/wr9jta0HT9fs2tNTsbe/tm6w3MSyKfwIrxLxx+x34O8SLK+mPcaDO5yFj/fQg/7rcj8GFeXLByi7wdzrWIvo0fnJF4ct7Oz+UqsqfMWjPGeSDWn4Tt1huhE7bPMU7dy9GHJ5/OvpPxd+xL4w0eJ5NKey1mMZIWGTy5Pf5XwPyJ615drHwZ8Y+GZWm1Dw1qkbRnzAwtndRzjOVBGOtcUqVSO6NY1IyKo8qGMN5qvtXJC4GB647VbW+tYVDvLtK5ARRliRyRj1x2rHXQ7pZo3mSZWaMgM8e3K5yBjjOOfrxmo4PCM7S3dy9xeMLho2SPd/qtrjgD3C8+2fWsNDax6F8Pdak0/xJpepR5CwziUB+CcMAQf/AK1fdlndw31vHcQSLLFIMq6nIIr8+28Ia7fafbWnhzSL+4vonYGS3gaWOPONpbb3I5x7/Svsz9nPwXr/AIX+GdjF4keX+0ZSZWt5U2tCM42498A/jXq5e5a6aM5sRZOyPREjLdq07S3wBRa24kBx2OK0oYQte0cbYkMWKsouBQq0+kQC9KKKWgBadTf4aXNAF/Q/+Q1p/wD18R/+hCik0I51rT/+viP/ANCFFcWI3RUT+d4plhXSeFZNDjsdZ/tZQ87WzLaZ3cPtbBGAed2zg4789jzzt95hx3H402Pt75H6VkUdpp62/wDwhF6bee5c+bGZVkQogbI44lww92Qn6V+u37I8fl/s7+BQf+gep/NmNfkHpdmF8GXkqSpNukTcERsxncMAkw4z9JB179K/X39kPn9nPwGT1/s5f/QmropGcj2ZadtoSnYrcghZeKjZanYZz64pmC35UFFdl9OtNZRVgr/KmMv6UDIWWgr7VJtpMcUAYHinwNonjXT2s9Y0+K8j6o7DEkZ9Ubqp+lc3afs9+AbdVH9gK7KMbpLiUk+5+avQwv51Kq1Dpwk7tFKTWzMrQ/Cul+G7EWelWUVja53eXEuAT0yfU8D8q0ltl7ipwPSlrRaKyJuynFamGQkfdPNWdvSn9qSqAPekpaKAAUUelFABTqbS+lAi/oX/ACGtP/6+I/8A0IUUaH/yGtP/AOviP/0IUVxYjdFxP54GHyKT24NbvhnwwfEFpqU/2kW5sYjNtKghsI78kkY+5jjJyRxjJGEcbWHU7h+lKrMm9VZgG4YA9e+KyKOw0+1ax8KXiSm1LTSRyJ5c0UjgZHGBLuH02H8K/Xz9kddv7OvgMdP+Jcp/8eNfkRotrdw+B9Qd4biOCWRHRykojfBAzkLsPPqa/Xj9kb/k3XwH/wBg5f8A0I10UjOWx7KvbNOxSL0NO/hFbmYh65qLbt4qVqZ1ODxQURt1FMK8+1SMPmNI3LUFEW3pRin7aMelADMd6evvQByKeuKAFopep9qTueKoQUlLSUwEpTSUUDClptLQAppe2Kb1pc9qAL+g/wDIb0//AK+I/wD0IUUaDn+29P8A+viP/wBCFFcWI3RUT+eBfl3ORweB9a1rfwrqlxZ/aUtcxND9oDM6jKAuDjJ5P7t/lHPyniiis4q42bGh+U3hPUXbyhKJUxny9+Mjpkb8fTiv2C/ZHXH7OvgEf9Q1P5miit6e5Etj2ZacaKK3MxG5pjdM45oooGNPH1ppHNFFBQjdqKKKADbjmniiigAzzSetFFUAlHeiimMb680LRRQAUUUUAKvXFHrRRQI0NC/5DWn/APXxH/6EKKKK4sRui4n/2Q==) | SJM 1212 x054 080701 Fibula af kobberlegering
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) | SJM 1212 x055 080701 Fibula af kobberlegering
|
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) | SJM 1230 x001 080701 Fibula af kobberlegering
Kuglefibel bestående af to kugler, samt delvist bevarede nålefæste og -skede. |
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) | SJM 1230 x003 080701 Fibula af kobberlegering
Fragment af fibel med cirkulær flade til knap (rygknap ?). Der kan evt. være tale om midterste del af mindre ligearmet fibel? |
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) | SJM 1230 x011 080701 Fibula af kobberlegering
Korsformet fibel, fragment bstående af fod med kraftig profileret dyrehoved. På bagsiden rester af nåleskede. |
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) | SJM 1241 x001 080701 Fibula af kobberlegering
Cirkulær fibel, let hvælvet. Slangeformet dyr, tæt slynget. På bagsiden rester af dobbeltfliget nålefæste og -skede, samt øsken forneden. |
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g9BZ319cfbT9xQwOeRkjn8OfzrKppFm1PdHumn2Bjt7Sd/nijkKs27Geg+96cd/5VJHJHNJ5nlNMI8FHA4HJAPuRgD9ewqfwXJG1vFbTTYiV2/eq2QAwPB46c/hT1tZba5uIFZlTOBnLdTnA9uAfx96816HWi3Z+Eb7XvC+oFFYPbAk7iQ23HOCT1+tcV4XuLiC6ntyFWSyuDHvzgSYJHH+f8K9G8D6tdaTcyCQvPbXCvAyo+SysMfKex4BH4VwdvCtn4nu13tEEd2ZX4YcjBP1GaSbs7ja1OktTcFQ2CvzADGMjnjI+mOvSvp74aW7aD4B14TN9nvJkFyVIAP7vJGD7Ajrxmvn74etFa+IdIkuW8+3mnCtG4yWBYHH+elfSHibTH0lbx7PEC+Sse0EsQzEk9R6MePbvUxV7sib2R4PpCXMnxd0O1klElvIs0kkgByIVV3dcAcNgMAfXFdh4Q0lPFlv8NPHVzcMwskvbbyISUkeaK5kkWRMcOoXaDz0Tgdaq/BnR5fEnxK066dYZNtrOvmONpOQFkjXHfyySO5+b14+ofhj+yTa2/hfw/bavql3Db6PqF5fWENqoidY7ndujLYyFw8g6Z+bgjAros5WS3OZ6O57d8JdNfSPhr4dtpHaSRbNGZnQqx3DPIIBB5xzzxzzXXUyGFLeJIo1CRooVVXoAOgp9di0VjM/NL/gsQ4D/DpNuSyX3zZ6f6ntX5s+GYdMm8QWMetX1xpmmNLi4u7WHzZYl/vKm5cnp3r9If8AgsTIwu/huoPHl32eP+uNfnZ4Djv7jxlpP9maJH4m1Dz18rSbiBpkuTg/IUUgsPbNd0NkYy6nq02i/BK4iaGb4o+L5IzwVfRQVI+nm0VtfFhfHK/D/UzrPwE0Pwlp4VPN1qz0WS3lt/nGCHLkLk8dO9FXJ2exjGN1e/5H7n0hNBNJXGjpCkoopgFFLSUALRRinbaAG4pdtOpQKVwPy9/4Kmfs8x6H4mtPido+mSmz1RPI1l4VJjW4XaqSN/dLLx7lD3Nfnxpt8+izCSCV13YwFOAR3z7V/Rv4m8L6X400C+0TW7KLUdKvozDcWswyrqf5HuCOQRmvxo/bg/Yzn/Zv8QJfaVM9/wCENULvZTsv7y3dTzBIehIDAhv4gDwMGjfQtHBfCzx1Nrsd1azlBNb8IyqBvByB6dK9DsdW/su42zo0lrcSAyBTjYSpUtjjI/xr55+EGuRaL4ujFyuY5lKA54DZypPqM9q+htYsvtF/FFAQMxbwAQSCuCckZ4xtPp3HvwVYpSOqEnY6S11L+w9UzN88YGS5AZe5Bx6jjH5dqwRYpea5NqEoObqJYvmAxjIJzx7jtVS1mk1K5t97Msir5ZByQ/YevOea25IDC9vGYvnVApxnGQOOo6/4VzcrRrzI2PBNmmpfEDw+Lp1t7f7QGzJjaMAggnOOpH5V9XeOrEDSL+IgCQL5o8tQS2Txzxk5AH4/Svnz4UeBZvEQu7lB5VsqsFA/hBOcrxzxn9a+pPhz8KNZ+ImhsNQnS101nX/SCu5njwpKqPUjIzxjjrWkVf3UYvuzm/2b/gze6p4qtNbu7YW+kWoNzHFuzmRxtBB4ONhI9x2r7OrN0Lw/ZeHbNbayi2LgBmPLNgYGTWlXZCPKrGEnzO4UUUVoSfmZ/wAFhpdl98Ol2ht0V6ORnvDX50eDYLF/EWn/ANpa3ceG7Zp8PqdvC8r26gHLhVIYnOBwe5r9Dv8AgsZ/yFvhweeIbztx96LvX58+B823irSpBoMfi2Rpcpo/zuLjqChWM7898D0rthsjGWzPSfiNb+Eo/Bt9/Znxw1bxXeYXZo9zpt1FHP8AMMgs7lRjryO1FdD44s9b8SeFbzTdP/ZvPh27uAuzUrOxvTNFgg5Xdkc4x+NFXKLuZQkktWfulTeadR1riOgZS0Uu2qASilxS0rgFOAoApaQBSgUtLU3KsJXK/E/4X+HfjB4OvfDPiiwW/wBLuhyOjxuOjo38LDPX6g5BIrq6KQz8F/j98Arn9nX483PhWeR5bFbhZrG9kXb5tu/KMPcdDj+IEdq6SMyWslncRPnKc56df/rgdK+1v+Csngey1T4Z+D/E3lY1XT9WFkkyD5jHKpJU+uDGCM9Mn1r4y03TRdTIjsJEhXHpnaR6fj+vrWNXozensXtPmlvrp5YUAG8uWY4ywGTkd+vau70vRLnxLcaba6fa75pGZgWPBAJHHXtj/HtXMafbw28Vvdj90gG/OM55yenf2r0X4R3003xB0SaC23QrI6ziQsTtUAcbeckuAPcgd652ubQtvlVz7G+Bfwrgm0OOOezNnHGczMp+8w7A/Xnrj26V9Cabpdro9nHaWUC29vH91EHH/wCum6PaR2OmW0MUflKqD5SMHOOc+9XK6oQUUc8ncKKKK0JCiiigD8w/+CxCrJrPw7Q5VvIvCGzx96Lgivz28AxmPxtpgfxGfCAMhI1oeZ/o3B+b9383tx61+g3/AAWJXOufD1gQCttd8dz80dfnj4KubWPxXpzX2hN4ltUky2lLI8ZuBg/LuT5h65HpXbDZGMtme5+PPE2p+G/Dd1f6R+0jd+Jb+LaItNt5r6KSTLAHDNxwMnk9qK5P4l6x4YuPCN5Dp/wRufCN5lAmsSahdyrD8wz8rjacjjn1oq5XuZwimtf0P6AKKWkriNwoopaAEp2KWigApwpFpallIWiiikMKKKKAPEv2yPhXqHxe+APiDSNFtVvNftTHqGnRMM7pYmyVA7lozIoHcsK/Lfwrqt5pdxPpus2EtlqPDBbmIxmQn72R1ypVgfTjNftrWJ4q8E+HvHFitn4i0PT9ctVOVi1C1SZVPqNwOD7ik4qSsxqTjsfkBJ4gstWvJ7OOC5WaCZftO5PkTcVwcjO7gk8Z4z1619vfsT/COT+xofGOpackVveAT2bSvuZiGKghOQoyofdnkkelew6L+yj8KvD/AIgm1ey8H2azSoYzbyFpLYArtI8liUwVyMYxyeOTXqllZW+m2cFpaQR2trAixxQQoESNAMBVUcAAcYFJRjHYm8pfET0UUVQwooooAKKKKAPy9/4LEMv/AAkXw+XJWT7LdEHHH346+Bvhi19D4+0h9J8SweFNQEh26xNI0aW3ynJ3KCeRkcDvX3t/wWIz/wAJJ4CKuqsLO54PXG9K/PXwXc6dZ+JrGbWNJm17TlbE2n2twYZJRg4AcAkc4PTtXdDZGMtme6fGW98Xt8P9Si1X47aT4zsmaMvottfyvLN84xhWQA4IDYPpRWNdeNfgyitNP8JdfiUcYk11wmfr5fFFW0m9/wAzKDaW35H74Ku3PJ5560baX2pdtcB0jaBS0lMQdacBTRTxSGFLRRUlBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB+WP/BY2Qp4w+H5A5+w3PP/AG0Svg34S3Or2/xC0qTQNds/DOqh28nU7+ZYoYDtOdzMCACMjkd6+6/+CxzL/wAJv4BBYg/2fccdv9Ytfn14NuNCtfE1pL4js7zUNHBbz7fT5hFM3BxtYggc4PSu2HQylsz6E+N2qfEp/hzfxeI/iv4T8VaS0kZk0zTL+GS4kO4YKqsakgHBPPaivNPiFrHwpvPDMsfhbwv4l0vWty+Xc6lqEcsIGfmBUICTjpzRVSepFNWR+2UH7aXwTuIzNH8QdLYdDjfn8tuamk/bM+C0Q+f4haQp/ul2z+WK/A06lMy/fYD0HSljvLgNhC2T9az9nE05mfvnb/tifBq7kWOLx/pLOxwF3tyfTpU8n7Wnwih+/wCPNIX5dxzMRtHvxx+NfgnHrlzpkfmI224YYDj7y/T0qjNqlxO2ZpXYdduafs4iuz9+4v2svhDLD5yePtHaLJG7z+OBk9vcUz/hr74Noqs3xC0VQ3TMx5/SvwKXV7hsZkYIvG3t7Clk1a5lckyHbjau49Fo9nELs/fdf2vPg05AHxF0Mn/r598VYX9qz4QtGHHxC0Laen+lCv5/I9QkU4LtgfrTm1SaSTcznavA9/al7KI+Zn9AR/aq+EKxhz8Q9BCsCQfta8gHGfpT4f2pfhJcW7Tx/EHQWhXq/wBrXAr+fqTVrgbi8hYMAu09NvYe1RR6nM24F22uu0jP4gfnR7KIuaR/QXB+1J8JblisfxB0FiOv+mLSTftTfCOGTy3+Inh4PnG0XyH+Rr+fp9WmW3VdxRwMZHHy/wCP9KrrqEvA3MRij2UQ5pH9BJ/au+Dqkg/Ejw4pHXN+g/rTk/aq+D8i7l+JPhsjpn+0I/8AGv59prp2kGZNxxzz04pn9oPyQzBewzS9lEfMz+g5/wBqf4QRqGb4k+G1UgEE6jH3/H2pYf2pvhDcMoj+JHhtyxwMajHz+tfz3NqEjKF3MR2pq6jLsI3nGfWj2UQ5mf0LXX7T3wmsVBuPiH4fhBbaC98g5wDjr6EH8RSW/wC1B8JLzPkfETw9NyF+S/Q8kEgdfQH8q/AL7TdarZWkEku3ylLBmPUH/wCsB1qWz1i303fFDI8rZBMjH5QQew79afsoi5mfv437TPwoVWY/ELw8Au3JN/GAM9B16nPSom/ai+Ece/d8R/DalCQwOox8EcEda/nv1LV7m4m/eTM3AwvYfQdqZHqjeUUcsUb35B9RS9nEfMz+hD/hqj4P4J/4WT4bwOv/ABMI+/41E37WXwaT73xM8Mj/ALiMf+Nfz1tfTHf+8Y++etRteSsmNxxU+zQ7s+5/+Cqfxc8H/FLx94Pfwj4gsfEMFnp0qTy2EokSNmkyASO+BXyB8JZdai+IWlP4dv7DTNYVmNvdam8SQIdpzuMoKdMjnvXISSEnk1CzVovdJfvKx9geOPDfxg+I/huXRtd8ceA7vTZHWR1j1GwibKnI+ZFBH50V8f8AmMP4jRV8ye6M1CUdE/wPX7WK2b4Ga7MI4TcJ4gt1V9o3hTFJwD1xXbaVZ2TfG74aW8dvavbS6VYPNHtGx3MRzuHck4ooq/6/EzfX+uhyEK2z/CTxzK1vB9oj1u1WKTaNyKRNkKeoHA6V1ENlpbfE74OQmytXtrjTdPa4j8tdsjGR9xcY5980UUf1+If1+BgafDp6/Dz4oP8AZonuINQtFtpBGC0YMsoOD2B46egrcutK0keM/gjGLOFYLuys2uVaNcTE3Thi4x82feiin/X4i/r8DOgsNKk8O/GSRrWBZbW5gW0byxuiBuyGCf3eOOKuXmm6WV+CDnT7ZY7xf9KAUYm/05ly/wDeO0Y59KKKff8ArqH9fgXdQ0fShqnx7zYWxSxWT7IojX/R/wDT0AMfHy8ccdq53WNN01fAPwgmW1gjnvJ7wXLog3ShbpVG898DgZoopv8Ar7xL+vuOt1PQdGt/il8dbc6da/Z7HSr1rOLylKwsJogrJ/dIBOMetcLr1jp9v8Dfh/ex2kKXtxq+opNcKg8yRV8jaGPcDJwPc0UUn1Guny/I9I1Lw7okHx8+Kdmul2YsLfw5eSW9uYF2QyC1Qh1XoCDk5HrXnGpaRpg/Z10G+WK2j1J/EV1FJd7f3jRiCIhCQM4BJOPeiinLqKPT5Hpz+F/DrftTQaedLsRpg0FZTYmAeVv/ALL37tuMZ3fN9fevMrbSdNH7M15qhsoTf/8ACVx263bIPMEf2Zm2ZxnbnnFFFD6/MUenyPQLLw3oaftJfDbSfsFtPpNxo+nyzW7RDy5ma03FmUjBJbnmuD0HR9Nm+AvjbUHtIGv49es7eG4KDzI0aOclVbsCQOPYUUUf8Ea6fI69vCuiyfGj4G2I0+1Ntf6Vpct7D5SlLhmkfcXH8RIGDmuX0nQ9Nn+FfxduHsrc3FjqVmtrKUG6FWmkBCHsCAAfwooofX5/kJdPl+Zs3XhvRv8AhLv2foF060EWpWVm98vljbclr2RWMn97I457CqI8O6OfC/x6mGn2/mafeQLYtsGbdTfFSEP8Py8cdqKKX/B/Ifb5fmc18ftHsNGT4e/YbOG0a48KWNxceSgXzJGL7nbHVjxk15MTRRWM/iZvT+FDT1ooorM0P//Z) | SJM 1241 x005 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af dele af hovedpladen med ansats til bøjlen. På bagsiden rester af dobbeltfliget nålefæste samt rustspor fra jernnål. |
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) | SJM 1241 x007 080701 Fibula af kobberlegering
Korsformet fibel, fragment af foden med kraftigt dyrehoved. Rester af nåleskede på bagsiden. |
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) | SJM 1244 x001 080701 Fibula af kobberlegering
Korsformet fibel. Fragment bestående af dele af hovedpladen, bøjlen og rester af foden. Rester af enkeltfliget nålefæste på undersiden, samt rester af nåleskede. Nederst på bøjlen få tværgående furer. |
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) | SJM 1244 x002 080701 Fibula af kobberlegering
Korsformet fibel. Fragment bestående af hovedplade med endeknop (sideknopper brækket af), samt dele af bøjlen. Bøjlen er kraftig tagrygsformet og er nederst i lighed med hovedpladen ornamenteret med bundter af tynde streger. på undersiden rester af enkeltfliget nålefæste. |
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) | SJM 1244 x003 080701 Fibula af kobberlegering
Korsformet fibula, fragment bestående af hovedplade og det meste af bøjlen der er kraftig tagrygsformet. Hovedpladen med to bevarede knopper. På bagsiden rester af enkeltfliget nålefæste med rust fra jernnålen. |
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) | SJM 1246 x001 080701 Fibula af kobberlegering
Urnesfibel, dyr i profil mod venstre. På bagsiden rester af nåleanordning.
NM: Pladefibula af bronze udformet som et dyr vendt mod venstre. Dyret har oprullet bagkrop og er i en tillempet Urnesstil. Kroppen er fremhævet med konturfurer. På bagsiden ses to parallelle, knækkede flige, en i hver side, til nåleanordningen |
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vHd/brmSXEcaqSRjjHv9K9H+IHwc8bWPh+PWrzR2exs0jdnhdQUXIB3oG3AY68YA69DU/7Mug2cnxStY55Y5zCjTW6P1VgrHAHqD39vwr7s06xjuIzHIiyRuCrK4yCCMEEdxXRTpqom2K7hofGvwv8AEFvbQxaVIxFnLGytuP3WyNoHHJHzV0ug3S2Pii40iSbF0kpbawyHXZw3sD/hXCfFHw+nwy+NOp6N4fje4063liulh5xCXQP5WfYNweeCAc4NdfqEn9qXOm+JLSdrdwv2a9VlyWUYPUHhgMc+3tXnyi4tp9Dss+Wy6nsHw31T+y/G2hSRTqGedbVkY7d6sdpx6nkH8K+q4ZK+PvDKwWV1oWoTqk88M0cgAHAJcfOM89cV9dxtgV6mBfutHDWd7Nlvd1qGTPNKrd6SQ8V6hzn5u/8ABWCaSHVPAIDkKYbw47ZBh5r8+Y5A8oWSXYM48wgttr9B/wDgq+pbVvh9/caO7De/zQ8V+dpb94BjIz9KiW4Hsq+Cfh0q4uviwwZlxui0W5P55PI+lcd4q8PeEtB0wz6D4ybXL8v5Ztv7LkgUxsCGbex6j0x368VvXHxA8DSafJCvwvRZWTas7azcEpxgEDp+FeVyKN3y/MP0ptgRhRnJKkDtzzRS+WmwszEPn7pHBGPWioA/oMupODWJeTZBrWvDwfSsG6+8fSpZaKkh618R/ttXUt78RdMtA5jjtdOSQlhleZHJP6AfhX26RXyd+2V8NNTvtUsPF1v+802G3WzuFTO6Jt7FXIHVTuA+v1Fc1a/Kb0/iPDdVnS41LTYpYi14iqi3GDkoQOTzz1HSr3iH+0rHwzc2+pRQx2Ua8TdSrZ4bkE5GOmcc1H4BuDe+LNCa5Q3CkCIMyH5SjDH5gg17a3w9tPiZ4kbS7+Ob+xbVfPuY1JUTMW+WMkHgHk8c8H1ry0m5KCW53O1nJ9D5b8Ga7ZalcAT3KLKh3i4U7CxU5GRnGcZ/Ku40vwXFrWvQTWpRftBzHGg3bjnkg9CT6j1r0b44fsy+GPD/AIVvfEXhvTm0y5typmt4XLROhYKSFbOCM9iBjNaf7PMdnfXkFoIlDWkLeWgyQjA4Iyec+3bFbTg4zUe5zJKS5lsjkdT+BfjKHwzPDFp9pdIpDeSkwE7DOeOMZHpu554roPgnppj8dRaRqdu8N3ahnSKaLY2NucMCM+hB74r6S+y7Tg8V4h8fPE118O/GXhPxHZwqpWOaGSQ9JFBQ7GGOmGbGOeWradGMLNEQqOWjPoG3s/bivGP2rPh9Yav8PZvEH2eJdU0d0kjnxhnjZgjRk9xlgfqK7D4e/Hrwp42tUxex6de7QXtrpgvbkqx4Iz34rhP2nfi5ocng2Xw7p98l1dXkqGbyuV8tWD7Qe5LBenbOa3nOLi9TOEXzXPm/w74x1bRtQg1rTC1k8MgZGULyecgDuOe/XJr6E8P/ALWniObRJbaXTLePUPMCJqQQ7EUjOWjz19845HFeCaPJpsz20DGOCUwt+7ViA79R/Tj2r0K1+GMt3faS8ct1d3GovtgsYG+UKBgsccnAJ7dq872koaLQ6FHmfcp33jBdc1241qYw3erSnfcXGOCTxnnrjjp047V0Wj6isnhvU7adkjhmIk3Buu7jHTg/zxXTeLP2N/EqWdnpfh2OG7gacSvqHnrCyw4A8h0YnkZZt6Ek5IwO/m3iz4a+MPgV4qXw9q8lvqy3tqJ4bm1ZgJF3sBgsFyy7Rkf7Q7GnKnKKbaK527Wdz3vRlNvo8GE8xVVEA6qRwAcdugPHSvsBWwK+PfBMj3l94ftZme3lkmihMKgbZmYAnjsMlvyr7BWuzAp2kzjqdCxG1ObpUKtTy3FeojE/OL/grMxj1D4etzjy73H1zDX52xkCZT75HOK/RL/grMM3XgA4yfLvefxhr87Y4xuDOdq5+91P4VMtwPpZrj40tYuG8ZaH5BhbMI8R6dl02nIwJcngGvmmaY7iAFH+yvSvU5tO+EK2hEXiXxc0/l4x/Y1uAWx0J+09M15SwOfanICazvms2dkjhkJGMzIH289gcj9DRVcbWzn5cdMUVAH9BV8pwMdzWJdRHdXS3EYbnHNZN1D14oKRjiKquueHYPEmiX+mXKgwXcLwvkZwGBGfw6/hWx5Pap44xwamw7n5i6tDqvgHxjcafdQpBf6ZfbXKghDzjd9CMH6AGvqnwBrFpouqT3V0zJDqKoJu6wyKD8xx2OTzWN+2h8H5763HjXSYtzRxrb6nGg+Yx5wkvvjIU+230NfO9pqutz6RYzJq00kEKYKI2x2IIHJbvjPfBOK8ipF0aia6HfGXtIu59UfHDxlokngu80ezvIby5vlVWa3YOsSBgWYkcZ4xj3r5s8I/E3TfB+rXE8F4U+zJtR/IbBY8nHHrjJ6e9cZoMniv4jakLS2vLhEmZo28vPyoTySR6YPGOeBX1T4R/Y28J2WhxrrRur6/kTc7K4RY2I5wAOvb0rRxlWmZcypx02LGg/HzSte037RBLa3kij51SYRsCOvBFeDfHzx9d+N761Se2SG0tyTb28LeYcEjczHHOcDp0x9ay/jR8CLj4M+KC+ny3L6DdJ5lrdGPJVxwY3YDAYdRgcjt1xzcHgvW7bwnqXim/guJ9HsAoMZjYea7MoVQSPlHIyf6kUpc9+VsWlrpFK11KGLzURPJJGAFRm+XJJGeO4B61reE/D9jqy3uoXs80MMUqGObjYGIY7Mdzlfxz615xo3xAC3e2XRpEjabczCRneNc8kcDoM16LY/ETT9P+zWNnc+Q95drMklmcG3CDCMeP944yTxz75SjLawRSvqz2bSf2SfEGsaPBqltd6fFc3EfmJBdF0YbhwTtUgHBBxz9a1PDvjHxH+z/AKp4d8OavptrLqlw7BPOYXDR2y4BcMpyofJAz/dORxXDX37YvxM8CWZtmttL16KP5VvJrYiU8cZCMo4x6d68f174peI/ib40j8U67evZ3zoIlktIgioiggIAPr39a15abinTepXLKL12P1O8OfF7w9dWkUl5cHTpGUNtlUsvIz1A4/HFeFftZeO/C3iK68I3+lX32+80yabzXt4mPlI2wjdlem5R9M5r5Y8N/FTxVa3kYvpUu9Ktp/JEDoFeUHOSrH2I6jHP1r6P+GPwp/4WN4meS3SaPSsqbqUgGPHXvkFiOMH1pSq1Zr2bV7goQXvbHf8A7O3hSbxVq1j4nuBMLGwDGAyRlRIzKQO3IGScj0FfTS1DZWsdhZwW0C7YYUWNF9FAwB+QqevTo0/ZQ5TjlLmdw3fNTt3y1HkZ96XtXQiT86f+CscirdfD8ncW2XuP7vWHrX51tIzP03HNfon/AMFYkD3Hw/OQCFvcA555h/Cvzs2lJB2OevapluB7udZ1aK3jcfAnSCqx5ZzpeogDHUk+f6Dr9a5Ob4yaW0Tovwz8HRlv4hBdZH0zcV0snh3xQ2nsX+NOiGMxFvI/4SC4JPH3cbOvbFeGbV5LseuOBn8abbQhq4MhyPcYopG/1mA+4eooqBn9D8ydaz7iI1qyLVKZaoDLaPmjbippF5PFNVPapGZ+o6fDqVpPaXUSXFtOjRyxSDKupGCCPQivhf8AaF/Z71n4X3D6/oTSal4SEmZbYDM1kp4xnuvPDfQH1P34tvuqtqGlRXlvLDPEk0MilHjkUMrKRggg9QRWVSmqi1LjNxPhj4Fab4d0PU9Ou7eWS4kcxpJIMkMuQxyo6cgV9mRwE9q5DTP2d/BWha1/aWl6SdNmZtzx20riJzkH7hJCjjouOpr0mKzCgcVlQpSp35iqk1K1uhgahotvqFpLbXdvFdW8ilXimQMjA9QQeDVWHQbSK2+yR2kKWoXZ5CxgJt9NuMYrrzZhh0qKTTwegrpMj5u+I37IfhXxdf299oxTwrdoxaX7Hbq8MoJz/qyQFOf7uPcGvKNf/YE1VUe40jxDZ3tzuLLFdxNCPwIDc+3Ar7jbTz2p8diQ3IrN0ot3sac7tY/P/T/2N/ibeR7Lq1tvLBD7WvY9zHoV4JAGO/vXpHg//gn3d30Kz+JvEUNjMRu8nS4zIVJH99sAEewP1r7Jt7UL2rUhjAXNSqEEDqyZ4v4b/ZB+Hul2tkupWE2uXFvEEMl1MyIzf3tiEDP1zXsuiaFp/h3TIdP0qygsLGEYjt7dAiL+A/yatr24p6nFbRjGOyIcm9xQNtLSUVoSN4pKc1NNUB+c/wDwVkz9o+HvPG29/nBX537zv+Ykj2r9Df8AgrIf9K+Hn+7ff+0K/PHb+8GOaiW4HqT6h8HzasF0rxl52w4LX1oV3Y4/5Y5xmvKpGC5wuQ3oelfS39l/HSW3ESfDqwWMoFBXwjYA4xjO7ye/9a8b8XfBvxt4G0w6nr3hu+0qwZxEZ7iPam5skD68H8qbWgjiAR6UUpyvbgjFFQM/onaq8kdWmXmmMtWBnyQk9qRLc1fMdOWGkBXjhx2qRrfK1ZWMU5V7UAZb2oz0pBCPStF4xULR80rAV1jOOKXyfUVMq4PFSLHu5osBU8j2p62/tVry6cI6LARJEPSp4+BS7aVV5pgAp4pdtOVaAEPT0pAaft3dKbt20wGNTc9akZetRsKoD86P+CsChrj4f88hb3H/AJBr88CQPbtmv0V/4KtHYvgZlHz7bwZPYZh6e+cfrX51Mwdsk5PfuaiW4HqLeB/CS2Pmf8La09pAm7yV02+POM7c+VivLJriSZSHkZgD0JJFenDxz4E+xmMfC+J5tm3zjrF197H3sZx74ryx1ZZCuMc4waGIZuIJGaKFXJwKKkZ/RVS14Ev7cXwWZto8cW3/AIC3H/xupI/24Pgu8hQeNIS2Cf8AjzuRwBk/8s61Ee9jmnAV8/n9uz4JqM/8JtCfpZXJ/wDadK37dXwVWRUPjSMuSAFWxuSef+2dFgufQFFfP0/7dnwVt9m/xioL9B9hucj6jy8j8ar/APDe3wTbp4xB/wC3C5H/ALTosB9Etio2G6vnYft/fBLp/wAJcxPp/Z9z/wDG6Y3/AAUA+CgYqPFUjH20+4/+N0rAfRO30qSL0r5vP/BQX4KKrN/wk8x29f8AiXzg9Ce6e1Q/8PDvgmp/5GO5/DTp/wD4mlYZ9NAANinba+ZD/wAFE/gpuGPEF43PbTpv/iaV/wDgol8GFTP9t3h+XcP9Al556dOtOwj6ZoxXzD/w8W+DLNgaxfEev2CT/Cox/wAFGvg2zADU9RJJ/wCfB/zp2A+pccU4NivlOT/gpJ8HY92L/VHC/wB2xbn8zUZ/4KWfB1Rxc6wx9rD/AOyosB9ZdBgUGvks/wDBTD4PqufN1on/AK8R/wDF01v+CmnwhXtrh+lkv/xdAz6zaoXr5Jk/4KdfCJcfutfb6WSf/HKqzf8ABT74TL92z8RP/u2cX9ZaYjyn/gq8zbvAONuMXvUc/wDLGvzrZSrgfxZr6v8A25f2nPC/7Q114Vbw1b6jANLFz5xv4kj3eZ5e3btZs/cNfKLOGYnG0E9PSs5bjPpJW+O66S2fE1jHaiI/Kdb04Hbt/wCunpXzQ+WZieueuea9RjsfhL5MZm8QeL3lK/OsekWwAbvj/SaG034PCMkav4wyB3021Gf/ACPTev8Aw4jzO1s57+7ht4IpJ55nEccaAlnYnAAHc54xRXpH7OMccvxs8MYClluWaDfjPmiNzFgeu8L+OKKuFPn6kylY89a6kx9409r+Rt2ThiNp2jHHHp9K9StfBOiN8dvC2gyWiyaNex6W01uJG+czWsLv82cjLOx4PfjA4rltC0HT7zwD4zv5YQ97YPafZpCxBjDysrjHQ5AHXOKysVc5aG4dcbCSx446/hStclTkHGPugnkD3rpfEeh2Nh4J8F6hDEqXV/HctcNuJMhScqpIPAwvHFdndeD9CX43eK9G+wA6bbWGozQW4dsK0dhLKjbs5JDqrdecc+lFgueTyXkt2zvJKWkxyWJJb/69IboPHtICMB1GefrXV6XodlcfCHXtXFvv1K11mxgjnGcpE8NyXXrjlkTt2rY1DwzpC6v8K0SzVYtWsoJL9QxPnMb6eJj7ZVAOPSiwHnCyFjy2D79OBQ9w7feck9vrXo2l+GdLk8U/Eq0e0RodNsL6SzRi37lo51Ckc9QuRznrWHJo9j/wqO01PyFGoNrc1s1wCdxjEEbBfTAJJ/GiwHJSTbW++G4ByM0qybiNxZh3AIH6167ZeEdGb4++AdHksIW0m/j0Nri152Sma2t2lzz/ABM7E+5rkvCGi2epeHfH8kttHJPY6bHNayOceUxvrdCw/wCAuw/GiwXOPWQ7huJA9uaUXBXgE113ifS7G3+Hfgq8ggjjvLpr0XEq9ZNkqhc+uAf1rtB4X0WP9oi90j+z4P7KWGZktCv7tT9iZwcezYP1osFzx0ykd8HvSrIyoTkgn+VdfoOk2l18M/F17LBG91a3dgIpSBvRW84OFPvhc/QVa8VabZW+m/DiS3t4oWv9L8y6YYHmOL+6j3N/wFVGT2UelAzg/MPvineYV68GvXZvDOlRfGz4j6YLG3NhZw679mt9g2RGKKYxlR22lVx6YrkGtLVvg+t59ni+2R655HnhfnMZgLbSfTPOKLCuceZmyfU05piT0xj3r1B9H02H4h/DOH7BB9ku7XTJLmHYCs5eTDlh33d6p2Oi2fmfFZHtIW+xWDPa/KD5J/tG1XKf3TsZl47MRRYLnnXmH0zTPM9Aa7bUrOxT4ReGL0WsQu5NY1KGaYKA7osNmUBbrgF2xnpk+tdimgaX/wAL00SySxtnsJNLsHa38tfLdn02NyxGMEliWPckk9adgPF2cscge3NMkXb97qK7i20+2f4Ra5etBG11HrdjEs2BvVGguiyg9QCVUkd9o9K4bJZmwOD260hh5m0Ag454omIEjKBkKcf/AF6T5VQg53djn+dIrOzKASeMCkBe0vXLnQ9Ss7/T5HtL20kWaKaN+VkVgQw9MED8qKptbuihypVc4BPrRTuwN4eONXXxJY6+Lspqtn9nFvPsU+WIUVIhjGDtVFHOc45zVG18QXtnY6hZQTbLW/2faEwPn2NuX6YPpX3AP+CMvxr/AOho8A/+DC9/+Q6X/hzN8a+3ijwEP+4he/8AyHQB8heLdTiuPh94Iijnjee3S8WSNWBMeZsjI7ZHPvWG/jXWX1271o3znU7qKSGa4woLpJGYnGMY5Riv419st/wRn+Njf8zR4B/8GF7/APIdNH/BGX41j/maPAP/AIML3/5DouB8O2uvX1rpNzpkdwyWFzPHPNBxtd0DqjH6CRx/wKtzwzr13qHizwlHcztLFYXEEFspx+6j88ybR/wJ2PPrX2Qf+CM3xsKgf8JT4C/8GF7/APIdS2n/AARv+N9jdRXEPirwEk0Th0b7fenDA5B/48/Wi4Hxv411y90fx/4vFncPbi6u7u2m2gDfE0pLKfY4FcydYvG0ldL89jYrObgQ/wAPmFQpb64AFfeGof8ABHP45apfXF5deLPAc1zcSNLLI2oXuWZjkn/jz7k1X/4cy/Gv/oaPAX/gwvf/AJDoA+Ix4u1ddcsNYS+lXUrDyBbXIPzReSqrFj/dCKB/u1u+CdWhtfC/j23uLlIprzSo44kkcAyOL61cqoPU7VZsein0r6/P/BGX42N18U+Av/Bhe/8AyHQn/BGX42IwI8U+AgRyMahe/wDyHRcD4fW+kv8ARfsst7KfsTGS2tmA8sKx/eEHPDZCcY555GAC5fFWr/22dX/tCf8AtNgQbrf+8IK7Dz/u8fSvt9v+CMvxqKn/AIqjwGXJzu/tG9/+Q/pSp/wRn+Nitn/hJ/APT/n/AL3/AOQ6QHwwmqXVvY3FjHculpOyNLFnAkK525HtuP511/xBmMfhX4cMh2suiSYIPT/iYXlfW/8Aw5l+NZbJ8UeAv/Bhe/8AyHVm8/4I8/HXULezguPF/gWWKzjMMCNqN6RGhdnKj/Q+Budj9SaYHwo/iXVH1S71F7+4a+vPNFxc+afMlEgIkDN33BmB9cmq66ndjTnsRcSfYzJ5xg3fJvxjdj1wSM191D/gjN8ah08T+Afx1C9P/tnSf8OZfjX/ANDR4C/8GF7/APIdID4x8I+IHg8ZeHLy/vHaGxurfDzMSIokkBx7KOeBUXibWnHiLX5LG6ZbW+nlV/JYhZozLvAPqMqrYPcA9q+1V/4IzfGrdk+J/AWP+whe/wDyHTT/AMEZfjWc/wDFUeAv/Bhe/wDyHTuB8JtqFzJZx2jTyNaxyNKkLMdiswUMwXoCQqgnvtHpVlNev11CO8W9uReRqsaXHmsHVVQIqg5yAFG0D0GK+5W/4I0fGxlAPijwDgf9P97/APIdPh/4Iz/GcXEbS+J/AZj3Deqaheg474/0OkB8j2Z2fBXX1PDHXdPyp6/8e95XB7lLOTx9OP0r76/4c6/HBbWa1Txb4GFrI6yNCdSvtpZQwViPsnJAZsH3PrVVv+CM3xrbB/4SfwCD7ahe/wDyHTA+Et6MqZOFXsBzVqLULa3tJkFusski4EkhIZD6jB9OOc9a+4v+HMvxr4/4qjwD/wCDC9/+Q6P+HMvxr/6GjwF/4ML3/wCQ6QHwaV67iFx179aK+9G/4Iz/ABsfbnxR4Cyoxn+0L7n/AMlP84ooA/ZeiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//Z) | SJM 1276 x02 080701 Fibula af kobberlegering
Fibel af kobberlegering, fragmenteret
Guds lam type
Motivet er et meget stiliseret dyr, over hvis ryg ses et kors.
Samme type, som er fremstillet i metalstøber værkstedet ved domkirken omkring år 1100.
Største diameter: 2 cm.
Rester af nålefæste på bagsiden
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) | SJM 1302 x010 080701 Fibula af kobberlegering
Urnesspænde, enkelt dyr mod venstre. På bagsiden rester af nåleanordning og rustspor. Gilså 2021, type V-B. |
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) | SJM 1302 x013 080701 Fibula af kobberlegering
Mindre fragment af tagrygformet bøjle. Overfladen korroderet, uden oprindelig overflade. Måske bøjle fra en korsformet fibel? |
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) | SJM 1302 x014 080701 Fibula af kobberlegering
Fragment af fibel. Hovedplade bestående af tre sammensatte cirkler afgrænset med dyb fure. Herfra udgår meget stejl og kraftigt rundet bøjle, ligeledes med furer på fladerne. På undersiden rester af dobbeltfliget nålefæste med rustspor fra jernnål.
Type? |
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) | SJM 1349 x03 080701 Fibula af kobberlegering
Armbrøst fibel
Næsten hel
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UC5cckDn5SMN1z08zaRVIRzt8z5t3XB7H/PrXo/xu1WfVfE1pLcX09+y2m0Pc6+mskDe/AmQDaO+z8e9ctpfw08Q+JNDu9a060hubC1ilnm23kIkVI1LO3ll95AUZyF6VoDOcZPmdCMODg0U6ViXIYfPtVhk9iAaKQH9JVFFFYCCiiigAooooAKKKKACiiigBK8T/a2+Iq+BfhPeWsMxj1HWs2UIX7wQjMrfTb8v/AxXtteOftMfBmT4ueD4jp4U61pjNLbRs2BMpA3x59TgEZ4yMcZyEyo76n5yXNtHcae7pD5zbfnYZxG2Dnjvzk8H3xVbUbOKbTFWFvOaAqYJUYRPFjrgEjk8cH1q/rFteMt1bwjymjk810kQpIhHyspz0x0x2z7mmQ6RCtu8KqROrcGQFsEAE9M9QR9DXFUVlzFRtzWuZug6gb60WNf3E1ux2qSOuPuk4HPJYeoJHYV9n/srftKW/8AxLvBXiK5WLcgi026l45yQIWbpj+6Tj+7zxXxFMv2W4e8fiSFuFhUo3Hfd0Zg2Of/AK1Wk1C3LSO0rJI5H75Dwp4OeOoOSMeo9Oswk07o6JbH7Hq2RTq+R/2c/wBrO0uNNsfD/jG8jglhjWODVpHwjqBwJSeh7bunHPqfTfjX+1J4c+E2js8DJrOpSQiWGOCQGIBsbSzA85yDhckj0zmuxTi1cwlTadke10V5t+z58Urv4wfDOy8RX9iLC8kmlhliRSEO1uCuecbSPxBr0mrTurozas7MK/C79oKN/wDhqbxwqwyymTxXdhRHAs7Em6bpG3yvyR8rcHoa/dGvw1/aKt4p/wBqDxm++3eI+JrsP9qWQxj/AEp87lT5mX1281rHZgjF+K/ifXfDF0umpCghu7XfINV8KadZT/MWU7RGr8YHDBgc56YzWHo/j/wzbfCmfQnOp6dqrpcC4g0+3jEeos20wtNcl96xxkBjCEKsVByCcrX+L+iyQarDc2VhYw2S2yh5dJsLu2gB3NjcLgbtx45HGMd815rJIzKFIDYPXHNXsMkjYyOHY/cAH5dKKi80wthRgnjr0opEn9KdFFFYgFFFFABRRRQAUUUUAFFFFABSEUtFAHyJ+01+y7f6z4mPi3wjavObogX2nwH7j85lRO4buBznnnccfL00n2e+lstUSSG8tRsMF1E8b8AhVw20jr3H51+rZGa4f4n/AAl0H4oaHdWeqafbzXTQslveFcSwPg7WVhzgE5x0PpUONxtcysfmbb6Ot/IJpYdkRVUTYyKuMcg4xtI4PIwTn61yGuaW1v5chtWks1Zv355bqP4s/Mvy5xxgHrXr3xe+CPij4R6ismu2xl0NpAsOpWPMUrbCQpHVSME4IHQ4yK83vvsc8d1Ol2JZLhmkUMNqgnI5BX0I+nHGa4ZRaehvGfu2kY+kvJNeW6WkImlfcAq/NnAzg44wemTgDuatQ6fq3i/XtI0a0sZLu9vr2OztwCWKFmztJJx6+w68CszQ1On+ILS3uZWjLZKvGmREq4yxKjJwBn/9eK+oP2PfDOqT/HQalZafPe6HaQzb9RcYjh3phQWKjLHPYZPPbNLl5nyscZcruj7e+G/gqx+HfgvSfD2nxLFBZQKjFTnfJjLuT3LNk/jXT0xFxT69FaKxzvcK/Cj9oGZ4f2o/GbRzMsn/AAll4dy3P2faBdNg+Z/B3+bt17V+69fhL8fInH7UnjWRDKGbxXd7BCqvIW+1vgKrfKTnoDx61rHZgjnPi94g1ZrxLJdVun0+aBTJbL4iOpwuwcnJZcKDkL8uOMA9xXlbO+4gNknq3b8K9k+LXgnxNruoLqUek6tJZW1r+8k1C3t4HAUsx4hOCAD1PPXtivM7fwzNdeD7zxEkq/ZbO/gsHjYHeXmSZ1I7YAgb8xVsDBZfLkGee+DRRx5mcfNRSEf0r0UUViAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBBeWNtqVu0F3bxXMLcmOZA6n8DXn/i/wDZ5+Hvji+ivdV8L2T3cbo5mgTyWk29FfZjeuBgg544r0eigZkzeE9GuNDfRpNLtG0poDbGz8lRF5RGCm0DAHsKn0XQdO8N6fFYaXY2+n2Uf3ILeMIo98Dv71fooAKKKKBBX4O/tAbZv2ovGquY5V/4Sq7BWWJpV/4+m4KDlx/sjk9K/eKvwT+PDf8AGUnjZt6RKviu8JeSVoVX/S35Lryo/wBocjrWkdmM5L4wQpa69bLFBBChtVJFrpstghO5uSkhJJ/2hx27Vi6P47vdK8E614WitrOSy1W6t7qaaa3WSZGhWUKI2YHZnzTkjBOAM4JB6r4uaUmoN/aya3o8xghWL7LBrE99M+XPKmVc4G7pnHBNeZwKWbBPODjH0q3uA2NAvLcUUknQDJBHGKKQH9LFFfNcn/BQ/wCCEZYf8JHdHacHGnzf/E0xv+CifwRUA/8ACQXjZ9NOl/wrPlYj6Xor5kl/4KM/A+E4PiC+P+7p0p/pS/8ADxj4IYB/t+9x0H/Eul/wo5WB9NUV8yD/AIKMfBBsFdfvWHcjT5OP0qeP/goZ8Fpk3R65fOcZ2rp8mf5UcrA+lKK+ZpP+CinwWjjLnWNQxkj/AJB754Gah/4ePfBPbn+19S/8F70crA+n6K+Xf+HkHwU5/wCJrqeP+wew/rUb/wDBSj4KJ11HVs/9g5v8aOVgfU1FfLR/4KSfBYR7/wC0NWx6f2ec/wDoVI3/AAUm+CyruN/q3UAD7AcnIzwN3+cijlYH1NRXy0n/AAUk+C77v+Jhqq7V3Nusen/j3J9hn9Kh/wCHl3wU27vtusew/s88/wDj1HKwPquivlI/8FMvgpux9s1k/wDcP/8Asqb/AMPNPgqWVRda0d3/AFDx/wDF0crA+r6K+TP+HnPwV2bvtGuf7v8AZ4z/AOh+9I3/AAU6+Cqsw8/XDtGSfsC4+n36OVgfWlFfIbf8FRvgqrYz4hP009P/AI5Sf8PR/grtyP8AhITzj/kHp/8AHKOVjPr2vwW+OMzt+1N4xMfmeaPFt1s8pkRyRdtjBfKg+hbj14r9KT/wVM+C3ZPEZ+lhH/8AHa/K/wCJHjXTPGHxs17xPEpj0nUddn1BftECykQyTs43xbsMdp5Xdg8jNXFWTAb8b5LlvFNsbpbwP9jUD7dc20743v3gAUD2PPXsRXn0a7Q2CBxXo/jF/BXiCaS9i8QS21zFblIbax8Nx2sUjDJXdtuOMk4LYPGODiun8IeEdNufhT9qk0KG606bSdTutQ19omL2V7ET9mhEmcJkiAbT977Sevy4u2ojwzcOcjJ9+9FRs4H17UVAHusPw1sNQubSN9YkEUt5odtJKdvyC+t2lkJ5/wCWZXaP1rBXwnY/8I3/AGi2pMJjop1PyuP9YNQ+yiP1+58/r+FcJH4qu4dEvdKVg9rd3ENxJuHzbolkVMHsMSvx9Kpx75cE5Ue5q7geu6l8L7C3v7yGPV3eKHUNdtEmYLhxY2yTREc/8tGbacfhVfT/AIe6bdapp9pJrJSOe+0S1eT5flW+tmlmbr/yzYbfx5rMudB8R3XwlsrmPRJxolld3N8dR7MsvkQFtvXYHhC7/u7m25B4rz3zHzwMDqT1pgejr4NtI/C6apJfyLM+if2okTYAaT+0jaeWPbYC/rkeldPceB9Isr29tk1yR1t7vW7ZGDJ8y2VsJYW/7aM238OK8e1DxBdarZ6dbTuGj0+3NtbhVxhDLJKc+p3SP+npVeCbOAGxx3/z60wPX4/Atje61Y21zrLwC4vdCt3ZtoIjvrZpppOf+ebAAdsHmsBfCtg/h1Lz+1G886H/AGkYty/646j9m8v/AL9/vMdfwrnPH19f3HiJRqVk+nXltaWtk8DA7h5FvHCCc9yIwfbNYEdwFbIYjGKQHq+t/DnSdL1XU7Q6xJm01DXLMCQqGK2VuskDEesjkqfpxzRovw30rVdX061/teQ/ab/Q7QKhQnF7btJMQO5jYBfx55rzPXNfuvEWt3+p3kpkur24kuZWUbQXdizEAdOSeK2fhy2qT/EDRJtFsDqN9ZXKXqW5cIpWE+YxdyQEQBCSxIAAJpAba+F9N/4Rk3x1NhcnSP7QEG5f9d/aH2by8df9UfMx1/Cte/8AhxpMOrX1raavJcR211rkSsrIcx2dsJYX47SEkE9MDivOPE2h6l4V1ibStUt3s7yAKWjZgwKsodWDAkMrKwYMCQQQQSDUWl+IrvR5JZrWURyvBNbsSobMcsbROP8Avhz/ADpgenWPgXw/d6jptu+tNBFNfaNbvJ5ifKl3bGWd+eB5bjb7ZwazH8F6fN4fl1BL1zPDo66hLCrKQkp1H7KUPoPLIf1yR2rzaNy2a7zwF4Z8TeItD8Q2uhafDfi9thaSq13FFKoSWOclUZgz/wCqxwDxn0oA0NS8D6HDqGoRRazvW2u9ZgjbzU+dLSBXt26f8tGYj3xxVmx+H+iS3UBbVZDaNeaRbSXAdCI/tVq80pz0+R02j2znmvINxXOc5FX7TWry30m40+OULZTTxXEi7RzJGrhTn6SPx7+wqdAO2bwrpP8AYX2s6oftf9jJfeT5i/6833kGPHXiL58de/StTVPh/olpcXcaarI9ul1rUMVwZE2yfZIQ8GDjB3lgOOueOteVCUH5sYI6bjW1rV1qCeE9Bs7qz8i0Mlze2s+f9cHKRtgegaAj86AOzt/Avh6W+sLeTWWRJb3S4JZfOQBI7m28ydunHlvlcngdDzWZceEdOtfDtrfyXkiTTaQmoLE7KA0hv2tyoHUgRqW45yCelcCs3ltwN3f5qu6nrtzqlpYW883mRWMBggUgDYhkeQrx1+aRjz6+gFLQDvbjwT4eivL2KHW2kWG71eKI+dH86W0SNbt0/wCWhZhx1x8tcj440ePw34o1HTbd3kht5NqvJjceAeaz/D2k3fiHWrTT9Pha4vLmQRxRqQCSfc4AHqScDGTWv8TbfVbfxheyazaR2l5cbLjbbzJNE6MoKvHIhKupHQqSKAOX+fd1qT7RKsLRec/lMQSmTgkdOKjz36mn+Wu3MnyfhyaAI/pkn2opzKU4C7Bj8TRSAbuO4bRjsKuRTMud5DYPPevQk/Zd+MeQT8KfG4P/AGLl5/8AG6lH7MPxgGB/wqjxuR1/5Fy8/D/llVoDV/4WD4ev/gzPpWqW0d54qis/sGmzpaSpJbQ/bFuGDSify3XBn6w7v3mN2AK8hMahSzsMAdAepPavRpP2Y/jGzcfCjxxjH/QuXn/xuo5v2ZfjGwCj4S+OcLx/yLd5+f8AqqbYHnW7YoAf64NWLW6e0kilicxyIQ6urcqQcgj0Nd2v7Mfxk6f8Kl8cj/uW7z/41Ui/syfGPbg/Cfxz/wCE3ef/ABqpuBrftB/G+4+MOt2SRXN/NpFirSRf2pKZJmnkVPObJJ2rlFVUBwFQH7zMT5JHllYAc/SvR/8AhmP4x9vhP45z/wBi5ef/ABuhv2ZvjHGuB8J/HJJPLf8ACOXn6fu6GwPNjII927lz27Cuz+D/AI0sPBPjiLUNWRpdNe0urWZFtluB+9t3jUtEzKJFVmVipYZ29c1of8Mx/GMH/kkvjr8PDd7/APGqef2ZvjJtwPhN46wDkZ8N3n/xqlcDkPGl9pl74guZNGmvbrTVWNIZtQVUmbaihjsViEXcDtTJ2rgZOM1iqSzYx97pXo//AAzD8ZNuf+FT+Ouf+pcvP/jdOX9mP4xcE/Cbxzn/ALFu84/8h0XA4KInBIXhRjgc16T8O/Hnh/w34O1myvpNR07VLp33T6ZbxNJe25iKi2MzuGt03ZLFFbeHwR8oBjb9mX4vrHgfCfxycj/oXLw/+0qrf8My/GTdkfCbx1k9/wDhG7z/AONU7gebszPycfU0hyVAHQ16V/wzH8Ysf8km8df+E5ef/GqE/Zj+Ma5J+E3jlj0/5Fy86f8AfupA833DhfTvXWeJPFWkax4H8K6XFZXiaxpMU0M93JOv2d43nkkVVjC7sjzOWLY7beMndH7MvxkUf8km8cf+E3ef/GqYv7Mfxjwc/Cbxz/4Td5/8aouB5qc7SaYOOnGRivTm/Zj+MnUfCbxyP+5bvP8A41Tof2XPjLJuP/CqPGyAf3vD12D+A8ugDkvh/wCIrXwr4ptr69jllsmintbgQ48wRTQvC7ICQCwWQsMkcgcir/xD17TtduNIttIN0dJ0rT1soJ75Fjnn/eSSu7IrMF+eVwAGOFA5rom/Zh+LyAY+FPjgnH3h4avT+nlUD9mj4weWc/CTx0zq3G7w5ec59vK9qdwPO9M0+TU55YrfarRwyTlpDj5UQsce+BWv/wAIPexnfcz21lb+baxyXM7METz4mlRjhScBVOcAnPABrt9H/Z++Nug6it3Z/Cbxmsm1kxJ4WupFKspVlZWhIIIJHNbWp/DL9oLVxD9o+Ffi5vLmjnKr4NlQSNGhjTeBb4cBCVw2Rg9KWgHkGvaGdDuIv9Lgv7aeITQXFsG2SLuK5w6qwwyspyP4T1GCSvRta/Z/+Nuu3Uc138KPGpKRiNY4fC11FGijoqokIUDkngckknkk0UaAf0AUUUVkAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//Z) | SJM 1349 x07 080701 Fibula af kobberlegering
Korsformet fibel
Fragmenteret |
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) | SJM 1349 x17 080701 Fibula af kobberlegering
Fibelfragmenter
4 stk.
Sammenkrøllede, bsdigede.
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) | SJM 1403 x001 080701 Fibula af kobberlegering
Fibel, fragment bestående af afgnavet hovedplade (eller fod?) og del af bøjle. Evt. en korsformet fibel? På bagsiden rest af flig fra enten nålefæste eller -skede. |
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| SJM 154 x001 080701 Fibula af kobberlegering
Fibel af kobberlegering. Støbt, med gennembrydninger. I den øvre del ses en fransk lilje, flankeret af to dyr? nederst et dyre eller menneskehovede, måske et dødningehoved. På bagsiden rest af nålefæste. nål mangler. Mål: 2,5 x 2,6 cm.
Palmetfibel |
![](data:image/jpeg;base64,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) | SJM 154 x006 080701 Fibula af kobberlegering
Fragment af fuglefibel. Største mål: 27 mm. |
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) | SJM 154 x007 080701 Fibula af kobberlegering
Fragment af urnesfibel eller måske snarere Palmetfibel. Største mål: 25 mm. |
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| SJM 154 x008 080701 Fibula af kobberlegering
Fragment af næbfibel. Største mål: 50 mm. |
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) | SJM 154 x009 080701 Fibula af kobberlegering
Fragment af urnesfibel. Største mål: 24 mm. |
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) | SJM 154 x013 080701 Fibula af kobberlegering
Fragment af bøjlefibel. Med ornamentik på oversiden. Oprullet ende. Største mål: 26 mm. |
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| SJM 154 x017 080701 Fibula af kobberlegering
Fragment af bøjlefibel. Længde: 26 mm. |
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) | SJM 154 x019 080701 Fibula af kobberlegering
Urnesfibel, slyngninger uden dyremotiv. Største mål: 32 mm |
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| SJM 154 x021 080701 Fibula af kobberlegering
Fragment korsformet fibel af bronze med kvadratisk hovedplade og rundstøbt knop på toppen. fibulaens fod ser ud til at slutte med et dyrehoved. En støbt fjederholder med jernrester ses på bagsiden af hovedenden. en støbt nåleskede i 2/3 af fodens lngde ses i fibulaens modsatte ende. Længde: 70 mm. |
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) | SJM 154 x026 080701 Fibula af kobberlegering
Cirkulær skivefibel med central indfatning, med rest af glasindhold?. Omkring indfatningen ses seks cirkulære gennembrydninger. Diameter: 18 mm.
HBC:Emaljefibel |
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| SJM 154 x032 080701 Fibula af kobberlegering
Pladefibula af kvadratisk form. Smykket er ornamenteret med støbt båndflet (quadrilobe) på oversiden og muligvis fortinnet. På bagsiden ses spor af nåleanordning og rust fra jernnål. Mål: 20x21 mm. |
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) | SJM 154 x033 080701 Fibula af kobberlegering
Fragment af fibel? Mål: 19 x 32 mm. |
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) | SJM 154 x057 080701 Fibula af kobberlegering
Velbevaret emaljefibel. Cirkulær skive med central indfatning med indhold af rødligt? glas?. Herom syv fordybninger, omgivet af stregornamentik. På bagsiden rest af nålefæste, hvorpå en del af nålen endnu sidder. Diameter: 22 mm. |
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| SJM 154 x062 080701 Fibula af kobberlegering
Fragment af fibel. Aflang del med dyrehoved? på oversiden og rest af nåleskede på undersiden. Længde: 30 mm |
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) | SJM 154 x073 080701 Fibula af kobberlegering
Fibelfragment? Gennembrudt fletværk. Største mål: 20 x16 mm. |
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| SJM 154 x076 080701 Fibula af kobberlegering
Fragment af bøjlefibel. Med plade i den ene ende, under bunden rest af nåleskede. længde: 50 mm. |
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) | SJM 154 x077 080701 Fibula af kobberlegering
Fragment af pladefibel. Med rest af nålefæste. Med reliefdekoration på oversiden. Mål: 30 x 17 mm. |
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) | SJM 154 x082 080701 Fibula af kobberlegering
Korsemaljefibel. Cirkulær med korsmotiv. Korset har udsvajede arme. Svage eller ingen rester af emalje. På bagsiden rest af nålefæste. Diameter: 24 mm. |
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) | SJM 154 x083 080701 Fibula af kobberlegering
Oval plade af kobberlegering, hvorpå løvefigur i relief. Løven, som vender siden til, har en meget lang hals som er bøjet langt tilbage over ryggen, og et hoved der vender mod beskueren. Det ene forben er løftet, og den lange hale går ind mellem benene, op langs siden og over ryggen. Formsproget minder om de romanske løver, funktion uvis. Måske har den været indfattet som pynt på noget. I øjnene sidder et hvidt stof, muligvis emalje. Pladens mål: 33 x 36 mm., tykkelse: 2 mm. |
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) | SJM 154 x084 080701 Fibula af kobberlegering
Fragment af flad, oval eller aflang genstand af kobberlegering. Muligviset fibelfragment. Længde: 22 mm. Datering? |
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) | SJM 154 x092 080701 Fibula af kobberlegering
Emaljefibel. Cirkulær, med midterknop med rest af glasfyld, omgivet af seks cirkulære gennembrudninger. Rest af nålefæste på bagsiden. Diameter: 18 mm. |
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) | SJM 154 x102 080701 Fibula af kobberlegering
Fragment af lille urnesfibel. Rest af nålefæste bagpå. Største mål: 2,5 cm. |
![](data:image/jpeg;base64,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) | SJM 154 x120 080701 Fibula af kobberlegering
Urnesfibel, fragment. Største mål: 2,7 cm. |
![](data:image/jpeg;base64,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) | SJM 154 x122 080701 Fibula af kobberlegering
Fragmenteret skivefibel. Med nålefæste rest bagpå. Ikke synlige rest af ornamentik. Afventer kons. Største mål: 2,6 cm. |
![](data:image/jpeg;base64,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) | SJM 154 x128 080701 Fibula af kobberlegering
Bronzefragment med indridset kors. Buer op i en vinkel på ca 45°. Fibelfod ?
På undersiden rester af nåleanordning ?
Passer sammen med x156. |
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) | SJM 154 x131 080701 Fibula af kobberlegering
Foden fra korsfibel. Længde: 3,2 cm. |
![](data:image/jpeg;base64,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) | SJM 154 x132 080701 Fibula af kobberlegering
Karolingisk grube-emalje fibula med central indfatning. 25mm i diameter. Centralindfatning 6mm i diameter.
Emaljefibel |
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| SJM 154 x134 080701 Fibula af kobberlegering
Fibelfod. Længde: 2 cm. |
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) | SJM 154 x139 080701 Fibula af kobberlegering
Fragment af rygknapfibula ?
Foden måler 37x21mm
Paser højst sandsynlig til x152 |
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) | SJM 154 x144 080701 Fibula af kobberlegering
Fuglefibel. 28mm på længste led.Tydelig og delvist bevaret nålefæste og holder. |
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cq2wYJJ+n0/SqMOoIq7QwAzjEjZx/U1p6pa3unS+UYfLuGRg0YyZFBBGwrjg89//rVVstLstSti0jRhlOHCqQM+nPOf8K5jsUlubGmSQyQxhGR5erRngj9efw9KXUdGtdSkDOAjj5mO7Hvnis618JfJ5sW8Ip270O8H2OAa24bWSzzaxwzNMyFjhc8deT0A+lCG5KxjXlh5c0OIlCRjCksMEnPBx2r6C+APgS303SYdbmUS31wGER7Rpkjj3bGfpj3rmPhr8GpPEQXUNbLPYsd0dqpKh+hyTwSP5/Tr9G6ToqWcMccaLGiAKqqMAAdABXfRp/aZzVJp6I0bNTtFaUYPFRW9sVq7HCfSus5wUVIBT1hNSLDQAxakWnrBUiw0ANXNTLQseKlWOmIFFFSKtFUSWKKTtS1QwpuKdRQFiPbTGQ1NikxTuKxXaLdUEloG6ir5FNK5p3FYxZtLjk/hrMuvDcc2flrq/L9qaYR6UCPKfEHwl0vXl/0uzjmIOQ5XDD6MORXnOrfstWM2pR3mn3k1i69VYeaD7fMc45PGcc19Mm3HpTfsqntWUqMJbotSaPmc/sv2s28S6jdDcR/qUjTgDGOF6cVveHf2cNC0a6Sdo5rp1ffiZhgkdCQAM/jXvX2VfSlFuvYVCw9JbIfOzk7Tw+IVAC4FacOl7ccVuCAelOEQ9K2sSZkdjjtVhLMCruwU4LSsBVW2pwtx6Va20baAK/kinCOpsUbaAIvLpdtSbaKVgG7aKdRTsK5Y/s25/wCef/jw/wAaX+z7n/nl/wCPD/GtuijmGYn9n3P/ADz/APHh/jR/Z1x/zy/8eH+NbdFK4GH/AGfc/wDPP/x4f40v9m3H/PP/AMeH+NbdFFwMT+z7j/nn+o/xo/s24/55/wDjw/xrbop8wGH/AGbcf88//Hh/jR/Ztz/zz/8AHh/jW5RRzMVjD/s24/55/wDjw/xpP7NuP+ef/jw/xrdoo5mFjD/s25/55/8Ajw/xo/s24/55/wDjw/xrcoo5gsYf9m3P/PP/AMeH+NL/AGbcf88//HhW3RRcDE/s64/55/qKX+z7j/nn/wCPD/GtqilcLGL/AGfcf88//Hh/jR/Z9x/zz/8AHh/jW1RRcLGL/Z9x/wA8/wDx4f40f2fcf88//Hh/jW1RRcLGL/Z9x/zz/wDHh/jR/Z9x/wA8/wDx4f41tUUXCxif2fcf88//AB4f40Vt0UXGFFFFIAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//9k=) | SJM 154 x145 080701 Fibula af kobberlegering
Ottonsk grubeemalje fibel med central indfatning.
Emaljefibel |
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) | SJM 154 x152 080701 Fibula af kobberlegering
Del af rygknapfibel, hørende til x139.
Afstand fundsted x139-x152, ca 58 mtr. |
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) | SJM 154 x156 080701 Fibula af kobberlegering
Bronzefibula med indridset kors. Med nåleanordning på bagside, passer med x128 |
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kAUUUCkAUUUVRIfYZ/7n6il+wzf3P1FatFK5ZlfYZv7n6il+xTf3P1FalFFxGX9im/ufqKPsc39z9RWpRRcDMFnN/c/UUfY5f7n6itOii4GZ9jl/ufqKX7HL/c/UVpUUXEZv2OX+5+oo+xy/wBz9RWlRRcLGb9jl/ufqKPscv8Ac/UVpUUXCxm/Y5f7n6ij7JL/AHP1FaVFFwsZ/wBll/u/qKT7LL/c/UVo0UXCxn/ZZf7v6ij7LL/d/UVoUUXCxnfZZf7n6il+yy/3f1FaFFFwsZ/2WX+7+oo+yy/3f1FaFFAWM/7LL/d/UUVoUUXGFFFFIAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//9k=) | SJM 154 x157 080701 Fibula af kobberlegering
Karolingisk grube-emalje fibula med central indfatning. 21mm i diameter. Centralindfatning 6-7mm i diameter.
Emaljefibel |
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kSJmG5SSjEjlcdPQEZ6elJNaRXpa2mEs8GwTDcRtJyMdOe9ee1zNHUrpGLHeR29u0d6SxzhbrPAJGMjrgH+taUF9NDagvcLsyC0gUfIOMZX16c1Qmsms2MEAwh+RonOUIzxjrjjnI/xplreJZs0RUzsnWNjk42gA9u1OUXEa1NvXNdVrEXQtiFZeZIxjb749P5VCqy61HGyxIqIVO5c5yByCMcZqx9ojuoIFMbW6jqrLgP1yP1p3lra6ZcPZEAqxk2AE4yAT+h/z1rOCu7Jgzk2ke41vfOzNHHN99+vGMcD/wDVx1rpPLMdjN8u9fNwvH3jkAfT/wCtWPfQvPamWIZulPI28Px0PPXJ/StrSyupWUL8hEHzhem7uB+NTUjZji7j7hWeNVjZX2lWZSSA/T6/l0rKtbdl2gSeScMCuNwzzjjtWxb2D28smQ0ikDaqnAA45Gc+lJJarEs7FmQ4y29flx2Ocdc4reNSKViHC+oyC4MdsNjpA2Au1SMHn096mubm0hgeWe3kjfORtOSDgg8dvr7etRXWnxLGZYjuDIOGIwpzk/5FJNZrIo81lZ+AEPO316f56VMqcJap6jUpbFa6imjupEhkQxyYYBuNvtV3TGitWLsnmiNd4D9S39eagnmjtHwVjZwMIrHkNjgfTr+FVOJGgSe4I3H7i4CsNpzjpjoatyS91i5XuO1CZHkmaIAIy7nAUld3GBj1Bqz4XvrlbUWrCSNQx8l8HHH8PPvkjnofaq2pbSZoYywSRRnYMfNxhv1HNWLYt/aFuhY7kTeVzwONo59cH9DWtN2lZbETS5dT6n+C3i651awW1mXDR/KG3cmvWeNzZwK8d+AekPFp5nZNofn/AOvmvZlRdvHPPet3uYdBgVY+OvHc0UsoXlWGewAFFBJuQ3SzSMqEOB/EvSpJIwyjk4zn/wCvg1FHFDbn5P3Z96mkUSKNuSe7dq2LK0suG3E/KBj1qpk87s7SOGouJFGCDjaeeahZnkK7huUD+IGkAm/aoycA8gkV8T/EzULPUvix4hurHhZLhssQWxtARifQFgSB9fWvte81C30+wnvLqVbe2hRpJZCThVGTn8hXxD4117T9e8XarqVlaMINSlZo9kW1ioP3j05PX/OawrW5SobnNm6ijngSNt8rguRkEDJzgf4deKh1K+RPNtopcTyjaQGCiMYzgknk8jj+Va1rYrYxiCNHUSKckjo2OP0/nXKa1pEsl1utDLNuALRsoBX1I/Icf41jDe7NJbaFqGOdoUiaRSS/Du52kE9iAfequt6JY3SpNEzfbY2HzxE4ADZx29Tz71v2aRWagSIHm27ioOAucAAe3Jx9KiuBFDYzpE/lncz7lJ5bk9v8/rUVZN6IqJlre3Nvp8jyj7QF3AbkO4cZOOnritnTZAsIDR4+Rc9/Xj349vSsHUvEFxG6WtnaSaheXS7IrPGG3EDlvQc9fyzXo3hH4J+NdW8NJcmC2TUEG8Wa/Jv6cZJxnHqR9amnSk/eHKaTscfdKn2WT/VxhmyjYOcf5/Ws+zjkW/JtpAZANrKrbc+/HTr+ZrrbH4S+MdWvvsUPh+8Fwm4NFPH5caY4OZG+Xr7884Brs9E/Zh8QKrLql9b20rnO6FDKwHXGSB3J9e1XKLlolcSajueaJqV1HLJFNbh5F6rnDAdOG6E1NeW5mYSxXDv2aMsSMHPX/GvZbz9m+5hW4ey1p7iXYdsF5GNrNjON46cjqQa4O4+EPjCzt2l/suSIQkHZHNExYA4BADc9vz6VLpWGpo5W8iFvGHQ7FYjO1gR0J5/z6Vn+YYZf3u5sKcE5Ax/n+ddRqHgnxHb+fLd6HqEcJGBIIGPl85ydvT8axYtNka6aNQ0j/dXcuSOPQjrWHK27GnS5nW7wXEhjjgjjwuckDpz7CrbafbukQZl2g5VigyCO/Nbmn/CnxRrU7HT9EunKrw8sbRD6BnIUj8efSu88O/sr61qOZtc1KOxHGI4P3jgenYL+Ga1VN9iHNdzxq+1TaDFaxBpcfPtUnPsO5OBXoPwj+FOr+IrxdSvonhjnCt5bIVKqORkHkE55H4V7/wCC/gD4a8IKJBb/AGy7xn7Tdctn1Axgflmu+s7K3sVO1FRR6Lwa6YRcdTGUuZWI/D+iQaFYx20KYIGMKcVqNGfRsDntjNOh2yDMfOeckYqMs6yNn5ieg7VqZj2UMveimBv3fuTRQQb5iHXk8flUMsxgjfA5xgHFTkqoJGSKp3Mi7gDyO4rcsqMNyneeDxxTxtCFieT0oMiKuQSPQ4pm4+qkjrkCpA4/4ySFfhj4kwkjZtSo8vGRlgM/QZyfbNfGImk84zlyNq5j3nBOOo9h3r7g8dadd614L1nT7F1S6ubZ403DrkdB9eR7Zr4Qup7hme2XdGscwAYgvlQTnkdDxz9Olc9RXaLi7GncaldKjTQ/vWbaSv8Ad7kj15rM1DE4Dl9l1twWfAXryOKrKl+NQjSJx5AU7ZC2d+AfvZOfy981dtLK1kjExkYybGHOCGJPB+tRGyG9dBLVp5rpVkIl3IA9w0QUsFU44A9uvvmqeoX0k3l2Vr8zsgiMkI7bR+ZrZ0XS77WLwaXp0TNNMN0knLEKASTnsOQPxArtfAXwZv7fXo5bwZ2twvJH1zW1OKnJzexEm4rlOu+APwdsbOA6pJC0t3IQ0k04LN9eeg+lfSsNrFa26rCu3jqBnFUfCukx6TYxxKgXCY46AVvEfKB/X3q27k7FYN8wU9COlOmhDNyoU96e0Z3fLz7f4UoK9gGJGOeKQFWSGIsw25/WoWsIWPKEgcewFX2UFiy8evvTcqoIB5xx2osBTSCNASUUnPBFQPY2+7zzBGJweJGQbuR2P0q9IASD+eKjVCep/MUWGQnO4DGOfqKbtIIPf1qdVDNtC5GecUrRFl3EZwOKVgK+1mwW44p/RMFMr05+lP2F2A3DpnFNuPMjjUL3zz1xQBHI4SPYT5ZIwDjpUn31ABPJ4xTYx+7Xcvz9efekmkxnY4DcgZ9aYhGzGV+cD5udw/z7UUMu5efvd6KQjoCP4SxA+lQy2iycjBPY81Y8s8Y5AGcetSOpcds+5rZlGe1jnbtOeaWS1ZWwnTr8wrQ8sYwDik2lTxgGpAy1ilQfOvB/GvEbX9luzvvGmsanq+pNJpE0rSWOm2WYRFuOSHPOcZwAMdM+1fQPl7VwDk9aikVDyBk96W+4jxCb9lXwpkC2vNWs0DFtgmRxz2+ZPc9+9c9cfsjpbq403xIy7jjy7u1VlCegKkHNfRTK29CpOzkbexpkkbnDJ97vRyx7BdnnXwr+Cth8NdLnSScanqtwxM140ez5eyKMnCjr15JyewHax6TbrNuEK9OuAK0Nx2gE/N06UKvykdM9s07JKyASNVh3YIC47mkbL54xTkUOxUbc+55p23y+SevGDUiIx8pG38OeaYg2/wC93/OrHl5jJ+7nnNN/1Yxjb709AEK7sgqCe9I0QVlOMd+g5p27dJtJydueRUJaQyH15xTAV9pbA4pBCBuJ4IpFyo3MBn+dP253McelAyqyfOPm6d6evytyfxp+FGScMMelRFV7jORxz1pMQqqPMOBxUFxIIY2cjpznpU6ldvT2Gajf5lZdv7scUijHGpPJeKoOY8DcxHPTtir33svnd6HFRtp4WZSoVRnOAMYFPZWj3AtnDcHt9KkZIJA2MqV96KjXdtB2Kfzopkne/wDCI6y2d1pk9v3qf/FUj+D9ZOCLTJ/66p/jXplFdfs0RzM82/4RHVtuPsnHoZE/xpf+ER1bdn7Jn/tonH616RRR7NBdnm58I6u2B9k4HGPMTn9abJ4O1c422uADnHmJn+delUUezQXZ5e/gvWtny2oJHQCRB/7NUZ8EazI4kNqynunmpj/0KvVKKPZoVzy7/hCtYZjus+P+uqf40/8A4QnVmxm1P/fxP8a9Ooo9mh8zPMz4O1bqLLJ7DzE/+Kpkng3WXIP2T3I81P8AGvT6KPZoVzy1vBut5AFmcD0lT/4ql/4QvWtuPsn1zIn/AMVXqNFL2SC55afBestJk2eenPmp2/Gh/Bes84s8/wDbRP8A4qvUqKfs0FzyuTwXrYUbbPcfeVP/AIqmSeCdcZfls8HI/wCWsZ47j71er0UezQXPJv8AhBda3H/QiR/12T/4qg+Btc6iyGe371P8a9ZopeyQXPJB4E1vkGy/HzY//iqZ/wAIHrvH+gZ/7bR//FV69RR7JD5meNt4D8QbCRp3z5/57x5xnr96my/D3X3LbbDB+9zPHjP/AH1Xs1FHskHMzxkfD7xDjP2LkdB50fP/AI9RXs1FHskFwooorYkKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP//Z) | SJM 154 x162 080701 Fibula af kobberlegering
Fragment af trefliget spænde. Største mål: 4 cm. |
![](data:image/jpeg;base64,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) | SJM 154 x168 080701 Fibula af kobberlegering
Mindre fragment af urnesfibel |
![](data:image/jpeg;base64,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) | SJM 154 x176 080701 Fibula af kobberlegering
Fibel med stiliseret guds lam motiv/dyr i cirkel/agnus dei. Cirklens diameter: 2,3-4 cm. 2/3 af cirklen er udfyldt af gennembrudt motiv med dyr med utallige? ben?. Herover et tydeligt kors. Bronze med spor af fortinning. |
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) | SJM 154 x182 080701 Fibula af kobberlegering
Fibelfragment. Mål: 5,5 cm. |
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) | SJM 154 x184 080701 Fibula af kobberlegering
Rektangulær plateau/emaljefibel. Med rester af glasfyld. Mål 26x20mm |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDz9dRu9w/0q46/wDPR/Ue9SJqF2YwftU/3f77+n1rP8tW43gc9QV9R7U+NQsK/MPu+o/u/StLHHfXYlt9SvG126jN3cFFgiYL5j4BMkgJxn2H5VpLeXPln/SJun99vQe9c9aoP+EivDuH/HvD3H/PSX2rVX/VnnnHt6D2qUU2aa3VwW/18vX++3qfeq2l3tzItwWuJn/fMBl24xjjrTVX5uvf29T7VV0f/VXPb9/J6eo9qYm9jbW4n3D97J1/vn396elxN/z1k/76Pt71UUfMOe/p9fapFz6n8vp7UwvoWkuJcf6yTv8AxH396cLiXcP3j/8AfR9veqsefU9T2+vtUnPmDk/l9Pal1F0LDXEm0/vH6f3j7+9PE8mf9Y3/AH0fb3qqxODyfy+vtT8nd1I/yPakMsCeTP326f3vr70PPJ/fbqP4vce9QBjuPLdP/ivalkY+pPI7e49qOoX90sec/wDz0b/vr6+9L5z7vvt1/vfT3qDn1P8AnPtS87jyevp9PamMlMz7l+dv++vY+9P85933z+f096rknKnJ/wAg+1P53dT/AJx7UAiXznx99vz+vvR5z7wN5/P6e9RDO0cnp/j7UrZ8wcn/ACR7UgvoSNM+0/O3T19j70pmfP3m/P6e9RNnaeT0/ofal53dT19Pp7UxlWxuJnuL4NK7BZQFBY4A2Dpz61daV933m6/3vce9Z1kD9q1Dk/60f+i19quNnPU9R29x7UhdCTzXx99unr7H3oqJlOOp6ensfaimjOTOJWRtw4br7/3h70+ORvKHD/d/9l+tQr94dOv/ALMPapY8+Sv+76f7P0qiupWtJD/wkV8MNnyIf/RkvvWqJD5Z+Vvu+vsP9qsezb/ipL89xBAP/H5fatdT+7OOOPT2HtSQ3sWFkbd0PX19z/tVT0aRhHcfKwHnyd/cf7VWlY7vx9Pc+1UtHdttz94/6RJ/Me1JA7WRrLMdw4PX1Hv71IJtv8J/T296h3HcuPX/AOK9qkDN6n/OPamKysZtn4oiuoY5EtL7Y67lP2dsYOSOc1YHiGPzMfZLz/wHb296j8NM/wDwj+m53Z+zx5+u0+1am47h978v932paj0sUZNej2E/ZbwcH/l3b3py68hxi2uz/wBu7cdKuMzbT16H19/anqx3A8/r/s+1LUNCiviBCxH2S8Bx3gb/AGvelk16M/8ALreD5h/y7t6j3q+rHcevT/H2pXLcdRyP5r7Ua3DTlKf9vIQCLW75H/PBvf3pE1xVxutbtju6i3Pt71e+b3/X39qeCdx+v+HtRqPTuUJNcRdp+zXR9hCfQ+9SjWlZv+PW6Hv5J9R71bbPy9f8hvapMnd36/4e1AK3coLrS7ci1uif+uJ9/epbfVEuLzyhDNG+zf8AvE2gjKjuas7jt7/5z7VVZj/bKDn/AFLf+hL7UuoWVi40h2/d7e3ofenbzu+739vb3prM209en+PtT9x3d/8AOPamOy7lCzY/a9QyP+Wq+n/PNferrP8AN07+o9R71SsWP2zUf+uy+v8AzyX2q8xYN36/1HtT6k9NxCx/u9vUe/vRSljt79P8faihES9Tg169Sef73+0P9qnx/wCpXn+H1/2f96olaTcPl4z6n+9/u06OSQRL8v8AD7/3f92tNQvG5VsufE2oevkQfxf7cv8AtVsRkbDzzj19h/tVhWMkv/CUaiccfZ7cdT/fm/2a2VaXyzx29T6D/ZqVcp2sXIyN/tn19z71R0Ugx3PT/j4k6n/aHvVpWl3Zx39T6n/ZrP0KR/KusL/y8y9z/eH+zS1E7aGypAYdDz6/73vT9yhcnAH4e3vUAkk3Djv6n/a/2ak8xz1XP4n29qWtx6WK/hzaNB07BB/0dOc/7J960dy7x0/T/Z96yfDckn9g6b8px9nTqT/dPtWmJJN445+p/wBn2o1uJW5SRipU/d6H+vvT1xkcDt6e3vVS6unhhkcqTtUsRk9g3tVW31LU5FRjpygEA8XGf7v+xU3KsjW3AMeB09v9r3pXZeOnUenqvvWY17qO4409Tx/z3/3v9mkkv9SH/MMzyOlwPVf9mjm1FZWNfI/2f09/enDbuPC9fb29653UfFy6HEsuqfZNLR+Fa7vVjBPPAJHNaVtfX10qyxQWssT8rJHdMykccg+XzQpXKsrGi2Ny9Ovt6N71Icbv4evt7e9Zn2+6juLaO4t4085iqmOZm5CO39welaW593Tv6n29qeotBV27e3+c+9VGZf7cUfL/AKg/+hL71aVn2j5e3qff2qkWY6993kQep/vD2pa3HpY0GK4PTp7eh96dwW/h6/4e9Rsz7Tx29T6H2p+Xz0/U+3tT1DQpaf8A8fmpcD/XL3z/AMsl96vNjd26+3qPeqFiz/bdR4/5ar3P/PNfar7M+7p39T6j2p63J0sK2Pbp/j70UhaTb07ep9D7UU1czlY4NZU4wU6+o/vfWnRyL5I5Xp7f3frSIWJHDdff+99Klhz5IJz933/u/StC+pl2Mw/4SjUgdm37PbnqP+ek3vWysq7eq9Pb0HvWXYqf+Er1M8/8e1txz/z0m9q2Qp8s8N9339B7VA5bbj0kTd1Tr7ep96z9BZRFdBtv/HzKe394e9ake7d0PX1Pq3tVDQ8+XdnDZ+0SDqfUe1IGtFqaG5d4Pydfb/a96VnXy2+509vb3qTcd469ff8A2vaiR8QvkH7vv6D2pDt5lDw2y/2DpwyuBbp1x/dPvWj5qhhjb+n+z71U0HK6PYABsCFfX0PtV3cd/Qn8/wDZ9qT3El7pU1KVGsboEpnyn9PRverVtIqwxA7Pur6ei+9Q3xJsrkEHmNvX0b2rzf8AaQ8cW/gX4O65cPemxvLq3+y2pVvnaRtowoI9M/8A68VhKXLdm0Y81opnqazRudwZCCODxz973rN1TxjoOk3i2l9rGnWd0xUiGe4jR+SuOC2ea+Avh7+1d458DWp8PT291aPJGs1nba1pcsUwhJI8yMHHykhscFetc34+8WeLPiB4u1hNB0K713Vo40nvpmu4oREWwFVi+AT2CgjgEAfLxyvES5lGMdTo+rcsbylofUf7cbqfhpourWEwGpWWqRtbPFglldX3Ac9MAH/gNY/7GvxqvNa1C58Ma5cxtJNEZ7XeoU+YrKHXqASykNgAD5Ce5r47tfiLH4m8IveR+c8FqCGt7vduibBwwTO3ns3Oea4rw78ZtS8GeLra6gs5bK5WdSjLzJEysGB9PT/IrOMpOftFHY6XTgqag3uftBfMv9oadyuN7ntz+7f3960dy7uq9fb2964H4Z+Pofih4Q8L+Ioo/Ka5SRpI1csEkUOjDOPUEj2Neg7ju6Hr7+3tXpp31PLtuhqyLt/h6e3v71SVlGvk/Lj7OMHA/vj3q7uYqOMH8ff2qnz/AMJAcZ/49/U/3x7U+oraF1nXacbent6H3p5Zd38P6e3vSMx2nr09/Q+1P3Hd0PX39vamFvMzbB1N9qWSv+tX0/55r71oMy7v4evt6j3qlYt/p2pevmL6/wDPMe1XmJ3d+vv6j2pdQtoI0i46r09vf3opWJIPB6ep9D7UVSMpHCL9V6/3V/vfWpIh+5HzL930X+6PemLJns3X/a/vfSnwyHyR977v+1/dHtW2o7LuULEn/hKdRyy4+z2+PlX+/L71sD/VnlenoPQe9ZFnJu8TalwQRDB0DZ+9LWurfLwG+7/teg9qhXKaVtyZfvZyvX+6vqfes7QRtjuwdo/0mTsPUe9accnz9G6/7Xqfas7QyFjusZP+kynjd/eHtSVxNKy1NNSNw+ZevoP9r3ptxkW8uCv3T2HoPen78uOG6/7X+17Uy6k22s33vuH+96D2o1Cy7kOhlhpFkCy58ley+h96vbTuHK5+g/2feqejybdLs/vN+6XnDc8H2q75m6To3/j3+z7UnuCS5dyjrbGHTbuTcuFicnhR2b3r8+f2jPiJceNPjAJgBND4a1QGCzuwDCzW7hRlCeQXR2PHIOK/QHxZLt8N6oTuBFrKR97+4/tX53ftjfCc6X4mvvF3hya7R5ZPOvbSTc6s5wWeMkAjJYkqTjnjHSuSrSnU+DodVGpTpv3hP2oPiNZ/ETVPCuvwWrRTafbyLcfLskCu6sFz/EBgn8a5jwL4yuNDk12Rw19Nqcy3Uc8aBi+Duy3TCsDnpxzxXkT6trGvafbx2sN1NPIfKAJ3KDjnkcg/TPpzU9r8JPHum3VulvDqMsUpC/KJVIyR02nGMtWVPD16l5x3OqdWhTtTlsa0Okr4Xt9Rg1DU0uf7VcRrax4V1+cHftzyAOOnUn1ru/EWtaNr2maTZw6Jp9tdNIAz2q7pZ5DhQq8cZ9CPxpNO/Yp8Uah4Xvte1bVpdKNvA91LM6MxCIrMc5HPArqv2L/BT678btNhuY21C10u3e4lmZNynIAjJI6HLD8jU+wlCSpOW+9ilXhNOqlttc+2/wBn3whN4E+HPhHSpoxFN5Uk0qMBlXYMxHB9T+lew5+bqOvoPb3rGuwsWraUgDAAS8fN/dPtWyG+bOG6/wC17e1ehtojy97tsRenJU/gPf3qr/zHTyv+oHYf3h71cVzt6N09/f2qrv8A+J0eGz5P+1/eHtRrcLK25cb7vUdPQeh96VvvHlevoPb3pHkG08N09D6GnGT5s4br7+3tQOy7mfZn/iYaiNwPzIeg/ufWr7deq9fQeo96o2b/APEy1AYbOU7n+6farzN83IbqP73qPajUTStuKTnuvT0Hv70U1pD6N0/2vQ+1FGplJLucNGye3X/Z/vVJCU8kdPu/7P8AdFVo1+Y/M/X1f+8fepIceWOX+76t/dHvXQVroVtPKHxRqnTiG39P70tbGVCZPp/s/wCzXPaax/4SzWcl8eVbY5fPWX3rdXO3JL9PV/8AZqCnexaV03Z46/7PqaztCZGju+OftUo6D+8KvIo3Yy/X1b/arN8P/NHecv8A8fco6t/eFITvobW5Nw6dT/d/2qh1Jk/s+6PHETen90UE7WHL9Tjl/wDaqHUmB0+6yZB+6bu/90UmNXH6O6Lplp0/1S9l9DVzcvmDp/47/s1n6Wu7T7Xl/wDVr/E3oauhf3nBcfi3+zS6gr8pT8TKknh/U1O3m2lH8P8AcevPPH3wntvFtnPE4QrKv3WCn+7XpepWKahp9xbO80aTIyFkJ3YIbPUGqf8AwjsxC/8AE61I4/65+3/TOkm07oHG6sz5o+Ev7Jel+E/Ft5qN3BuVm3LG4UqPvdOf84r6Mh8DaLGUK2FvlSMfIvqtW08Ozb2/4nWpfh5X+1/0zqwdDuVGP7Z1D7w7Req/9M6qU3KV2Ty2iSX3h3TtW0m60y7t45rG6heCaFgu10ZWVlPsQTWH8M/g94S+ElnLa+GdKh0+KR9zsMM7H5erE5NbraLcNt26zqCkDkgR89f+mdPTSbrcP+JvfnDc8R89P+mdRcu2g/UCDrmlABekxPTptI/rWwGUtjAAz7e1ZC6Oy30FzLeXVw8YZUWTaAMg56KD2HetPb83V859W9qBkisu3oP096peYn/CQMuBn7OD2/virarhR978296zVH/FUvzJ/wAei92x9+jqLoazMu08Dp7ehpxZd3br7e1RMvyn7/T1b3pxX5v4vzb2pjKVm6f2pqC4GcRnt/db/Cr0jLu7dR6eq1l2wI1jUBl/uRHq3o/+FaDD5s5fqO7eq0uonexKzD0HT296Ki2k/wB/p/eb3opoylc8/RxuI+UfN6r/AHj7U+GRfJHC/d9V/uj2qKNj6t97/a/vH3qSPPkg5YjZ/tf3R711BZmbpMwPjLWl9ILU9Vx96f29q31cbe3buv8As1zumbv+E01r5mx9nteu7+9P71vKzKmct0HZvRfeoRTWhcWRd/QdfVf9qsvw3IPJveF/4/Jv7v8AfFX0Y7sAt1/2vVvesnwuxMd/8zf8fs3Zv7w96XUGtEbuQzrwOv8As/7VQaqw/su8OFP7l+6/3RUxY7hy3X0b/aqDVif7IvuWB8h+zf3RSY0ibS8LYW2Mf6sd19DVrd82BwfX5f8AZqppzYsrcDccIOzehq4pPmDO7/x7/ZqHuCXuj2k2q3GePVfepVYZHy/+g+1Qu/ytgnofX/aqQSe7dv73+zUlW8yVZF3H6f7P+1T2kXjA7juvqtVlk+cjJ6f7X+1T/M+bGWzuH971WlfUOX3dyyJB3X/0H/aqRWBc8d/9n/ZqAyY5+b/x7/ap8MwZiQSfm/2v9mi47abkrMMrwP8Ax30apNw3dO/+z7VCzfMvU8/7Xo1S7ju79f8Aa9qYkt9QDjA4/wDQfes5WH/CUOdox9kX+7/frRVuB97/AMe/2qy0uE/4SyWLPzizRiPmzgyED+Ro6hbTc1mcbTx2/wBn3p24bug6/wCz7U1mO09env8A7VOYlW79f9r2oHbzM63kU61fjaM+VEf4f+mlaJYbvu85H931Ws23Y/25fjv5EP8Ae9Za0mb5h16j+96rSHJabimQbeg6f7PoaKaxOO/T/a9DRTRhNeZ5tHDHk4WMDPov94/7NSwxReSvyx/d7hf7o9qih8zd17+/94/7VTW+/wAkf7nof7o/2q7Lk8u2hlabDH/wmus/KmBbWoz8uPvz+30rfEce0fLH09F/2fauf0vzf+E21vlsfZrTHX+9P/tV0C79vBPQdj/s/wC1Wd/Mpx02LKRRBvux4z/s/wC17Vm+HIYfLvTsQf6ZN/d/vD2rRQPv6nr6H1b3rO8Moyx33UD7ZMcYb+8OetK4cui0NnyYWYfKh5P93/a9qc1pBMjRukbIw2lTtwQcZ7UBWDDnjPo3+171MobdnJ/Jv9n3pXHy6bGRH4V0wYOJwckj/S5MD73Qbqk/4RbTvMBxcH63kh/u/wC1WnHnaPm9ezf7XvUm1vMHJ/Jv9n3qXuNLQzJPDOnFSdk3AOP9Jf3/ANqlXwzpoP3Zs5/5+n9v9qtORW8tuecH+96NUqqWI5Pbs3t71BVjGPhPTPMDBJen/Py/+0P71PbwxphbOyTqB/r29V/2q1tj7j9Onzf7VOZHHT1H971Wl1C3ulD/AIRnTW6xOeOvnt7+9KnhfTFkYiOTkj/l4b/Z/wBqtIbs9/8Ax7/ap3zb+vf/AGv9mgdjO/4RvT1ZTsl5Pe4b0b/aqyNCsFbAR8Z6ecfb3q027K9ev+16NUnO/wDH/a9qoVtylHoenqARAP8Avv6+9Sw6ZZWt4ZYoI0kZdpb5ckAqQP1P51Y+bb1P/j3vQ27zh1/8e9Vo6itoDLHtOFXp6L6NT9se77q9f9n2pr7treuP9r0anfNu6nr6N/s0XHyqxmW6x/8ACQX4wp/0eA4wvrNWkyx7sbV6jsvqtZduz/8ACRX46f6LBz8396etR927r3HZvVaV9SnFWBljZfur09F9DRSNu28E9PRvRqKaMZJdjmE8C66Otio5/wCe0f8AezT4fAutpGB9iUfLj/Wx+gFesUUe0Z0+xieLab8O/EFv4q1e8k09Rbzw26xyefGclWlLDGeMbl7d/atr/hC9Y2/8eYzjH+tj9v8ACvT6KXOxukmebR+D9WVsm0XGf+eie/8AjVHR/B2u273azaYIkNw7I3nxHcp2nPHTvXq9FLnYeyieer4W1XcD9kHX/non+1/iKkXwxqatn7J/5ET2/wAK76ijnY/Zo4FfDOpqv/Hp/wCRE9/8af8A8I3qW7/j04/309v8DXd0UczD2atY4ZvDupMpxaHOP78fv7+9PXw/qAIza/8Aj6e3+FdtRSuHs0cb/YN/uOLbt/eT3/xFK2g35PFtjkH7yeo/wNdjRSuHs1axyH9g3p/5dv8Ax5Pf/Gk/sO+3H/RuM/3k9v8ACuwoouP2aOQbQ74lf9G4/wB9PRv8RUo0W8z/AMe//jye3+FdVRTuxezRyq6LeBR/o/8A48nvS/2PeeYD9nOP95PVf8DXU0UczD2atY5ZtGvCp/0ft/eT0P8AjSto93uyLbPP95Pb/CuoopXY/Zo4Kx8N6ouvalcy2pS3kihjizJGc7fM3dDxy4rVfRLtm/1GeQeqeo/wrqKKLhyLY5Y6Jd7f9R2/vJ6H/Giupop8zJdKLCiiipNgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//Z) | SJM 154 x215 080701 Fibula af kobberlegering
Fragment af lille grubeemaljefibel i gennembrudt, støbt arbejde. Rest af begge ender af nålefæste bagpå. Største mål: 2x1,5 cm.
HBC: Grubeemaljefibel |
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aaMGnUUcoXG4NGDTqKOULjdpqC8ieS3ZUGW+tWaKXKguYcGn3SyOWiwO3zD/Gp/sU3P7v8AUVq0U7F87MprGbkiPJ+ooNhN/c/8eFatFHKHtGZEljPsYKnOOOR/jVXTtEmWQvcx4O71BwPzroaKTgmHtGRyQrJEYyAVIxiubtdHvre53eXlM4PzLyvY9a6iinyoSk0Y7WNwFO2LJ9Nwo+w3HeP/AMeFbFFOw/aMx/7Pn7p+oprabNjHl/8Ajwraopco/aMxRp9xtH7vn/eFH9n3H/PP/wAeFbVFHKL2jMB9Jut2VGPXkVIun3KqBsz77h/jW3RS5UP2jMT+z7n/AJ5/+PCituijlQvaMKKKKszCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//Z) | SJM 154 x216 080701 Fibula af kobberlegering
Fibelfragment, fod med endeknop fra korsformet fibel. Mål: 2x1 cm., rest af nåleskede bagpå |
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) | SJM 154 x217 080701 Fibula af kobberlegering
Fragment af kraftig kuglefibel. To krugler samt en stump af fibelbøjlen bevaret. mål: 2,3x2 cm. |
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) | SJM 154 x224 080701 Fibula af kobberlegering
Fragment af trefliget fibel. Det er den ene flig eller arm. flot ornamenteret med plastisk ornamentik, knopper. Største mål: 3,5x2,8 cm. Rest af nålefæste bagpå |
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) | SJM 154 x257 080701 Fibula af kobberlegering
Emaljefibel. Fragmenteret. Cirkulær, med en central indfatning omgivet af 6 mindre gruber. Diameter: 1,7 cm., Rest af nåleanordning bagpå. |
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ccY5P7yLvX7GV+Nv/BI9WH7S10dhx/YV0N3p88VfslWdXdehaCmSfdp9IRmsRlc18Ift1+GX8N/FDR/FjyKtpqmntYF5gNqOhO4ZOcZQ9vU194steC/thfs8SftEfC/+zdPuBba9psjXVh5jERysV2tG3puHQ9iBngmqldrQW+h+XOsfEbTNJu2S1iW6eUsSyTDCtggMc55z69u3Q1zOqfELXlswYFBkmIkBEeduAfUd+vHtzVa4+HuoaL4qvdD1fTZLfWrNzFNBMyoysrYYElgCAMfdyTg117+C7PQbJYWgaS5E2PLTnZgsGPzDcRwuO3PuK4Y0WxytfUXwTdeIrzQ/t0t001156eVazDZ55GeODxjnjHOeozUHjvVIVsVhaCKC6uFEjS7GVlHQctz/FzjH3QPru2GsppEEUaSGODexdgzZxycD3P9K574rTK91GzAhGhlaNm6tuGMfn/nvVawdjPlszsPB/hu10H4QWtxdJJPdyyfaz/dTIIVR+GPQ5zXT6DpMGiaTa3NpdXGrzTHdO0xHlW5ZtoRAVxxxnaef1p3hFbHXvBWiz3c8NrasIVU3TYjZgrL8zdwpbkemOuabqCi4kvbS3vLe1gjQvLImTGsmF24xjkuCM8DA71jy2Tb6ndT2Oo1jxRbyW/2eG9M91EBECsbEOoA2qxbheoBA79RXE2Wl2vjDULvQ2Vnsr6yllWJSAqOmQQmO6vgj2b04rO07xJb/aLW1ubBraC186VQUyZXzjJdSNyke5yQK0DY3NreaJfAmGJTO8iEbfLRwdueDjkoORxXNHRGs46NWPIl1rUPCuoXWhahEqzxSMpZl2lsqDngZBOxfXP04Gb4oku7iVre31F1tlTYGiBMQBGSjfNjHA6DsOK6nxd4fl8TfErUGtk+SW6C+YGAb7uBjnHVe/HBNa9r4Jtxo8RsoY3g/wBb5sm+RhuZl2DpkfdGTgY54zXpRvUirnmxZ5BpvgObUleW0mCyxkMyyPjgnA46nnHbHPWvrj/gnX8KdNuvjlFqHiP7ZBf6dbS3enW00gjV51ZBgg/MxVWZscfdBwQDXjetWNpo1gHMckd0y5Z1fIEjAso3dxgq2PUnoMV2X7OHxgtPh18bPDGvX9rO+lJMLZZLqVjMkJVofM2ZIYBX4xxxjjaBQowi13NdWfsXT1qGCaO5hjmicSRSKGVlOQQRkEVKprpMySiiioKCiiigD8Cfhza/GlfBtnceHYJfsLRquntHFYhdmTkszjd6gA+uc8YPj3joa7/wmeqDxPn+3vOP2zlD+8wOuz5fTpW/4d8F+CdS0i1uNT+JMOk3kiAyWf8AZFzKYT/d3KNp/CuQ8QWNhpusXNtpmqLrFjG2Ir1YWh80YHOxuRySOfSuyWy/zuZR3f8Akfaf/BJUZ/aYkbof7EulI/4FH/hX7KV+NP8AwSXb/jJmTnk6Nc5590r9lqyq7r0NEFFFFYDIZKyfEWv2XhXw/qWtalN9n0/T7aS6uJcE7Y0Usxx34B4rUfrXkH7WsKzfs5+OA0jRhbJXypwTiVDj3BxjHfOK02QkfmB8cPjovxE+K2o+L79INOlfK28UcJ+5t2xhsE7mCbQxyMkkDAFea3PiN9UkknurkrCm0G3hXYWJ7hR8vGeeQOD3q/HoFprscdzcxvM0mSy2qMsisFOF54xkc8Z9MdRVtbz7LoZ023tI7a8Z9xDg5yQBv54yPzHHXNc0pt7FW6mro9wLzUJIJEb95uFurOp8sAEgZAyTgckdcY7nM3iTT7rVLMR3ukXNxHE0hhlWb5QrY5LA/Nzznkf14/V9Qe5eG50+8kN3CCs8exSsOMbSp5OePQfzrofC3iG+uo4bS6uTPFCnySwMBkAY44yTgY9s9OKzqSdrIhK+tzT+EvjC0s9PGi62k9jeR5Ns0gIRzu3BcHuDk9RxxXX3Wq6mI5vtMttJpyl7hdw8h13SbmAU9cFs4UnjnFcRrng3+2NWuLee6jiS8kEtpdIAqxtgDy26kdQPxX1reXxlrnhnTk0q90yz1M2sMJ3210ykBcnLIx+98uTj16VjJS0saU6vLozq9L8Q2GqmzvNQa41U2rqBbxDYkG0gj5mwCO3UdsVH4q+JEWhafNcXkMDzuweztoSS8fBKgc9OeSR9OgNeQ6543utVeV4bK3s+QCLdsMO+cHPPqR3I6ZrDj0rVdcljlu7m4ls0ZMyJIcKS+OSeQevHJB5xgVl7OTd5Gkql1aJ1/hma+1W3m1FIy+oPMZTtwzjd90lTgdyQCe341s33jY+INFOnRxyW4tASVgyN7KyBS69GPTp12/dHWuM07TdR0mFY7OTybScb3nJBUqCPvqpYfeHOc9RWPf6fq2gXsgvXjgZ3bfEuHbPBI6Yz+vPpXRzyirGMEonTR+GdV1y4Wa3SOOEDzgjLt2ttzk4ABOE/DPHU12HgT4b6lca8Jb5XjMJXEZ2tnbnIBH0P8u1cf4dvl1fQbuzg1GSLWcAi3V1WGeIkAkk/dYYBx3znjv6b4QvNX0W6RZons1YAAtP56yFiFADJnB3fdHbI9q5m1q3ubXk42uj9T/gD46tviB8LNG1CBl8y3T7FcRqMeXJF8uP++dp/4EK9FrxL9kb4X6x8LfhT9k19h/a2o3kmoSx4IKb1UAMP72FyfrjtXtyrXrRvZXMJb6D16UtJS0hhRRRQB/OFoPifwDZ6XbQal4CvdTv0TE10muPCsjeoQRHb9MmuV8RXWmXmv3c2kWEmmaY7/uLWWczNGuMYLkDPPPTvXufhrVvj/wCItIg1fSrl57K5G+KbdZJuGTzhsEd+orxfx6uvjxhqR8TsX13ePtTFkYltoxyny9MdK65bL/KxlHf/AIJ9ef8ABJuQp+1HEOm7R7sfop/pX7QV+LP/AASjbH7VNn23aVdjH/ARX7TVnV6GiCiiisBkTrXN/ELwinjvwLr/AIdlYRpqljNaeYRnYXQgN+BIP4V1FIVFVcR+I+qeBdQ+H/iLWNF8SW0mkz20r20sc6nHmAEqwzwQwGd3T5hjjmubZUimSA2Qmt0yCQpErn5txBGOMj0P6c/t/wCJ/BGgeMLXyNd0Ww1eHst7bpLj6ZHH4V5T4m/Y5+Efii1e3ufCMNuGbcHs7iaFlPttfA/KueVFyd4sq6Px/utJGpRzG3LBAx+ZoFBznn/az8w6flxW1oOi3Ph2x/tW5k27YtvlxruV9wYZBIyCRu69zg4JFfUP7Rn7CU/wf8Oal4x8O+JHvdB07azWV4Cs8au4T7y8MBuUH7vB9q+dLhUa3icNMLx4BGY2QbMkgg8YyvHpgkZ+lQg4/EQzMvryS3/s+TzD5zFoxIJBjgnKle4Oc8jIJIIzVSbULOO+iufOW4S4HJWTdsOSMcdMsD8vfd+NbV3oqL4gZNP3Q2kG0KlwFIkKgF5DycqcAfKRwAetcnqlncX+pNc29vFDab9pjjkzHuOSDsU4xuzhflHTsOHLUaOh1yGy1jSWl0y4VbqAGSTcGQbuG2g7uTkdyOg6AVV8HeIbee4tp7ra0kQWObqu08qJMAFTzsx+tc3PHqKsrMBbrdROXhm8wRDA24AQZJ5BB/2hngE0/wAIWYtryJJke0hk2pOgYlmGFO3kgEE9s+vOBXMnKLNHFWPddU8H293pcU1lasguXci7aDIdx/rBsP3Tu35OcfJjHBrhfEnw+uXtT5lhOVUKEuLVDIw+XcGAAG9drq2SRwe3BHp/gHxpaaV4XRbiCa61+D7RbWzbwiR7jnLIeNjbssw+b7mDheYfD/iyXwnaXVta3Is/EFlfMYEu5l/492VoxGroOSY3+YqFYFE28kBet+znoYRdnY5L9m39mTxL+0F4qkt7F47LTNOlR9Q1WRmVVRmHCqOWchSQOOnLCv06+Ff7J/gL4WzWt7DZSa3rFvho9Q1VhK0bD+JFxtUjscFh61ofsy+BoPAvwb0K3iTbPqCf2lcHGMyTYbp2wu0fhXqyilClGKu9TRvUkjWpKRRgUtWxBRRRSGFFFFAH84Phnwb4L1LR7a41T4ix6PeyLmWyOkXExi5IxuUYPHPHrXKeIbOw03Xrm10vUxrNhGwEV8IGhEowMnY3I5yOfSun8O+LvCOm6Lbwah8PrfWLtBiW8fVLmIy85ztRgo4wOPSuX1y8stT1u4udM0xdGs5CDHZJM8oiAABG5yWPIJ59a6nayt+pCvc+wv8AglO4/wCGrLANu3f2ZeYx0+5nmv2or8UP+CVLbf2sNJB4LadeDn/rka/a+oq9CkFFFFYDCiiigBKryR89Ks01l3VSdgPPvjV4Jl+Ivwp8UeHLdFkur+yeOBXfYrSj5kBbsNyivy08SfDfxF4L8VX9nrUzaJrdumRbyOEdOCUZGHGzkkbcjg4IOMfsO0VeFftSfsr6d+0R4fhkhul0nxPYKfsd8VyjjOfLlwM7c5wRyCT16VNWLnH3XZiVm9T8w1uruCZ7eeAxSf6sqCzK3y5yHBw2R+mPaq2peFA88M1sz3Cu0cSx+XuPIJ3RsRnIbbxxjIHGK988PfsR/GtNYbSL3w/pS6dKQkmpTX0RhUA43gI2/BHbZn6V9s/A79lPwn8FrdLuKM6v4hZcPqFzlhH7QoSRGOAMjk469qwpqd7TRVuU+RPgD+wDqniLzdW+IhutE094s2Wn2sqpeFiMB5GwdoCn7rfNnqBjBh+MX/BPvxd4YhGqeDNek8S6bbIzSWNxH5d6qjnCFfll78YBx0BxX6RfZBnpUsduFrplCHLyhzM/GrQNLg0PT7gWyW8cl0u2SCd2ILDIClS27I3djnpXonwE+A+v/FbxdoZEElvZQz+deTxKQLJAcgHJwc87cZOcds1+i+ufAL4feJNWm1LUPC9nNezf6yVN0e45zkhCBknqep711XhrwrpHg7TV0/RNOt9NswxbyrdNoJPUn1Pua4KdCUfdk7oS0d0WbGwj0+zt7WEbYYI1iQeiqMD9BVlUqSiu64rBRRRSGFFFFABRRRQB+Bvhnw18d/Dej22j6Sq2VlDnyoTNYnbkk43MxPUnqa8Z+IC+II/GOpf8JOP+J6WU3JHlkZKjH+r+XpjpWx4d8P8AgW80W1m1nxrqWl6i27zbWDRPtCpycYfz1zxg9BXM65a6bY6xdQaNqM2q6cNvlXtxbfZ3fgE5Tc2Ocjqc4rrk9F/nczjv/wAA+s/+CVuf+GstF4yPsF7zjp+5av2zr8S/+CW95t/a08PRBFO6zvRuI5/493P9K/bSs6vQtBRRRWAwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/m+8M+MPCul6VbW2pfD61168XO+8l1G6iMmSSPlRwoxkDj0rmfFGqWGqa5cXGmaSmh2TEeXYRzPKsWAAQGcljk5PPrXrvw5ufi1b+DtPXwx4msLDSW3CGCbWrG3ZPnbOUlkDj5snkd/evMfiQ2vN4zvj4nvYtR1v9359xBcxXCN8i7cSREocLgcHjGDzXXK/Kv8jKO//BPpf/gl2+39r3wv72t6P/JaSv3Br8Of+CYVx5X7XXhRQv8ArIL1c/8AbrIf6Cv3DDe9Z1NkX1H0U3dSbvesbDuPopuTRuosFx1FM3UbveiwXH0UzNGaLBcfRTcmjd0GKLBcdRTd1G6iwDqKbuo3UAOopN1GRSGLRSZFGaAFopKWgAooooA/nKD/AAhYct40BzzgWvT864XxE2kf2zcf2Cbw6VkeT/aATz+gzu2/L1z07YrKU0crW7kn0JSsev8A7Mvxxf8AZ3+Lmj+OE0tdaOnpMhsmmMPmCSNk+/tOMbs9D0r7qj/4LNDbk/C8Z/7DX/2ivy83MzYUZOO1Oj3bSf4ehbsKrn0sFj9RR/wWah25Pwwbr/0Gv/tFH/D5qHn/AItecf8AYa/+0V+XRJ+Xjg0ZbkYOR2pcy7Byn6j/APD5q3/6Jg3/AIOh/wDGKlX/AILL2ZXn4ZSBv+wyMf8Aomvyz3Njdg4pdzZGR16U+Zdg5T9S2/4LLWoYgfDFyo7/ANtD/wCMUD/gstabv+SYyY/7DQ/+MV+WwkbODkY6ineZ/EMn19KfNHsLlP1KH/BZS0bp8MZMf9hkf/GKe3/BZKwU4/4VpITgEf8AE5GOR/1xr8st7/QnkUbn7g5o5o9g5T9TW/4LJ2MbFf8AhWcjEf3daGP/AERTI/8AgstZsQG+GEoPtrQ/+MV+WvmHHTjpmpbdXa6iTB3Mw4o5o9gt5n6jN/wWXsV/5pjNn/sND/4xR/w+Wssc/DGXP/YaH/xivy2YtuYEHjrx0pFZjjsPWjmj2DlP1QuP+Cx+nwQwOPhrMzSJuK/2wBt5Ix/qeegP41EP+Cylmf8AmmMgP/YbGP8A0RX5d3gZZkXv5a4HflQarmR8nnpT5o9g5T9TG/4LLWAOF+GUx/7jIH/tGk/4fMafu/5JjPj/ALDI/wDjNflmXP3scGk3Puxg5PalzR7Byn6mf8PmLHJz8MZQO3/E6H/xin/8PltO/wCiaTZ/7DA/+MV+WCs2CQDx1pSzAA44Pejmj2DlP1UuP+Cx2n29wQvw2lltzkpKNYA3DscGHj6ZqBv+Cy1iPu/DKQ/9xkf/ABivy0WZ1/dspYf3e49xSqu4Eo3A67u1Pmj2DlP1t+GX/BWSD4jfErwl4UT4dNZf29q9ppX2o6tv8nz5ki37fJG7G7OMjOOtFfnD+y5G6/tMfCEnofF+kY5/6fYqKwnZ7IpHjw+8BTzRRQM9d/ZWhjuPjfpEUqLJG1pfqVcZH/HlPTvCqwN+zT8Qt23zl17SCpON2Nl2OKKK3j8P3/kYy+L7i38TVt18E/BBkEeW0aXzMY5P9o3HWvSLi3s1/au+M0ZWEw/2Tr5RcDbn7JIePeiitUlf7vyM3t9/5nmOixRt+yn4ok2L5i+LNP8Amxzg2t1xmt/xBHbLrf7PWEjKPpVn5g4wT/adwDn/AOvRRULZfL8yn1+f5GxocNsfj18eYmjh8tdK8RmMMBhSGcjb7/SuHsoof+GWdSkKoZR4wthvAG7H2Obj6UUU+n3i/wCAdl4itreH4y/AgeVGsUmk+H2ZdoAbMgyT6596j8K21p/ws74/QtFEyR6LrZiDAEIVuFwV9DxRRVW1+f6E30/rucnfQwL+y3osuxBcL4uvEMgA3Y+yW5xn0rvrq3t7f9o34IMsUfly6d4a3JtGGLJEGyO/GfzoooS2+RT/AMzG8L2cDSftERvHEBHpk/l5AwhGpwYx6cVzOu+TH+y/4SkjjjE//CUakpk2jdj7NaHGeuKKKl7fL9QW/wB35HqdjZ2Y/a2+DaeTB5Eul6A7x7RtZjaR5JHrnmvPvhTDZnwX8czPBHMItGi8ssASh/tCAbl9DzRRVta/f+RPT7vzKPiy1hh/Zf8AA0myPzv+Ek1VTIANxHk2hHPpXq1jb2kn7ZnwvRoofIbStEJjKjaf+JdF1H1oopJK6+Q29PvPLPhjFbf8Kt+NxcIZU0yz8vcBkf8AExg5H/1qb4wjT/hmP4aOEUSHXNZBYKMn5bTvRRUdPl+pfX5/oerzQWqft8aJH5UP2Y/YcptATnTY+31ryn4Y+T/wpn415CF1s9OKbgMj/T4+lFFW1q/V/kQtl8vzPT/hOIxrX7HzJtEjeL8PtAz/AMheDGaKKK5au69F+RtDb7z/2Q==) | SJM 154 x258 080701 Fibula af kobberlegering
Emaljefibel. Formet som ottetakket blomsterhoved. Central indfatning med rester af glas. Diameter: 1,7 cm. Rester af nåleanordning på bagsiden. |
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) | SJM 154 x259 080701 Fibula af kobberlegering
Emaljefibel. Blomsterformet, med otte afrundede kronblade, formentlig oprindeligt med indlagt glas. I midten cirkulært felt med korsformet indlægning i gulligt glas på grøn baggrund? Diameter: 2,5 cm. Rest af nålefæste på bagsiden. |
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) | SJM 154 x280 080701 Fibula af kobberlegering
Lille fragment af fibel i gennembrudt arbejde. På bagsiden rester af lodretstillet nåleanordning. Fibeltypen kan ikke bestemmes. |
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) | SJM 154 x284 080701 Fibula af kobberlegering
Omtrent halv fibel. På bagsiden spor af tap der har fastholdt nålen. |
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) | SJM 154 x285 080701 Fibula af kobberlegering
Foden af fibel med lang nåleskede på undersiden omgivet af furer med tværstreget vulst. |
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) | SJM 154 x286 080701 Fibula af kobberlegering
Fragment af fibel, bestående af støre dele af bøjlen. Høj kam på tværs, samt rester af nåleskede på bagsiden. |
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) | SJM 154 x287 080701 Fibula af kobberlegering
Hovedenden og del af bøjle fa fibel. Del af nålen er tilstede under omrullet del af hovedenden. |
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) | SJM 154 x290 080701 Fibula af kobberlegering
Hovedplade, markant og tagrygsformet bøjle samt lille del af foden. På bagsiden rester af enkeltfliget nålefæste med rustspor fra jernnål, samt lille del af nåleskede. |
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) | SJM 154 x291 080701 Fibula af kobberlegering
Næsten komplet korsformet fibel, ret spinkel. Bøjlen er flad foroven med et lille felt med geometrisk, X-lignende ornamentik. På bagsiden rester af dobbelt nålefæste med rustspor fra jernnål, samt rester af nåleskede. |
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) | SJM 154 x292 080701 Fibula af kobberlegering
Fragment af hovedpladen fra en fibel. |
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) | SJM 154 x294 080701 Fibula af kobberlegering
Urnesspænde, næsten komplet. Rester af nåleanordning på bagsiden. |
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) | SJM 154 x295 080701 Fibula af kobberlegering
Emaljefibel. Korsemalje i celleteknik. Rester af ret lys emalje. På bagsiden rester af nåleanordning. Diameter kun 15 mm. |
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) | SJM 154 x296 080701 Fibula af kobberlegering
Emaljefibel. Hjulformet med central fordybning til nu manglende emalje. Herom 6 huller. På bagsiden rester af nåleanordning. |
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) | SJM 154 x303 080701 Fibula af kobberlegering
Formodenlig et fragment af en rektangulær pladefibel. Rester af slynget ornamentik, evt. dyrefremstilling. Få spor af fortinning. Ingen rester af nåleanordning på bagsiden. |
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) | SJM 154 x341 080701 Fibula af kobberlegering
Fragment af fibel med del af hovedpladen og bøjlen bevaret. Flig fra nålefæste på undersiden. Kraftig afgnavet. |
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) | SJM 154 x356 080701 Fibula af kobberlegering
Fibel, ganske slidt. |
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VSUoKT2L/xY+F+nWsttqsDLBcTxbXimRDvkwMDaSSMKehBP86+cZhq2mytDb/MYpMqm1kYEDqMmvuf9o2z0nVvD+izptj1CFnDvDAqidQoUucdCMAH14r5I1bSTdX0VxbXWwblEq7GIBx1OOenBwOce1VHTQ3jG0bI2Phxqs/xIiXw1q9g99cqsksdwG+ccIqqxJ4UHJ346ua9W+FHwwurfx3bvZXc5t44GRRKxzHEM+YhOeAPT1Yfjk+E/hyINQ0ibTL2E6taRM17JD0jDJmPIB5DdwenHFewfCe+vvB1+1xcXdvO11hdsudshGcsOOCMEZ6/PUVZKMrPYxdRR0OF8deIPHug/FLxJD4V1qWxutHs45rpYRs86VV3Nhj1+VhjPByetfYP7PvxhPxe8B6XrGteQdZhdo5pIVKcgdVOOM9CB7j1r5n8UaMNN1a78WWck2uXerwwiG3+UvFjKFXOMuAFwOOSDmvY/2TfBsfgzw+8t6VW6vrh7lochdpkbIVk7Y56f3gO1aRajZIhy2LH7S1voMt4YtWsVuF+14kuY1ZPIDR/fdQPm6jJAwQfXivivxd4Hi0W6WCORb/TpU3rJG527skEKT2GMHPpX1xrHxD0j4wfGXS7aJv8AiXQTalb3cbZeMx26t5LhR18wAH/PPzP488PLeaprXiDSoUh0PSbso14QFRpwqkxqeQfmz25zzkVUtXc3j6nP/DHRYlh1+LSjJHfrArFlYgbAfnUgcMCBjB4619GeD4bC1+BuvXqWq6jfSXszHbkDzDEqgPgZIK5JB46c+vyZ4d8UXnh+/i1NbUxorCOZ1B+51O4A8kgj1HOetek/Dv42W+j6Tcacly5jluppJEibKurIgCfN0I2sQ2Mg/WpnZrQNbmLHd3Ok6tbTxxRtvAMKEnMYGACmRwckflk9BX6h/ADx1N4u8IWst02bpkSSdQAFjkdFcxrj+6GGeT1HNfnTNoQ8TX0Mwki0rTInJkmuOREGAfZgE4ODjbntzX0B+z58RNO8I+M7fRLDVYZ4tRuVSVZJG8tXwdoiAGOehY/7I7VmpcrSCVmtD7sopkL+ZEjdcin12GAV8Cf8FbIRN4F8EcsSt3cHaPTamTn8q++6/P7/AIK4zGPwZ4ET5sSXd0pCng/InWrh8QmfHH7POlT6ppOrGx8KeOdeEc6eZL4S1QWqD5TtEg8l8nr3HHrxRWT8BvDNvr2kas0vg/S/FJWVFD33imPSGi4PAVpU3gkdccUV2HO9z93qQ0tJXAdI2ilpKoBPWvn/APaS+AM3jiFvEHhyEHW0H+kW4wPtCgcMuf4h+v16/QNFKSUlZgfkP4w8M6npt9daRc2kkUUBxJZ3alWLdieOO/HtVDTtautFgRtDsLi2vMeT5jzKEC8MoQAnOeDz6d81+sXif4aeFfGkxm1vQLDUbkx+V9olhHnbP7okHzAfjXI2v7MPw1tJklXw2jupyPMuZmB57jfg1zui+407aH5ieNPFGueILsaXfXaXUiQKkZhgbazFjI52v93liMKACV6V5lrmj6vDfrDJM6NGzP5kkLjBPP3vw6fpX7Y6X8LPBui7jZeF9IgZj8zLZxlj+JGakuvhp4RvGdpvDWlOzdW+xxgn8QK1jTXU09p5H4XaTqfiHw7dS3mnJI0qbZJZIQRlAw4PTIz2I4z9MdgfGeq6hbTXOla5JdbbdB/Z96fKkLHYHVOoYqze2VXPGMV+uPij9l/4Y+Lo3+2+FLWKVhgTWjPCye42kDP4V8Z/tBf8E9b7w1Z32seDmbXdNXdI9qwK30Q65DL/AKwDr/QYolTUhcye58u6H+0Br/hVIYbyB5RDH9nFvcx7RbqxDgqRhs5BPoa7Gy/aW1G8t7m5tbs2uprGwULGJPMyOG55yO3pXmV94adcWdxEdTs7eYM/mqqXsKKu0qpPyvgcgHuBjrXKaD4O1vWtcttI02yXz7iPOZE8tYo2O7zHJPAw2cntjtWDopu6K5Ynovg34hazY6raz2Vw8WrzSOsJYkLHuADMeehXPHqK77UNSl8RaJaeHLWCT/hG9Pna7uGgOyOe5lVF3AMQvUALz0LN6iuF0FtK8PrJdxQTO1iWtzPIylbhwuQc5yWJ3HJwAuB1PN271az0rwrb2LloLjU5mup5yxwcr8hzjorA5G7+LGMGk1Z2DqHibWra410219NJpukBY7eJrf8AdGTefMaZf7wLqScdBgVz19oaDV4Ib2ZrSa4zOsiRBklTswKkc9emBlTnniqlxqCaf5Gka2qXtjOcJLEpJcFSAwJ+6wIGe+SetVBDP4UkLwgano+AnzsC4Pfafy6Hn17UtS7o3W8a6l4furi3sblrtBMpXzd2Z1HQFWBBIJbvn5uK9i+EfxYvvDnjDTPE9zptvcWzRyW0sVuFjjBckswGCQfvcdioOccV4l4Nma71OO4sZ5IrxE2WDJDuJnJAAbJwMctnB59BVuTVh4Z1bUtLs7mHUo4mZJbqGTfHJMFwxVypycswz0IU89ySheNyNLtH7aeC9ctNf8P2l1Zz+fA8asj9CVIBB/Kt6vgb9k34uRfDfxB4V8H3c096NdVtwNwzizXb+4BBzgFQBjjt2AFffFdMdjLYWvgX/grTbi48F+BFVN8z388ceZAiglF5LHgDjqSPrX31X5/f8FdAG8BeCRyHF7ORj/cQH+daw3EfCfwKs7O9sdVN3o/gG/KSrtbxhqs1nIg2niIJOgZfUkHnvRS/ArVrPT7HWPtuveBdIYyIBH4s0J7+RwAeYytvJtHqCRk84orrOZ7n72UUUVwnSJRS0UAMNFKRSVQCNRupGpKYC0maKQ0ABprUtI3SqA+DP2+/2f8AQ9LtV8daSy6TdzyEXSIAInfHBI/2s/nz3Nfn5pV9qNnNex2t0sFnOgEjypkH5RkZAyQMcDp1ziv1d/bq1LSl+G9tpup3cdqtxIz7pIy+0AAZ2gE459K/LvxhdaXY3ETaastym3LP9lZAnzMvIPTIwfxFZz7o0i+huapbwWOl+H9C06RskrdzTFgivPJ9wMOpCJuzu4XL4ODkp4n8dnwneaZo8/h+OPQIbZrdnkAY3wZ97Svg92AIUHK4HORVPSNQg1q3L6Zctp2owQFIpos7/nXDhiBnHBHHIBqjcald3GkRaT4htcQwv9nt7qOP5Nw3MVyByCXHuOnbFYXUi7akMV0k0kKBRfaBI37tXkDvbE4Hrxjk/wA+9Kto1jHBHY3H2+BgYmg3blT5hk8HGOc88cDpXKT6bfeHbpJYBJJFIu/vtYdu/PGfevWPhP4ah8QWkuvN51rZ2qg33lt+7SFgynAOSXzuxgfmSKhRd7Cb5dzYj8F2WhfD2G/jWWDVfEEvk2MOGHlWg/1snTjedo69HWudh0e30O41J7RN58oecrR/K3zDkADjk56die1QXetS6hdNcjzC3m+TYRlAmyPAZsjnGcjIX1HZga6zT9OkjmtCkyfaGUXk53DCRgbSCMYLDG4/7w9xWsmvuBXNnwPrOp6HrUfjOS4kTxHNKP7PhMe4xRqCDIAeM8bRnoAa/Tz4E/ExPiF4J0y5kV1mMQQuyYVpEG2RAQSDtYHHPIHsa/OyWC2i0Sa5ilKXdwGtY1lXMFvbt85ReBljvbHXOOMV9C/sj/EZbP7H4cgvFn061iEiswxvkkfzGUf7almyD257VjCbvZDkk0fbdfnx/wAFef8AkSvAgAYsbu5Ax/uIf6V+gsciyIrqdysMgjuK/Pj/AIK9Anwf4BIbbtu7o4zjPyIP612w3MD4Z+A/i618N2mrJJ4s/wCEcaSVWEf/AAikGsGXg87pP9XjPQcGitr9m641qz0vVG0zU/iVpSSyIXXwNpxuIZMAjMp81cN6cHiiuw5na5+6tFFFcB0hRRRQA1utJT6ZVIBrUlOIpNtMBKQ4p1FADMUbTT8UbadwPBP2uvAMnizwC98DE8FlDJHLDJHuz5hQK2c8YZR+fXivy9T4f3Gn6oYJ7+1t4ZH8sT3LqIl/3iXwv8+eK/bDXdDtvEWjXumXilra6iaGTbwQCMZHuOo+lfl98aPgLrnwt8WXtnrOmyahYXO46fqsZPlSgHPP+2F6qeh6cYNc9S+6NKerseS6Ppek3Ezy3txbWsMrLFb6jamR9m3GVK4IwcjJ9s1ZX4fTatr2p2tkZbuW0QvPiIrG8YBJyO3KkZ78Y5xWb4ds7a11DUpQ/kWaQF7qRgdqS7gUAA4P05/WvSPCa6lZ+IrWOyugLq6tTDLcZCsxJLx9uSU2t0/h5rlk3EuUXd2Z5H/wh89tePZ29vNJC5L/AGOVgpjIVuhPTpnGeeOamXWtS0LRdR8EadIz6VqVxFNcSW+wySsCvyZwTt3KpA46c9a6PxpcaxHJqDebDMrMYogCS2/PQr9CR6Hd7VwmpzS6lhJNtm1tb75HtlwZCB8oIOCCeO/StIz0Ltfc9H+GPgXTPHHjD7LaPJJoujWjTXVx5aqs+z5nbqVCEkgEnOxM+wn8NRQw+KLXSYHhklu1j2yfKyZd1YqWB6DzGAPvjOK898H+LPsnhebRYGNjBeTvJdNuKySweXtEJxj5By3J64roPBOppBqT3llC9y8ZjeNivBUKu9R/tE7Tx1G7JwOdW0ZtaNnW/twfbfAmkaba6Vf3GnWN7HH9otIMxRuwVA4Kg8EMcEEn9Ky/2U4Lybxdp0lld3Eaeckc7K20Sh9y5PXnqQe2cmu41uZ/jXosGna1oTanoZxLFNdybLmFgSA6PnOHByQ3oPqe2+DPglPDdxpsmgaZcQXjXXlRQfKJyNkgL5OQ2QFCjtuJ4zXN7S0bLcmUklZH6MeH5lm0e12usgWNRuVgw+6COR7EV8B/8FfVZ/Cvw8Axj7ZdZz0+4lfd3gbT7/TfDdrHqYVb5vnkjU5CZ6LnpwABxxXwv/wV2UN4U+H29d0f2y5zjr9xMf1r0KfQy6Hxf8A/C97rOnaobfw3468SCKSNHl8HaqlpBF8vCv8Au33HGDnI78UVnfAvw1BrWl6ox8GaP4oEcyAXGpeKE0h4/lztCtMm8f7QFFdhzvc/eiiiiuE6QooooAKQ0tFADKKXBpKoBMUtFLigBKdtopaQCVV1bSbLXdPmsdRtIb6zmG2SC4QOjD3Bq3RSA+N/jF+w/c3niNr/AMAvbWulXm43Gl3EpXyGKbWMZYHKtgZB6Hpx0o/Dv9gXWbHVBqmueMn07zJFlksNPiEu5lUKuWbCjAXsp6n1r7WoqOSLdylJrY8e0n9k34Z6fIbi80Aa3fOQZLvUpWdpCOmVBCf+O13GkfCvwX4fjKaZ4R0PT1Jyfs2nQx5PqcLzXU0VSSWwrt7nC698C/h34mt2h1LwToU4Yk71sI45AT1IdQGH4GvKdT/YP+HrXCPok+peH4FLf6LbyiSNcgj5C4LqeTzuNfSFFDSluI8A0v8AYr8FaT5awa14m8hU2GFr+Pa3OTn91n9a9W8HfDTw/wCBV/4lVmVl2hPPncyyhQMYDNkjPfHWupopcsb3sHmFfnx/wV2UyeEvh+o5BvLrK+vyJ+VfoPX57/8ABXhh/wAIj8P05Ba7usNuCjOyPrmtobgfFfwL0fSptC1Vr21+Ht7/AKSpDeMLy6hlC7efKELqNvrkZz7UVD8CtdtNN0jUY7jxJ4L0VpLhT5Hirw+2oyONv3lkWCTavbBI5GcUV1nO9z94cc5pa+MZf+Co3w8hIDeHdc3blUgeTxkZz9+obn/gqd8PLeSNR4c16QMMsy+ThOSMHL9eK5PZy7G90falFfE03/BVb4dQtj/hG9eb6eT/APF1LB/wVS+GssgR9C1yEnoWEWPzD/5zR7OXYLo+1KK+KpP+Cqnw2jx/xT+vtxk4SLjkj+/VRv8AgrB8OO/hnxEDnuIP/jlHs5dguj7eJo3V8Sw/8FVvh1LjPh3XI854byc8A+j98frSSf8ABVb4eRrEf+Ea18l8/LiEEYPT79PkfYLo+2qd+FfE5/4KqfDmOUo/h7XEGMhz5OM46ffz+lIn/BVb4dyMoTw7rjZON37kL+Zajkl2C6Ptmlr4xn/4KhfDu0tUmudD1i3Z+VjcxlsZ4JAbgH86bH/wVG+Hsluko0HWMsfuEx5A7E/Nx3/Kl7OQcyPtCivh2T/gq/8AD6OQp/wi+ttxkMrxYP8A49T1/wCCrnw9bA/4RjWg5ydpeL9Tmj2cuwXR9v0V8Or/AMFYfh21wsf/AAjWtCMnBk3R4HvjP41Iv/BVjwB5Ukz+GNZWBDjd5kRJPPAGevFL2cuwcyPt6ivhZv8AgrJ4FMmyPwjrDd8vcQoPzJwKg/4e2eCvKEh8FayAegNzFn64o5Jdguj7wor4Mb/grf4KE2xfBerlc43m6iH49KtXX/BWDwZHpsN5B4P1ScSSeUY/tMYZWAyex9V+ufajkl2C6Pumivh6T/gqd4WtbNbi78GalaBl3BJLtN33sdNuex9qyj/wVs8JusrQ+BtUkWMZ5vYwfy2mn7OXYXMj72r87v8AgsGyjwp8OwWAP2u7OP8AgEdW5v8Agr74ZjVCnw/1By3UHUUGOf8ArnXyv+2x+2nZ/tU2Phqzs/DEvh9NHknkZ5rwTmXzAgwMIuMbffrTjFp6jujjv2d/Gkvh/RdVt08a674bMlwreTpPhyLU1f5QAxdpF2ntjHaiud+CXxa034eaZqFtfeI/HWiG4mEgj8J6iltE4C4zIrdW9/SiurmRg077HdXnwVsrPXItMTVJsN4w/wCEcaXyxlYywHmf72McdBWPpPwgtdYuvDkMmpyxpqt3qlszBAQn2SNXUjnncTg0UVZGpm6f8J7XUtJ0i8OqTI174ev9baPywcPbyTKEBz0IiBz7mmXvwrgh0vUJV1WY+R4YtvEO3YNrySTxR+X16ASkg+oooqUVqO134Xw6HpPiGWLU5ZRptrpFwFeIfP8AbIlkYZzxtLYHriruofAu0svEGtacNWmdbDxVa+HkZo1BaOXzcynngjyhx7miigCtovwfstQ1fQbRtWmC6l4ouNAkdYh+7WIQnzBzyT5p49qTRfhTa6lY+GpjqksLapZatd+WEX901pHIy9+d3lDPpuoophqVbX4P29xo1pfvqUytceFrjxCV2AgPFcyQ+XnPQiPOevNXP+FV6dptrrlw17PI+m+GdP15A6fKz3DW4MfHQDzzg/7IoopB1Dxh8JbTQ5PF066nLPJo95pkCbogodbqJ3Jx227Bj61syfAfT7fxNc6S2tzuE8ar4W8wqu4xsSPN5/iwCcdOlFFMV2Zvh34M2WuXHh6JtUliOqa5qWlEIgOxbaKJ1YHPU+YQe3AqPw78GbLWLPw1K+qzJJq2h6rqkoVAdslos7LGvqG8kZPucUUUBqV7j4OafHaPOdVnLjwgviQR7AAJDOI/LP8As4OfWrXir4P2eh6T4juU1KdzpmiaRqqjClZpLzySwPoFEpxj0FFFAalzWvgjpemXfi22s9UupG0nXNL0seYiZkjuUlZ2+oMYxj3qZf2ftMm8R2tgdWuBFN47bwszbkDLbKygSD/bwen6UUUCuyt4a+Aem65N4XiutVuIxqms6tp0nlFGKR2sMciMOvJLtnPtUvhH4d2S6X4ZCXjo+reHtY1gzAIxSS1WcoozkAE26Zzzgnp2KKQ7srX3wns59DvLybV7yaZfByeJMyMpzO06R7M4+7tZvf3qtrPwa0zR9F8UXcV/eG40nR9D1OLc6YZ7yKJpVPHQGQ7enQZzRRQK7/r5FzWfgLoun+I/EmnJqN48el+LdM0CJ2KZaG5WcyO2B94eUuO3J4rjfir8MdO8D+GrLULO4uZ5Ztf1fSisxUr5Vq0AjYYA+Y+Y2e3AwBRRUy2Kjujy0554zRRRWRsf/9k=) | SJM 154 x357 080701 Fibula af kobberlegering
Ligearmet fibel med geometrisk ornamentik. Den ene arm afbrudt. På bagsiden dobbelt nålefæste med rust fra jernnål. |
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) | SJM 154 x360 080701 Fibula af kobberlegering
Fuglefibel - vendt mod vesntre, vinge fri over ryggen. På bagsdien rester af nåleanordning. |
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) | SJM 154 x361 080701 Fibula af kobberlegering
Fragment af Urnesfibel. |
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) | SJM 154 x375 080701 Fibula af kobberlegering
Urnesfibel, hel. Velbevaret nåleanordning på bagsiden. |
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) | SJM 154 x376 080701 Fibula af kobberlegering
Emaljefibel, central cirkulær fordybning, evt med emaljerester. Herom 6-takket stjerne. På bagsiden gode rester af nåleanordning. |
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) | SJM 154 x394 080701 Fibula af kobberlegering
Fibel? Fragment af uidentificeret type og datering. |
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) | SJM 154 x400 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af hovedplade og dele af bøjlen. |
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) | SJM 156 x002 080701 Fibula af kobberlegering
Endeknop fra fibel af kobberlegering, aflang, med profilering i den ene ende. Længde: 25 mm |
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| SJM 156 x003 080701 Fibula af kobberlegering
Fragment fra oval pladefibel. Har været udsmykket med S-formet slangedyr. Muligvis har dyret haft hoved i begge ender, og antagelig har forsiden været fortinnet. rester af støbt nålekonstruktion ses på bagsiden. Største mål: 36 mm. |
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) | SJM 156 x004 080701 Fibula af kobberlegering
Fragment fra korsformet fibel. Firkantet hovedplade med helrund, støbt knop øverst. Sideknopperne mangler og har antagelig siddet på spiralaksen. Fibulaen har en kraftig, højt hvælvet bøjle, og desværre mangler det nederste af fode, som sikkert har været udsmykket med dyrehoved. På undersiden ses rester af støbt spiralholder og en lang nåleskede. Længde: 64 mm. |
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) | SJM 156 x007 080701 Fibula af kobberlegering
Fragment af rhombeformet fibel med let konkave sider. I midten en cirkulær forhøjning, omkring denne 2-3, måske oprindeligt 4 små fordybninger. Rester af dyrehoveder i hjørnerne. Svage rester af nålefæste. Mål: 25x25 mm. |
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Emaljefibel. Der er tale om en cirkulær pladefibula af bronze med emaljeindlægning; muligvis korsemaljefibula. Smykket er temmelig dårligt bevaret, så mønsteret og emaljens farve kan ikke ses. Der er rester af støbt nåleanordning på bagsiden. Vikingetid eller ældre Middelalder. Diameter: 1,9 cm. |
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| SJM 156 x018 080701 Fibula af kobberlegering
Hel, meget elegant urnesfibel. Meget af nålefæstet bevaret bagpå. Største mål: 3,8 cm. |
![](data:image/jpeg;base64,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) | SJM 156 x019 080701 Fibula af kobberlegering
Fragment af lille fibel? Mål: 2,9 cm. |
![](data:image/jpeg;base64,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) | SJM 156 x021 080701 Fibula af kobberlegering
Fragment af korsformet fibel. Største mål: 3 cm. |
![](data:image/jpeg;base64,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) | SJM 156 x022 080701 Fibula af kobberlegering
Emaljefibel af bronze. Mål: Diameter 1,8 cm. Oprindelig cirkulær emaljefibula, men dele af kanterne mangler. Fire cirkulære fordybninger. På bagsiden rester af nåleholder og -fæste. Fibulaen dateres til Vikingetid. |
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Fragment af korsformet fibel. Største mål: 3 cm. |
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) | SJM 156 x034 080701 Fibula af kobberlegering
Korsformet fibel, med spor efter jernnål. Lgd. ca, 8cm. En lille smule skævvredet. |
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| SJM 156 x036 080701 Fibula af kobberlegering
Stor fod fra fibel ? 40mm lang. |
![](data:image/jpeg;base64,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) | SJM 156 x044 080701 Fibula af kobberlegering
Midten og en del af armen af en ligearmet fibula fra vikingetiden. Midten er udformet som to forhøjede områder med nittehuller og en cirkulær forhøjning midt på. Samme udformning, dog uden cirkulær forhøjning midt på, ses på den bevarede del af armen. Stykket har noget korrosion, men der ses geometrisk ornamentik i overfladen, og muligvis et dyrehoved på begge sider af forhøjningen midt på fibulaen. På bagsiden er rest af nåleanordning. Længde: 4,3 cm., bredde: 2,4 cm. |
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) | SJM 156 x045 080701 Fibula af kobberlegering
Fibelfragment. Foden og en del af bøjlen af en bøjlefibula, der formentlig er en korsformet fibula. Stykket er meget korroderet, så der ses ikke bevaret ornamentik. Der er bevaret nåleholder i hele fodens længde Denne dateres til germansk jernalder. Største mål: 4,3 cm. |
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| SJM 156 x050 080701 Fibula af kobberlegering
Bondebroche. Ring ag kobberlegering, ydre diameter: 2,3 cm. Dekoreret med blomster og blade bagpå sidder nålefæste. Henover og under rammen sidder et stykke bronzetråd, formentlig har herpå siddet påloddede blomster, indfatninger og lignende. |
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) | SJM 156 x053 080701 Fibula af kobberlegering
Emaljefibel, stjerneformet med 8 takker. Tomt, forhøjet midterfelt. På bagsiden velbevaret nåleanordning. |
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) | SJM 156 x062 080701 Fibula af kobberlegering
Korsformet (?) fibel. Hovedplade med dobbelt punkt-cirkelornament, markant vulst på langs af bøjlen. På bagsiden rester af nåleanordning, nålefæstet er enkeltfliget. |
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) | SJM 156 x063 080701 Fibula af kobberlegering
Korsformet fibel, hovedpladen og del af bøjlen. Rustklump på bagsiden fra nålen. |
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) | SJM 156 x064 080701 Fibula af kobberlegering
Urnesfibel, fragment. |
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) | SJM 156 x065 080701 Fibula af kobberlegering
Urnesfibel, fragment, rest af nåleanordning på bagsiden. |
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) | SJM 156 x073 080701 Fibula af kobberlegering
Fuglefibel. Rigt dekoreret med overfladen kraftig nedbrudt.På bagsiden rester af enkeltfliget nåleanordning. |
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) | SJM 156 x077 080701 Fibula af kobberlegering
Lille, kort ligearmet fibel, den ene arm mangler. Ornamenteret med tværriflede bånd og indstemplinger. På undersiden rster af enkelfliget nålefæste med rust fra jernnål |
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iyEQ4xnAGcnADZxnmvV/wBn2+t7PxNpUmoXTQXV2k1vZwykAlV+8hyAcluRx2xXXCbjZPZkwm3Kydz6gopKK6zqFpG6UtY/izWYtD0O4uJJFjdh5UO59u6RuFAP1/LBPapk1FNsN9D5B/4KEal9h8GRaFpczx39+0ccEDbivD72IH90DrzxxjnivzX1JpvC9wumExzfaZFMhU/OxLbWbI9gMe5Nd94q+Lmpab4o1A61JJPdl5B9rlk851CklSCS2A3J29PXNcP4uMk3hi/11pEuLwIpt44woMKhAUyB378D+lePpK7XVlU4yg25dQjsNN0+a1aAC9y7MbJnx5AydwDcZJBB5Pp65qlb6lpuoXUq3kktrDbzZW3jClJYuQ65x95flwSMZz61maaupappMdwjROoCNJMwGBwGO5j352/98/hLfaOLOyC2t5lp7ciSLBXy85wSO/BB49RmuaaXPd7npRk1G3Qn02RmVZFhAuIS0Ze5h2Ox3HZkj7gwwwRgcfSoLXT9QvNUvJ9Nt42vYV+zSRzKDkTbwwjByz4Rj9McdK2LPbdM8bRO0bW6odrEI3GGxjOO3fjJx0qzqGiw2NxYud+I0Lo6nB8wEbeevP61vZ6voZ86NOx0mLTYVluLlp7rylEdu+FRQEzx6AFVBOerD1rirfTnso5ponBu4wYNls/K/LuDZzk5wefp6V0fiLVr+30O6xbu6lV2spw3lsx3nPqAeP8A61cTo8g/tjURcxA2NwscTXBbakcrEEEN3wDyB/ePal0uloXa7NWFVvr3UrOT7Vb+TbhbaPGyUnaDuLEf6vnoO3qTVwa1pNraXMdta/ZZmsm8yS5kz5EqZR2Vgc7mz97A6nrWT4T0qTVNejLMX8mAxxhPuFuQucenB59qseIVlt5obc263Bs4fMmDW6uHdtwGeOhOSAcnIFZcvvLTQal0uYGiapBcOHla3AuI2RppZiAxVDtDAcgcLg9M1pX+ntcvLqGrBriUwi0t5IXGy43FdwzyPlGeSRnPese/ZNYjSwtrVIWhi3wQyMqgKyDqSASMKep4I/Gui8K/a9c097Seaa2tLEPdIIUMwCrHkjIGAemckda2+D3kV8WjMmS1jFwsEMUzGIbpI40ZTMu4/gDsU8jvk1t3lnpl1rcVxpsbWmkMgMayOS5baC6884BIyfrV2HEeiXlnDNL/AGhuLvIPmW4XOFXkEoxY8nPHA4zTtH1LULixSZnElvBBHHNbQxAGKIMC2Fb72Cp9zj61hzOWjKa0ujf8E6MNSuYpiyW8MiF44ZAOQM87c8j6V6bpPh9bO9aa5hDXcMZhKONqqeMsS3tnjnpXm3hVhI1u7CSORm8xCXKxhRzgDIzwRivYtJ0nVNY027vV2tCWQsiliztnAJHTGcHqevStKW910POqKX2js/BngC0g0v8Ata9LMZciGxjQr5ox0A46kk5J6D2xVxobvXWTS7Dy7We2XdcYKrIuW5XcegUEHb/LtD4i8RGHwrbaZveO4jiRGmQfMka/IxbHfaCPfHtVLxEbzw98NdfuoYHS9mRDFLEwySS2GJA5GQBn+ddtSTcLs4IxfOO8SeH9Mj0O7tLLU21vVlB+eK5ACknOFwcHk4OR64zVP9n26h1XWLrQmsoU1iKMxS3EYIRrcsGL5B+9uTaeMY9OleAfDXXNes/HWoyHU/tMLTKs8AXzGQO5O4DAKjJ578Y719C+B7iy8LfHqDTo41a0fSrg3ixyDMWQxO8/72Dj2x3rljP30ktzrqUUoO71R9P+BfDgsbhFurzyLK1YIxZzjYBzknr36Y6msC28NNq37R+iajIYYI4Zra7EysOMzII4tqk7WYHOD2B9Ki8SeJp18M3kV1LJDbzMZZ5LckyEbWZNuceoXA7E/jN8PIZrjxR4QtHjmtpby+ju0eVz5jorqS2c9wrEfQ11qajUS+R5cIy3PtRaKBRXonoi1Q1nRdP160FvqVpDeQBtwSZQwB2lcj0OGIz71frzv40N4uh8OM/hO3+1zyK8FxGrgOsbDG9ATgsPzqZOyelxN2Vz8iv2ttN8O6r8avEn9gRQmwn1Hy08uJY1DL87qADwoz+PA4xXmOsRtcSW2iRyw25m/fy3MjZjjQtt2kqpPAHfuDxxz33jDwbqMnjKQajZ3Vo8Ikeb7USMyFlMmDjg5Ktz61Ss/CMGmxxztLGEecmYyqrt5bAncvAPA4znOc14tZSg720NcJaUdWY2kxwRQwR24a005nWJrcscsCeTwOh68n+Gq0nhmFdRhhkdSPN8xlbcTJHkErxzyOfw7V3cNv5kq26vkMWXzpM4DAZHG3d2A5GORmkWSG8s/LuYlW8VcNgDKJkBhuyOcn8vYVyxdrt7ndLoJ4f0dVitxNBEZomGIUTb8mR1GevIzXp/jD4LG+8CPq2mLFdPCVa6ljIBtsDJHXJzwenH6V51IsiO8zmSKTzSA+QMbeeueew/CvUvA/xVv/B3hq8i1HTz9g1TMsZmKKzABQVDjnJwBjg9Pau6XO6adN7fieJiFKNRS6HzrrV9FE0SXKgmEY2s+FAGM/zPB9a42TUrHS7O9uP7Ngu/tBV1jcPkPjhlxxn5s5PYD6V6FrE1pqV/rl/e2Hk6crebHG6jdI2OCcjgnPbvXJadotqLgeXAsN0DulhwAqJ1wDn0z064x1rPmtBc2h6FGTk7lW28RXdrb2lh5s0IgkaZ44FTMK8MSD3A3AkZzyelIdPs9V8YWdreXdwNPls3aO5t4m83fHGxRivXBOAfTryBmqEmh/NdSb47EQs5RZWbJQYJOACMscY57Vp+H/tlvrkN8Qn9nyb7LaZV2LI2cnIBIzkDPOM9aifu7M7Yrq0YtnJHJc6dZyxXE4uLrbJGGBLKM/MSPmCndjGOMnmtfS1fQ4b/AE9dRyWmdHsXhG1gSQytxnoF4GevtVC3s7jQfEUl24jaXTWYyRzp5iS9dqqB2A456ZraS9l1DXA0NuLaCaUXDJGBHGjD+IZyf09qiTfyKUkn5nVwW+k3vw9sNMXdHqltK088kMBheaDJZ4nkYn5gPLYfKBhm6lQDQXT9E0HxdPLpj317aSJkJcSPblGCgMhwOq5JDHg8cEZy2x062t454GaUNIGgG45QZJycD8CO1WYdASW1k2q0LFSu885A6/y65rH4dOhs5Ju7LHhS8+3O115BtkEsbeXcyKGiVVYBWA7t69favob4W+PLfw3LLY3sqyQyEFFhYF4pOoOfy78bq+b38O3dxpenWsnlx3cM6K90zSM7xZYiPAbpwvTpzXXaLqF2uoWdtcRXEGmsqtI8YDOQANykZPf6da6abjdHn4lSs3E9b8bLdbtVNpBJb20wklilWMAO2ANpbpj5vzz71i+CfFN1Dp40q6SNwYuMAFJFBVsAjB4I/PnsK2dJ0nWPif4it/D/ANvlSzRS1xPMpDyoAV8sf3j05HU1vTfBG00jVruSS/vLe0hTyoI4Zd21SCQSTnn2/wD111P3XY4Yy5lc8xvdN8NeA7E6hpkBn1SUu0O5CCXIz5rqpwdvzYzk5478df8AA7w3Z6l48uS8c2o3WpRm3kaNdkg37Wcux43fIM9ABnoOkd98NdJ8MyRTpO1zeW581prkrvjYdI8evzL93PTNdZ4Lv7DTdLvb7+0zb63IkiQW6DAi7bz8ozwQRjPT/aohT95SCc7QcV1PRPjJ4ivbq8sInlWTTbG3WCBwdwVRzy3duMfgPWj9nvXY5vixpLapMWZrhUgdmLCMkbVRRnABIx+dcjpurf2tpOi2ckKxTw3RkkuCweHy8AYYn72OGx19OtZPhfVnuPi3pEkJkiNxr0cDtGAEhUTAMAexBxj6UtISRlTg3oz9OF6UUCivWNxaKKKAOM8c/B/wh8RrWWHX9Ctb1pP+XgLsmB7EOuG4479q8RuP+Cf3gSSRpEv9SV0Eggz5XybhgbiFy2OO4PHUV9Q0VDhGW6DZ3PyD8d+E5PAPjrU9C1nTL2G/W4aIXDRviDdv2PnOGV1XIIJ6nPSud1TQBH5kM6K0yTMjMCMbh1VhjHJJ/Kvu39tv4Y2eo3Hh7xa1uj/ONNveCS6/M8PQjo5br2OK+OfGNtLZ3V1IHbebjAQ7lL5Gctx75rw6lJ05tHpKalBHD6i62qvHLN94YQrkkjHPHbAzyfSqP2i6a3jtIridrSP5hCZCRuJydvPAwM9ewqp4smhXVmRpZLiSS2W2ZkjbMBwX4Hclcf8AfXtVO/uLiPT4pIU+eMsu1UOZMEqNpU+vr05xWarcjaFKippNlSSxja8jtrw/aY7HbcLGFJExxnkEY4PHNV7yO0stSkFziW7uVTyrGIBQuMhj0ySARjnHB74qlHHfMk0uxpZ7eePzXZyRIAMOAT0AwSR+HetCPQ5bfVLq6vR/pkroEDNh1TGNu3qM9cf/AFjSXv8AvSYNcqsinZabZo7pcSvctIJAE2L97ACqcj7oIGe5ya7HwN8NYpoojJci0XcoRXJILe/bqcfQ1zJaKTVrgAxHyVLBBwQAc4ycZJ4PH413mk3ys6XW5c4BKBhxzkY/E8/T2rphySvFatHLXdRR7Jnpek/AHw14yTUNOicWZs2ZZ5La3LzO4TdIWcsFVVzjcRt5FeSeKvhhdfD77daXS2l5bQFjaXsL/JIm9xESwHOTjOORW3qnxS1XSdIMOnOsFszFpI8bZGZzjazjlwADgE+vHNe4fst/sfzfH20j8W+PZry28PRyt9jtbaURm6cOQxI2/KnBHGD6e2VOjW57N6M4lS5up8oaPoN/qzOYwrBFSTdv3LluMbjgHv8ATFblj4bvGvWs4V86WIbXmVwyZ9z0POeRxxX626D+y78K/Dd/NeWfgnS3lmjWJhdobldoORhZSwB9wM8V2OlfDfwpod4LrTvDWkWFysXkCW2sYo2EeSduQvTJJx716Tw3MdFOUor3nc/KW3+DPjltLh1FPB9/c6XIXVLyCzeQP/tDA5HU5784qr4L8M3U3nm6j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| SJM 157 x015 080701 Fibula af kobberlegering
Fragment af korsformet fibel med fint bevaret nålefæste. Med punktcirkelornamentik. Mål: 25 x 30 mm |
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) | SJM 158 x001 080701 Fibula af kobberlegering
Fragment af korsformet fibel af kobberlegering. Den ene arm samt dele af de tre andre slået af. Resta f nålefæste på bagsiden. Svage spor af stregornamentik på forsiden. Største mål: 26 mm. |
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) | SJM 158 x012 080701 Fibula af kobberlegering
Emaljefibel. Med korsmotiv. Emalje ej bevaret. Diameter: 1,8 cm. |
![](data:image/jpeg;base64,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) | SJM 158 x014 080701 Fibula af kobberlegering
Fragment af kuglefibel. Længde: 3 cm., bredde: 2,2 cm. Dannet af tre kugler og med manglende fod. Førromersk jernalder, periode 3A. |
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) | SJM 158 x015 080701 Fibula af kobberlegering
Fibelfragment af bøjlefibel, Almgren gruppe III. Bronze. Længde: 4,9 cm., bredde: 1,5 cm. Meget nedbrudt overflade. Kam ca. midt på bøjlen og lang fod med nåleholder i hele fodens længde. |
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) | SJM 158 x023 080701 Fibula af kobberlegering
Den cenrale del af hovedpladen fra en forsformet fibel. På bagsiden rester af nleanordning og rust. Kanterne er kraftig afgnavede. |
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Fragment af trefliget spænde. Ca 1½ flig bevaret. Overfladen korroderet, men der er fletbåndsornamentik i fligene. Rest af nålefæste bagpå.Største mål: 3,3 cm. |
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iigAooooA//2Q==) | SJM 257 x018 080701 Fibula af kobberlegering
Næbfibula af bronze. Mål: Længde 4,95 cm. bredde: 2,7 cm.
Næbfibula, ornamenteret med ribbede lister og små stempler. Noget slidt på toppen af bøjlen. Støbt nåleanordning, hvor en tap har holdt fjeder/nål. Fibulaen dateres til Yngre Germansk Jernalder |
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) | SJM 257 x024 080701 Fibula af kobberlegering
Fragment af emaljefibel. Med 6 cirkulære gennembrydninger langs randen, og en central gennembrydning i midten. Med rest af nålefæste bagpå. Diameter: 1,7 cm. |
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) | SJM 257 x026 080701 Fibula af kobberlegering
Emaljefibel. I midten cirkulær indfatning til nu manglende emalje. Omkring denne seks små cirkulære gennembrydninger. Rest af nålefæste. Diameter: 1,8 cm. |
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) | SJM 257 x028 080701 Fibula af kobberlegering
Fragment af broche med emalieindlægning. Kringleformet blomsterslyng med en trekløver eller fransk lije centralt. Rester af nålefæste. Mål: 4,2x2,1 cm. Datering? |
![](data:image/jpeg;base64,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) | SJM 257 x029 080701 Fibula af kobberlegering
Fragment af korsformet fibel. Længde: 4 cm., bredeste sted: 1,6 cm. |
![](data:image/jpeg;base64,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) | SJM 257 x031 080701 Fibula af kobberlegering
Temmelig korroderet cirkulær, let hvælvet fibula med tredelt ornamentik. På bagsiden støbt nåleholder med to tappe til fjeder/nål, nåleskede og øsken. Skivefibel i Terslevstil. Lettere fragmenteret/slidt i kanterne. Rester af nålefæste. Diameter: 2,9 cm. |
![](data:image/jpeg;base64,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) | SJM 257 x050 080701 Fibula af kobberlegering
Fragment af urnesfibel. Mål: 2,2x1,4 cm. |
![](data:image/jpeg;base64,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) | SJM 257 x052 080701 Fibula af kobberlegering
Fragment af korsfibel. Længde: 4 cm., bredde: 1,8 cm. |
![](data:image/jpeg;base64,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) | SJM 257 x082 080701 Fibula af kobberlegering
Emaljefibel. Større fibel, diameter: 2,4 cm. Rest af nålefæste bagpå, Korsmotiv. Rester af emalje? afventer kons. |
![](data:image/jpeg;base64,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) | SJM 257 x083 080701 Fibula af kobberlegering
Fragment af korsformet fibel. Længde: 5,2 cm. |
![](data:image/jpeg;base64,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) | SJM 257 x084 080701 Fibula af kobberlegering
Fragment af korsformet? fibel. Længde: 4 cm. |
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) | SJM 257 x085 080701 Fibula af kobberlegering
Foden fra korsformet fibel. Bevaret længde 45mm. Rester af nåleskede bevaret. |
![](data:image/jpeg;base64,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) | SJM 257 x103 080701 Fibula af kobberlegering
Fragment af korsformet fibel. Fod med rest af nåleanordning. Længde: 3,3 cm. |
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) | SJM 257 x107 080701 Fibula af kobberlegering
Fuglefibula. Komplet, forholdsvis flot bevaret.19mm. |
![](data:image/jpeg;base64,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) | SJM 257 x113 080701 Fibula af kobberlegering
Emalejfibel. Grubeemalje? Med spor efter nåleanordning. Diameter 14mm.
Plateau-opbygget |
![](data:image/jpeg;base64,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) | SJM 257 x115 080701 Fibula af kobberlegering
Fuglefibula. Største mål: 18mm, bredde: 17, højde: 15mm |
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) | SJM 257 x116 080701 Fibula af kobberlegering
Ottonsk grubeemaljefibula, med 7 gruber og central indfattet grøn glasperle. har oprindeligt haft en 1mm bred fure langs kanten rundt, kun 5 mm af kanten er bevaret. Nåleanordning og filespor på bagsiden. Bevaret 20x18mm, oprindeligt har diameteren været 22mm. Perlens diameter 5mm.
Emaljefibel |
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) | SJM 257 x124 080701 Fibula af kobberlegering
Fibel/beslag, 15x19mm. På forsiden ses en venstre-seende oprejst fugl. På bagsiden hvad der minder om nåleanordning. Lidt atypisk orientering af nåleanordning i forhold til fuglemotivet ? |
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) | SJM 257 x125 080701 Fibula af kobberlegering
Cloisonné emaljefibel. Meget medtaget fibel, ingen emalje bevaret. Sporadiske små spor efter forgyldning. 22-25mm diameter. Centralindfatningen 17mm i diameter. |
![](data:image/jpeg;base64,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) | SJM 257 x148 080701 Fibula af kobberlegering
Fragment af fibel? Længde: 2,5 cm. |
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) | SJM 257 x149 080701 Fibula af kobberlegering
Fragment af beslag? eller fibel af bronze. Muligvis med et motiv med en person/væsen, der tager sig til håret. |
![](data:image/jpeg;base64,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) | SJM 257 x168 080701 Fibula af kobberlegering
Formodet midterdel af trefliget spænde. Trearmet, plastiks dekoration med dyrehoveder? i enderne. Tydeligvis afbrækket hele vejen rundt. Mål: 2,2x2,2x2,2 cm., glat bagside |
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410NFP2aD2jOdbSrrHEP/jw/wAaYNHvM/6rH/Ah/jXS0UezQ/as5r+x7z/nlx/vD/GhdGulz+569fnH+NdLRR7NB7WRzR0i8HSL/wAfH+NH9k3n/PH/AMfX/Guloo9mg9rI5n+x7zqYOf8AeX/Gj+yb3/nh/wCPr/jXTUUvZIPayOZ/si8wP3J/76X/ABorpqKPZRD2sgooorYxCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q==) | SJM 257 x172 080701 Fibula af kobberlegering
Ca halvdelen af emaljefibel, med korsmotiv, fremstillet i grubeemaljeteknik. Diameter: 1,9 cm., Rest af nålefæste på bagsiden |
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) | SJM 257 x197 080701 Fibula af kobberlegering
Fragment af forgyldt fibel eller lignende, vikingetid? Plastisk dekoration hvori indgår gribedyr. Rester af forgyldning. Største mål: 3,7x2,5 cm. |
![](data:image/jpeg;base64,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) | SJM 257 x210 080701 Fibula af kobberlegering
Fibelfragment. Trefliget eller skivefibel? En rundet side, resten afbrækket. Meget svage spor af ornamentik. Rest af jernholdigt nålefæste bagpå, meget tæt ved kanten. Største mål: 1,7 cm. |
![](data:image/jpeg;base64,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) | SJM 257 x213 080701 Fibula af kobberlegering
Fibelfragment? Tungeformet? Rest af nålefæste bagpå. Længde: 3,5 cm., største bredde: 1,7 cm.
Ligearmet fibel af Store Köpinge-typen |
![](data:image/jpeg;base64,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) | SJM 257 x217 080701 Fibula af kobberlegering
Fuglefibel, næsten komplet. Vingespids samt en mindre del af fødder/øskehul mangler. Bagpå rester af nåleanordning, heri endnu rester af jernnål. Bredde: 2,3 cm., højde: 2 cm. |
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) | SJM 257 x229 080701 Fibula af kobberlegering
Urnesfibel, fragment. |
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) | SJM 257 x234 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af hovedpladen. På bagsiden rester af dobbeltfliget nålefæste med jern. |
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) | SJM 259 x028 080701 Fibula af kobberlegering
Hovedplade og lille del af bøjle fra korsformet fibel. På undersiden rester af dobbeltfliget nålefæste med rust fra nålen. |
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) | SJM 259 x036 080701 Fibula af kobberlegering
Korsformet fibel, fragment med del af hovedplde og bøjle. På undersoden enkeltfliget nålefæste. |
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) | SJM 259 x037 080701 Fibula af kobberlegering
Ligearmetfibel, frankisk eller frisisk. Simpel geometrisk ornamentik i form af dybt indskårede buer og kors. På undersiden dobbeltfliget nålefæste med rustspor fra jernnål. I modsatte ende ingen sikre spor efter nåleskede, men (sekundært) hul fra nu tabtgået pånittet nåleskede.
Jf. P. Deckers: This is a 'type Pommeroeul', or group XII A 2 in Thörle. Based on style I would think it's a broadly 9th-century type. |
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) | SJM 263 x004 080701 Fibula af kobberlegering
Fragment af kuglefibel i form af bøjle og lille støbt bronzekugle samt rest af den gennemgående jerntråd. Største mål: 20 mm |
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fekpAI2etNxz7U/0pCPxqRDG+lMfnFKxO/BFB56UxEY+XIpG6g54pzUu35aQxpbjikbsaUfSnFakYw5NIfm4xS428UYpAC9KA3Ip23rikZdtBQDGc1ItRtyKcp7UASfzp1NxSDuKAJA3WjB5x1qOnD2P50hjugJpvuePalZgF5OKZk0gBjzxRWHrniO08Pahp8V3HMqahMLdJ0XciykgIrdxu55xjjmioEbatT1qFW9qlVq6yBwO2nZpmRik3ZpBckozmm5Bo+lAriGmml70uKYhjUuKUig9KkYm0Um3pxzUirzk0u2pAgZdrdcim4P0qZlzTSOMUigUYJNBXNAyKVcnJNIYxlp2OlOYAduaQ84pjFopoyc0CkA+jtRn8abnA9qAGtjd7Uo/SjdTWb+dSMZLFHPt3osgU7huGcEdCKKdx/hRUknRf8ACuvEP/QP/wDI0f8A8VT/APhXviDtp/8A5Gj/APiq9oorv5Uc3MzxcfD3xB0/s/8A8jR//FUv/Cvdf/6B/wD5Gj/+Kr2eilyIXMzxhvh74gZcCxx/22j/APiqcvw/8Qd9P5/67R//ABVey0UciDmZ40fh9r/aw/8AI0f/AMVQPh/r/wDz4f8AkaP/AOKr2WinyIfMzxr/AIV9r+f+PDj/AK7R/wDxVB+Huv8A/Phx/wBdo/8A4qvZaKXIg5meOf8ACv8AXv8Anw/8jR//ABVH/CA6/wD8+H/kaP8A+Kr2Oij2aDmZ42fh9r3aw/8AI0f/AMVTf+Fe6/8A8+H/AJGj/wDiq9mopezQ+dnjX/Cvtf7WH/kaP/4qk/4V7r+R/oHH/XaP/wCKr2ail7NBzs8ZPw918/8ALh/5Gj/+KpD8PfEHT7Bn/ttH/wDFV7PRT9mg9ozxcfD3Xx/y4Z/7bR//ABVH/CvfEGf+Qf8A+Ro//iq9oopeyQe0Z4x/wr3xB2sP/I0f/wAVTf8AhXviH/nw/wDI0f8A8VXtNFHskHtGeK/8K98QknOn8f8AXaP/AOKo/wCFd+IP+fD/AMjR/wDxVe1UUeyQ/aM8V/4V34h/6B//AJGj/wDiqK9qoo9jEPaMKKKK2MgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/9k=) | SJM 264 x004 080701 Fibula af kobberlegering
Arm fra trefliget spænde. Kobberlegering. Der er tale om den ene arm samt lidt af midterfeltet af en trefliget fibula med spiralornamentik fra Vikingetiden. Der er ingen sikre spor af øsken eller nåleanordning på bagsiden. Mål: 2,7 cm. |
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) | SJM 264 x005 080701 Fibula af kobberlegering
Fibelfragment. Største mål: 3,7 cm. |
![](data:image/jpeg;base64,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) | SJM 264 x012 080701 Fibula af kobberlegering
Næsten komplet korsformet fibel. |
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Fragment af næbfibel. Ca halvdelen bevaret. Rest af nålefæste. Dekoreret med langsgående fureornamentik. Mål: 3,3x2 cm. |
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) | SJM 268 x004 080701 Fibula af kobberlegering
Foden med plastisk dyrehoved fra en ret stor og kraftig korsformet fibel. På undersiden spor efter nåleskede. |
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) | SJM 269 x007 080701 Fibula af kobberlegering
Lille kort ligearmet fibel, hel. Markant langgående fure midt på bøjlen, flere mindre på tværs af både bøjle og arme. På bagsiden rester af enkeltfliget nåleanordning. |
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) | SJM 3 x0079 080701 Fibula af kobberlegering
Formodet pseudo møntfibel med stort ligearmet kors og små ringe i hver korsarm. Det store kors ses i negativ på bagsiden. På bagsiden ses ingen sikre rester af tabt nåleanordning. |
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) | SJM 3 x0103 080701 Fibula af kobberlegering
Kant af større smykke med skråriflet bånd - formodentligt del af skålspænde. |
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) | SJM 3 x0145 080701 Fibula af kobberlegering
Større fragment af rektangulær (plade-) fibula. Muligvis med kraftige knopper i hjørnerne og centralt, samt med mulige gribedyreselementer på fladen. På bagsiden ses delvist ret høje kanter samt rest af enkelt nåleflig - nok skeden. Stykket er kraftig varmeskadet og delvist omsmeltet. |
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78V2M2n6v8A2xcXE+g31qjyN88aAqhZvmGRx1zjHH4V1XiDwtFN4bWS60xR57MrtuAdHx8pX5twOMjpWd2rI1c3F8r2PnbxbqBXVRBGyhkfy8dx3zz1HP8AOrHh3W57bVIdJWS4tru7QQI68KM8qcd+cfp0rF8UeFNW0cT3rRST6ej7Fufvc+hP+elY2lXDS6npxikYSxyLtf8AukkYx9K7YpWO2UVKDSPsXxdqDxeIdK0Q2Frd295BE15BMrJ9pmyR8hIHzYZWGOu8Zqn4V+H4uteF7bGTzmDMsMwTfjGcpuByCVIPU9Ouav8Aia0uZdP+HEerPeNN9kaY30YOYy0gwhLE/KFCsOMHt0NcRPZ+K9JuLi2imku7W2nbZd2e1lYBsiT5eRkg/wB09j0qIOzbPn4xk6ahF2Pe9M+HfieS4NzYFLm5mhUrOoMcj4C5CleOu72xXrGh+C/El8lqNRja4lhRjHdKwBBwPlzjIx3xnP618eeE/jr448IzW9ys41Swgdtg8n5lZgSw+TGQSTnvkn8fqDw7+0dqmqaDFLp8H2i2nbMUpKq8WCQ3y4ycMwyCegz6VrKSkjz6lGrRkrq67o+hvg3qHiHQ9UttPvrfdaTABm3DAJ4yvTvzx9K93Jr5L8FfGq41FtMea3XFwwVyw2lWyQcEn1xz+lfVGk3ZvtLs7hvvSxK5/EA1ke1l9Tmi4di3TTS56000z1hjVFJ+lSNUMlID8yv+Ctjj+3vAAPUQX3/oUFfnc+FYfrX6F/8ABWvLeJvAQ/6drw/+PQ1+eVx6frW1PY7F8KO2+H/xe1v4dWd1a6Va6TPDcP5jnUdLgumBAx8rSISBjsOKKi+H/wAXfF/w5sbq18OXkdtb3EgklV7CC4JbGM5kjYjgdBRWpi1rsv6+R+8pao5HoLVFI3SuBFnwl+0V46GjftKajasZFDRQmDymVN06wQkBmOcDp1HXArjvip4iTQfh3pUup2i3setXXkz+bhZBuIkYlg3ykc8EDHar/wC09p+nax+0R4mt7mZ7Zligkhvo08yO3cwRK4kA5wQMcd/08Y+MF48fw3sNKvNRt725hlimjaHcz+Z90/N02kFv++V96NG7HlVqfNWT6f1qdJdaFo9w122ja80cj/v20u8TeyZAYBZFHIJycAcZwc9tTwX8Q7vwjb2lhbGbzPM81g3yvkO2B82dpA9R68+nkmm+IJre3tgZg9zHEEKlfnU8vg4HqSM+w9K7NLiLXYbaSe58hzHsKzfdAXoeRzzwDn64pyWt7GChZcrZ6P8AtH+CLPXfDs3iTSIT5Sv9oNuwyYi6AsAR0G5TkZ43DHB44v8AZ7+IN94Vt/7QlRZ9NSQQPBcFgMsQrBAPRQQc8DcK6q41zT9S0AaDaBZHnljkMbAA7kUKgznv1PXP4k1cj0OLTdF0XWIobXT7GO9NpfQxjMQVsHdySM5YZx+RzUR7MOa0OSSuzc+Imny6fpWqS6NClxYSQySRESktbbsZAYc4BA56EEZ68eHeIvipf2sJ0GcO8liixyyTPufdgAgHvxXpHxE8Tat4B8WajqUmnW934furZYIJrVM2s6fMHJCn5Wy5GPQVQ1SDwN4s+E//AAkQ0pnvzItrNDYsHuImKFi7JtAx8jHd0ywGR2mMUOHLC0pLc4zxJqllovwolIhjuLW58rJMG1t4ypBPIPGDkHqa8U+G9pa33i2yS4VBDJKA25cqFzkn2wMnI9K96+NfwvstF+B1ne6TO1ylvJDDL8+SzDKs3TpkD8+9eW/DnSo/DviLSBfyR2El1D5sLT/MkgJKkZxgZAccnHHWuqC0ZrTmo0ZyV23c+nr7xRqmsWMb+HvsK3dndwKr3EysI4QGwh5PJCsOQARznrVx9vh+3uZbm1ewvzcxM8SxYt5cjdG6f7W3dGexHpjB8p1aO68P6q+rQSwt4d1Kfybo2Uu5AUyUVTgA/I3QdyenFdW3jDRdJ09pNYe+1a1uNkf/AB9EGHByo4YFRjA5z069jKil0PMcZPl5Tob3w7Esn2uze3N1cXHmyWhgWMxgjO7qFYcY3AnoO1d34L8I3Lov9lXUVpNIzPLaLgkg4zxnKjgEADpnp34TxDr/AIdtdFutZ8PaQ1xJ5ixkCSQyLJnDjPTAVcnBxytZvgv4z67p8Ya12Wg3LFtYCQbs9cEEgYOOvb3qm4291HG41Z6vY+wPhJ8JxrmqCLWNRYLGfOVbYoHZgQdpBBGMDnA5wema+p1VY1CqAFUYAHQV8wfs03Xifx/NFrE8cFlpVrNtmuVGXmdcfJHjjBGd3HGcZzX1AaNbans4GmqdPYTNManfhTGqD0hjGoZO9SlqhkwaAPzF/wCCtUwXxT4GTBz9lumz2xuj4/l+VfnfI3JNfoL/AMFbXP8Awmfgheg+w3P/AKMT/Cvz3Zq3pfCda2R6T8K/GHxS8N6beReAZNcWyklD3I0q1aZPMAwN2FODiiofhnp/xVvNLun8Ax+Km07zttwdBNwIvN2jhvL43bSOvOCKK3s+xhJxvq0furmoZT83FTMKgk6158dzdn5n/tSWlvo/7RmsRrNdxXouEvEmtMHaJFR23KQc8HH4dK8Y1X4jJrOtX+ia/E19bTXOLW6YAMhAKscehOM4xyM16x8cL228WftNeNJoL0QXlpe/ZVjyQZvLVU2qc4OSvTjrXzf4k0fWLzUJ9W2uXRzL5qqV6E/MM9+CauMUzimlKo7nZapoP9n+LIriC78pEjLeVfEkTKhYMqsDycLjqOCCOtW9C8QL4pUWjW6rcj/VeXKefm469zxx/s8YrgLfUri602S3vLWUlhlWjcKN2MbinTPvxWDHNeaTcebFvjKssi+xByDmq5fMUabkrSeqPZf+FiJ4d8TGyvrGfzUPlfvflcNuBDAj1/LFeuaD8QrC602fRb2COPRdUYfat7jMZCsS+ex+7+C+1fKOp+MNU8TTCfV52uZootkTSLz97IwQPc1t+D7jVptNvUikt/MljY/vpApx0JHv/jUOncipSjFcz0a8z6a+Et5bR+KNY8B3/iCLUPDV9BLbWryDzIAecFc52kNg5Hp7VxEfwzPhPWPENnb3rPd20O+2SF8fOV3gSKwwwwcceuR6HnPA+hX0Ctqst5AwtZAyrDIGZQOWOcYPbqD1Ney2/j6TxFpY0aG4thqKhYXN8oim85AAvzEcEq20Atg7elSoO55dev7N+5quv9WPKNa8QeJI9N/sY6Ot7phMc15Cke4eYCSSSAcAYXoe1ZFnqHkzD+0dDuoNLWcTWs8MBzBIUZc4z90tlse3GOc9Cnjm7hjuLW6imhvoxIMFcFjz+HTPqTg+1dL4K+I82srqWh6m0tvZG2idDOjK0cm+JCFI77t4x3BHvnojEcqk4xb5NEdf4T03R/EVrP4bspFe6uLbz30/UrcgyuASZERsZBVTjgdRg5xmLT/hjeWenzTt4Ql1SC3H2aWGGcE7cKAQOvG3OSD1U1peGdai1SxuNF1C/ttRiheOOydRvuLRyzDdkoCqkntlRgVdTxXp/heGKxeWUzM62snkptWRVO0lxkjqE+bHc/i4xPOliJp8sd3/AF5EvhvxNrOn2ltYx+CotNsJTlJlVJhE+3k5L7fm5zkZ6/h0GgeDtHvPFX2m500SNLP9pHlF0Ebn5mIIOSvJ+XdjBx0FeeXfi+TwteSQaVetDCzOXs5CjgLnkDjIJHPB6knpXQ6H8RZ9ejgsZpktLZDg7nG0PnjZ74Az9azsrXMqk6j2R9h/AHWrD4d+HW0SW9urvT2uDJbyTHd9mRssQ3P95iMgYwBXvsU0dzCksTrLG43K6HII9Qa/Pqx+IV5qE0tqm65QR7BlmUIOAPu8MMk9/wDCvrD4AeLINX8PnTgZFnt40fynGcAgZOenU+1Sj08FipXVKfU9VamNTzTGoPbI29Khk6VM1QSdKQH5b/8ABWxt3jrwUvpp85/8iL/hX59N3r9AP+Ctj5+IXgtOw02Y/nL/APWr4BjuHtbiOaJtssbB1bGcEHIroo/Cda2R6P8AD3wD8RPFGjvdeArTXr2xV9l21gWjjScc7flf5vlKHJAPJGOM0VR8A/CrxT4/0651DRJtOit45jFILrVrazbfgNwkkikjDDkDHUdqK1dupk5a7r+vmfu+ahk5NTkVHIu6vPRuz8gPij/Z1v8AFbxexuriLUk1a+kYMoaNisj+p9N3OR0qi2rv/ZZtx5d1BPkMJIwWGBtA6kdz0/HNR/E24tZPiV4u1BCJTcateSD59xIeRtykdMcnqOM1Sg1S2W1hiVEtZMgOzDcqjClH9ueeMfjW3RHkVIrnvuXIvDH2qGKRFW22lOLnKrgttwT06g9SDXIa7oM2lvLv8qRshfLXuG7gen09q9Vt9QuG0f7LNq4gtl2sBwYWUTKSDzgj5zx7j1rn9Y0mPUbi+MRWW1+9FvcsE4wEOM9dw+pAOOaLqJnRqOUvI8d8QWNxa3zx7S8cGMuM8EgcV1OhzXK6bG1qY51b53DNhuSAD1/zzmn6hod3Hqc6LMksUSvc7ZWLh0XHy7gc9Mj8DW7p+neHLyzb7LqNzpbIvnGMp5gII52lTyRhuCOenGc1otUdNWonFKxm+GdYutL1idpbX7Ukyl1TewbOCOCBgjj9DjFbum6XcW6y3Ty3W8nzkWZsvKcg43Y7DJz7VWfQdI0+4eP+2Gv44oN9tcQ4IPJOduQQcYJUn1+tdlpq6e13b2B1RZGvYliiZZDGC43fNkltmTtPy+vSnyrc4a0+sVuZbazY5sVuL+8tLtpormNpX81SgQKArbc9evJ9MVY1rRn8MeILi6NwTY3lxv8AL25UqrYdcc4K7hjpj5vY1Nd3Hhu6js/Oi2iMuyxzH5YXJLcMqltuc5GAQWHOcmrn9t6H9jeGWI3Fl5zSQ/vSZrb5tjJ/tYyp4bJCg9jV6WOa/Lqk7Fu4M/8Ab0N9p9rCvmruht4GZIzEzEhcdFZcMCB65Gak8QXNzb+dMPNLIu4rK5Q7wcAc46FiOPWui8J69psmmwxvcbnV/KE0gOThGBbB653DjuPwrE+KmmpDpazWhuJbWba0ySgl9pbJwQFxwOB+uKidrHBRqzlWUZRsczputTXF0spif5Ww+8+b83QEnGOcfp+Fd/Zwu1vAw2wuqgjYpUhsABefcHvXkul3GqaHcfuIRqALHLSFtzjkjJBzntn25rv1+IN5cRj7TprwLGFDhW6cYGcDvg8jvn1xWZ1YinJ6RWh6lp98/wDZLwSxLKgO0RI3k/MABuOGXJIGRn9TX11+xzcQ6ppesXgkZrhPLhZOwBG7/D/Jr4Js/HBjvo1ksP3UoJWRW80AgH0OeCe/POO1fXv7CviojVtW0WaRDvg8yM7m3NyGGVI/uluR9KzuZYSjKlVXMfZDUxqfTGpn0xE1QydKmb6VDJ92kB+V/wDwVq/5KR4O/wCwXJ/6NNfAL199f8FZmP8Aws7wmvYaSx/8jNXwI9dNL4TrWyO68BfCW+8faTPfWuv+HNKjimMJi1jV4bSUkKDuCucleevTIPpRR4C+FkXjjS5b1/Gfhfw4Y5jF9m1u+eCZsBTvUCNsqd2M56qaK1Mm9d/wP3jIprCpDTDXmm58lft6fBOy8RfD2TxrpNnDba9o8qPdTQxbXurd2VCJGUZOwlW3HoA1fCmi6fp8N9Da6s2CwTbKAWRWXGBuweAOMZHHFfrt8UvD2p+Kvhz4k0XR5beDU9R0+a0gkus+WC6FTnAOOCecHBxXwZP+xX8ZW1rUJkg0JkkYMHa++RwOyDGQf94D61fNLZHNVpe0WjsfPdzYxQ3DXNrexpJcMYntYYRIkBAABGTyuc/l71HceKLyxt5Lh1e3YIBJDGF5ZlAJ254GEjHtgV9R2P7EfxJ1XRY5Jf7F0e/WVmMd1eFnKEHKny43UjO0/ez8tc/rv/BPv4n3zzRLdeHZGmCy/aVvpQqPySOYt3J44GOe3Smm5fEYwptJJo8F8MeJPD2urJY6nIthPIrIkzJ8iYVyOvIzkDj39Ri/pPgfwtqlitxp2qMbqPbv8uRQiElxk5ORwuenGa7fUP8Agn/8ZrW7WKLRdLv8bT9tg1OJU49nKt/47XW+Df8Agnn8VbG7nmn1Dw9pxljI3PeyswbqD8kR6H3rfmsjGphW7uEmjzG3+DdtqlmrLqhtb3dtiAVmaUEYQD5eQxCrzzzV20+Gsek2q3hkmvkhhWfdBDghc/cKnCk4AOB2+lfTfhn9ijxzoNgsK+JtEiuY1CpdRtcMQMKGGwqBggH9D2rZb9jjxnqyxC/8WaTbPGSfMs4JSZPkRVLD5e0aZ65IJzycyp9zinh8U3ZPQ+Z7zwbpeneG45HsVvrk/ObkW5iUnC5RgQpJwR2wWDYJIOeckSxghM66KskAH32Rd0bZzkE4yMcc56mvts/sa6vNptvZDxvDHHGi5I0xiTIM/Mf33zdfboPpVJP+Cf8ANfSRtffEEzqpClf7H6oByATOcZ9cfSk6jvoYwwVZ/H+Z8p6bHpM8cN68EdsZmI2/KRkc4xyDwev15r0iPwfp39mpdIzXNsF2lpVD5IHQdM9ce38/YNS/4Jj6Jq14l4nxB1e1uYwFhMdlHsRR2wGBJ9810Ogf8E/bzwzC8em/FC8kikYM8N/pSzIexxiZcZ7mq59CJZdUupRkfPH/AAhenLMvlwMkL8DbgMQR2Hfp39q1rDwrYLMwMQkKKxxJnc54Bwx719GR/sX+IoZjIvxEsl3ZB/4kDEjJHK/6TxjHHWnTfsX+IhMRD8S4mt5AVkFxoQZ8FSvykXAHfuO1Q3roZPBYhqza/E+Z5tL+03kjR2jWsTNhIyC2fzHTpXsPwBvLXwh4wsbprd42ZinnyNtCJ0JxgeuPxJr0Cx/Y11uO2SO7+IUMrrkGSLQgpkGMDcDOeQfTA9qfov7IfibTdQle6+I9vfafIuwWn9heUYxx8yOs+dw565HzHINZSUnsa08HXjZtr8T6bjkWWNZEbcjDcpHcdqGqvpOnjSdJs7Lznn+zwpF5sgAZ9oA3HAAycdqn6+9Ue9G9tSNqgk71YbpVeSkM/Kb/AIK0N/xdjwoP+oMT/wCR5K+Cn6194/8ABWQF/jD4YGcBdDB68f8AHxLXwbIPeuql8J1LZHb+B/BfhTxFpUlzrnj6z8LXSzGNbO4065uGZAFIfdGhXBJIxnPy+9FSeBfCfgXXNHe48S+Orjw1frKyLZxaLJeBowAQ+9ZFAySRjHb3orUyb13f3f8AAP3uktzu6VG1uRW5Jaj0qBrf2rzjW5jGL8aZ5ftWpJbVCbfHakMoeWaXy+KueTR9n9qYFPyzSrHVvyaXyaAKypUipU4hqRYaAI41wRV2DPFMSKrMcftSIZbtz0q/H0qjCuKux1SM2TCikU0u6mSFFFG3jFACNTG6dKkamNQBC/51BJ0qeSq8lAj8o/8Agq40Mnxi0CNyEkXQUdGwfm/0iYbf6/h718L6beJp+p21zJaQ36QyK7WtyGMUoBztbaVbaehwQfevtv8A4KwMP+F5eH19NAjP/kxPXwy9dVH4Tp6HofhOy+HOs2t1eeK9Z1jQ9RkuXKWWj6XHNAkZwRhnmUjksMY4AHJoqDwLdfDWHR3Hi6w8T3Wp+aSraPd28UPl4GARJGzbs7snOOlFa/Myd77P8D+hZo81E0Iq4y1Gy1wFGfJCKrtDWky1CyCkMo+T7Unk1b2UBBQBV8jNO8mrXl09Yu+KYFMQGnrBVwRj0pwjosBVWKpVjqby6cFosARrjFWI6iWpVoM2SClx3poNKDQIfRSA0tACU1qfTGoAhYVXl71Zaq0zcGgD8kf+CrzlvjvoQ7Dw/F/6UXFfDrD8a+2v+CrUm74/aOOy6BD/AOlFxXxG1dVL4ToO+8D698O9N0YxeKPCur6zqXmsRcWWrLbR+WQMLsMTcg7uc9xxRS+B/GPgbQ9HEHiD4ff8JNfiQsbz+2ZrUFTjC7EBHHrnvRWpi1rs/v8A+Cfen/D4d+f+LYx47f8AE7P/AMYpH/4LDnjHwyTPvrZ/+MV+aBbHTpTPMPrWXskb6dj9LH/4LByt0+GUX460f/jFQv8A8Ffp+3w0h/8AByf/AIxX5uK3FIW96Xsojuux+kLf8Ff7nt8NIB9dZb/4xSf8Pfrrt8Nbf8dZb/4zX5ubvejeafsohddj9I1/4LAXv/RNbXH/AGF2/wDjNKf+Cv2oZ4+G9p/4Nn/+NV+bm81Irml7JBp2P0fX/gr9qbEAfDmxH11V8f8Aoqj/AIfAan/0TmxH/cUc/wDtOvzf3Gl30vZRC/kfo43/AAWA1jPy/DrTwPfUpD/7Tpp/4K/612+Hmmj/ALiMn/xFfnK0mOlJvNHsYi07H6NN/wAFftcwdvw900fXUJD/AOyU3/h7/wCIP4fAGlD630p/9lr85jIcdaQSH1p+xiGnY/Rhv+CwHiT+HwFpA+t5Kf6Ujf8ABYDxPjK+A9H/ABupq/O+4vPPWFRGkaxKUG0ct8xbLHuecZ9APSohJ6Gj2MRadj9FG/4K/wDirjZ4F0Ueu65mP9aX/h754t6f8IPoecZ/4+Jj/Wvzs8z5TR5hPfmj2UR6dj9Dm/4K/eMe3gjQc+8s/wD8VTf+HvPjRungrw+PT95Of/Z6/PZW65GT29qkXlKTpRGrdj7+k/4K6eOeQPBvh0H3Nx/8cqlcf8FcvHxGF8IeGgfcXB/9q18Hbu5PaoJHyD60lTiLTsep/tGftCaz+0d44h8Ta3Y2OnXUVmlksOnq4j2KzsD87Mc5c9/SvJmakY5pK3jFRVkI7/wP8U7Dwfo5sbnwJ4Z8RSmQv9s1aCZ5sHHy5WVRgY9M80V5+aKojki90dh8OfCVn4u1XVra8lmjS00i/wBQjMJAJkgt3kQHIPykqM98enWm+APCVp4r/wCEkN3LLENN0a41GLyiBukjKhQcg8fN25oopCbeovgfwpaeJtN8XXFzJLG+kaO2oQCIgBpBcQR4bIOVxK3THIHNL4d8I2useAfF2uTSSrc6ObMQIhGxvNkZW3DGTgLxgiiigG2JpPhOzv8A4Y+IvELvML7TtQsrWJFYeWUmS4LFhjOQYlxg9z17NtvCtnN8K77xIzzfb4NYt9PWPcPL8t4JpCSMZ3ZjXvjBPFFFD2H39Rb3wra23wv0nxEHm+3Xeq3Vi6kjyvLiigdSBjO7MrZ56Y49Zdc8J2WmfDbwpr8MkxvtUur6CdXYGMLD5OwqMZBPmNnJPQdKKKQrvT1IvEfhe00nwT4S1eF5jdasl006uQUHlzFFKjGRx1znkU/xx4XtPDdj4TmtXldtV0dL+fzGBAkaaZCFwBgYjXg5780UUik2O+I3hWy8Kz+H0snmdb/RbPUJfNYHEkse5wMAYGeg/Wj4peFbLwd4mttPsWlaCTTNPvCZmy2+a0imfsONznHtiiin1Ji27DviN4QsfCvxCk0Oyab7IqWp3TMGcGSCN25AA+85xx0xVnxP4J0/SfjlqXhK3ab+yrfX30xGZwZPKFwYxlsY3be+OtFFUSm9PQW18FabJ8dYfCTGb+yG8RLpZO8eb5P2nyvvY+9t7469qTwT4K07XvjBB4auzONNe+mt2KtiTYu7HOOvyjtRRUju7fIrfCzwpZeMvGtvpWoPKlpJb3UzGFgrZitpZVwSD/Eg/DNS/DDwrYeLtb1S21DzPKttG1G+Tyn2nzIbWSWPPB43KMjuKKKOgNvUi8B+G7LX9N8ZT3gkL6VozX1tsbaPN+028Y3eo2ytx64qTwZ4bs9a8IeOdRujJ9o0fT4Li1VGwN73kERLDuNsjfiRRRQVd6/ITwz4ZsdU+HnjLWbjzDeaWbNbba+F/eyMrZHfhaZb+GbCb4Saj4gYN/acGtW1ihDfL5LwTu2V9d0a8/WiikJt3+ZB4h8L2el/D3wnrMJk+26nLeLPubKgRPGEwMccMc1yNFFUio7Ek0ZhZVYq2VDfKwYcjPbv7dqKKKCj/9k=) | SJM 3 x0271 080701 Fibula af kobberlegering
Lille kant-fragment af formodet skålfibel med ornamentik i lavt relief |
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) | SJM 3 x0438 080701 Fibula af kobberlegering
Næsten komplet ligearmet fibel med kraftigt fligede, korsformede endeplader. Fligene udsmykket med simpel geometriske furer/vulster samt - ikke særlig godt bevarede - dyrehoveder.
På bagsiden komplet bevaret dobbelt nålefæste samt enkelt skede. Heri komplet jernnål. Mål: 5,2 x 2,4 cm.
Rx39, Rx69 |
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) | SJM 3 x0462 080701 Fibula af kobberlegering
Komplet Råhedefibel - dog meget nedbrudt i overfladen. Fiblen er med jernnålen i nåleskeden. Største mål 4,2 cm. |
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) | SJM 3 x0894 080701 Fibula af kobberlegering
Hovedparten af rektangulær pladefibel. Oversiden er kraftig korroderetog med kun ganske få rester af ornamentik.På undersiden rester af enkeltfliget nålefæste i den ene ende. Modsatte ende ikke bevaret. Mål: 3,7 x 2,3 cm. |
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) | SJM 3 x1041 080701 Fibula af kobberlegering
Komplet rektangulær pladefibel med rester af meget spinkel slyng-ornamentik. På bagsiden dobbelt nålefæste samt rester af nåleskeden. Mål: 5,0 x 2,1 cm. |
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) | SJM 3 x1153 080701 Fibula af kobberlegering
Ligearmet fibel - frisisk |
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) | SJM 3 x1296 080701 Fibula af kobberlegering
Rektangulær pladefiluba med symmetrisk feltornementik indenfor en ramme. Dele af overfladen er bortkorroderet. På bagsiden ses dobbelt nålefæste med isiddende tynd ring af kobbertråd. Nåleskeden mangler, bortset fra en flad plade - antagelig jern. Denne er muligvis fastgjort med en jernnite, vhis hul ses i det deraf korroderede område på forsiden. 3,8x1,7 cm. |
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) | SJM 3 x1365 080701 Fibula af kobberlegering
Fragment, der består af cirkeludsnit, med rester af fueornamentik mm. Der kan være tale om en oval pladeibel, eller S-formet slangefibel m.m. På bagsiden nålefæste i form af enkel flig med hul. |
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) | SJM 3 x2162 080701 Fibula af kobberlegering
Rektangulær pladefibel med symmetrisk dyreslyng, forestillende to dyr. På bagsiden rester af enkeltnålefæste og -skede. |
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) | SJM 336 x01 080701 Fibula af kobberlegering
Trefliget spænde af bronze med geometrisk akantusornamentik. To af fligene let fragmenteret yderst. Rest af nålefæste og spids af jernnål. Desuden er der en del rustpletter på bagsiden samt aftryk af en buet snor. I den ene flig er der et støbt hul nær spidsen. Største mål: 7,1 cm. Skibsted Klæsøe type 4, ca. 910-960. |
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) | SJM 354 x001 080701 Fibula af kobberlegering
Smukt bevaret næbfibel med dekoration i form af streger, perleborter og ternmønster. Længde: 4,3 cm., bredde: 2,4 cm. |
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| SJM 354 x007 080701 Fibula af kobberlegering
Kort ligearmet fibel. Med tværgående fureornamentik. Rest af nåleskede/fæste. Længde: 4,7 cm., største bredde: 1,6 cm. |
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Kort ligearmet fibel. Dekoration med både tvær- og langsgående furer. Rest af nåleskede/fæste. Længde: 3,6 cm., største bredde: 1,4 cm. |
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Kort ligearmet fibel. Tvær- og langsgående fureornamentik. Rest af nåleskede/fæste. Længde: 4,5 cm.m største bredde: 1,5 cm. |
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| SJM 354 x014 080701 Fibula af kobberlegering
En temmelig korroderet korsformet fibula, med en længde på 5,74 cm. Siderne af hovedpladen med eventuelle knopper mangler, og det samme gør det nederste af foden antagelig. Rester af jern fra fjederen ses på bagsiden. Ældre germansk jernalder. Længde: 5,8 cm. |
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Bronzefragment. Fra fibel? armring? Nedbrudt overflade. Mål: 2,1x0,8 cm. |
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| SJM 354 x023 080701 Fibula af kobberlegering
Fragment af næbfibel. Største mål: 3,3 cm. |
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) | SJM 354 x027 080701 Fibula af kobberlegering
Cirkulær pladefibula af bronze, evt. hvidmetalbelægning. Mål: Diameter 3,21 cm. Cirkulær, let hvælvet fibula med dyre- eller båndfletningsornamentik, der delvist er dækket af korrosion. Forsiden har muligvis spor af fortinning. Bagsiden er helt dækket af en sammenkrøllet bronzekæde, bestående af sammenhægtede ringe af bronzetråd. |
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) | SJM 354 x030 080701 Fibula af kobberlegering
Fragment af korsfibel. Største mål: 3,8 cm. |
![](data:image/jpeg;base64,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) | SJM 354 x037 080701 Fibula af kobberlegering
Skivefibel, med rester af hvidmetal og indpunslet ornamentik. Rester af nålefæste/hægte bevaret. Diameter: 2,8 cm. |
![](data:image/jpeg;base64,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) | SJM 354 x044 080701 Fibula af kobberlegering
Kort ligearmet fibel. Overfladen lettere korroderet, men med fint bevaret indpunslet ornamentik. Længde: 4,5 cm. |
![](data:image/jpeg;base64,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) | SJM 354 x050 080701 Fibula af kobberlegering
Fragment af korsformet fibel. Største mål: 3,3 cm. |
![](data:image/jpeg;base64,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) | SJM 354 x051 080701 Fibula af kobberlegering
Fragment af bøjlefibel, kort ligearmet. Største mål: 3 cm. |
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) | SJM 354 x056 080701 Fibula af kobberlegering
Den midterste del af kort ligearmet fibel. Mål: 1,8x1,3 cm. |
![](data:image/jpeg;base64,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) | SJM 354 x057 080701 Fibula af kobberlegering
Fuglefibel, fragment. 3,3 x 1 cm. |
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J1wfY8muPEQlOKt0NKclGWp8kSXAY+dCD/rlB2Anvx0/Go4NPMMsAMonCM5V84P+ev516Zf/A/xTpN5cLDps16gEbpNCBjI4ZT7/wBCPes7VvhNrui3UcZ0a+lhYs6TLA8mwMB8rFQcEZxz6V5ri1sjsU0+py7RHc4TjoPccVXaSW1VBHFJIHYK4TBIUrncO3G2uju9EvLP/j7sri0XIwZ4Wjz9NwFVQqx3Cqyk7SP4eBwBn9axu09TXdGbaxl1jYCQFYsHb/F0zgHvkeldpZ6bDa6GN7LcF848uVXdM9ivBx6471xF1o9xHcSXAuSFLKqQtnbg4684z712Hh230K40+ae0hEmpW4USrP8AOQxyAc56HGRjkEjPah2sYz0M3UdJtraxWazdhPL8p8xSUDD3GcYzXDRyLZy3E1//AKL5jFDtAOeGAIwP6V7BfWcY0uOFTuuSGKx4LBiB3OOv+H0ryTxtfafBcFZ1feAJJDjKox6D2POfoRWd+hMNTzTxNbq12YxJvCRSKJBkblyhU/jj9ar6HqGix+AdT06+tHku3vTIkTKCJlkVgFxkYI8olj2GOeKn1y5khlt5UImjjiVRMw+9umY4/BQPpXP614dGq3mlIz+Q0JR/LXnzerY69jmu+nbS7JqR5lZHbeANHWz0M2VxGDDs3sCDty2eM9+P5iuqi1T7WtnLKqOskzQhAMbCAOg/4CPyFX/DnhbV7fw4rQ6TeXkgbLeTbuyt264wQcUeHPDd355gaxkaZLlmeAqEdGIIACsck5GeB39+cJSvqbqKKkEs22LciBS33s9vYfl+dZ15oM3iTVHtGjLu1pIfMViAoVGYE9x8wH4evSu40/4e+Kru4tYv+Ef1EIQWzJD5aD6liADx61618J/g3/wjtw+pa6El1KSXfFbBhIkaj7hY45I7dQCc+mHTpyk9ETUkktzgv2bP2YT4emTXPEcCm9/5Ywf88x/jX1SsUcCxpHkxqMAZqVoVaNgF2nHP09aj48sEAgqOg9fSvaTbep5wOvzNszlv4s4xTMZkAUksONuPpTxhgDlhgd+aEfcgGT171oSVm/dynkAL160VLx5gYqC3fNFIk7rcFwM577lHFJHIXypUj+dP+ZmZQV8ztuHFJHuWP59pbPI4IrQ1Bvl56jHPWkaQ4OWBbqBipdjDBHQD1xQ1uxwcjd1IBpCKu5uMrvGR8x79ar3EZxkNjjrjpVpgrdV3kEHbtHXPHHtUbSCGNgyYPbkDjOKkDPS3Ma43tnOf3hyeT/n8qcRwvAVsc5q0rb8Nt25H3sf59aCpUjBGQOh/wpiMu+it75fs08EU8H8cciBlP1B/zxXC+Jvg3oXiSaWeAtpkzKAFtgojzzztx/IjpXpMltFIzF0wepzxn/P9Kgkt1iwFUKOQeKznTjPSSLjNx2Pm7xF8CdftY3MEcOqwIcqIWAYjsdpx+QJqt4F0B9Hk1qLXdP1GySYQlG/s+Zs43FssqEY5XAzkEHgd/pTvwCOeOPbpUSsVV15b5uWZie+f61wSwcW9HY2dZyVmfL2t65pumXEtrYST3m5WKIYJEZ2xwhDDjtg47fhXAW/wJ8a/EBSsemGwtp5C7XV4uxeT98DIJ46YHvX2w0CLLvEUW8Dlto3fnSfMoLEHB6MePwqY4RRerH7a2x81wfsf6bp8do19q97eL92eO1RFUDHByQT174r1Pwn8KPCXgtRPp+iWyXCqFNxcAyygDj77ZI7dMCu7khfZnc2MdNtNW1Df61WYDnb1APtXVGnGOyMnOT3ZTkXyVEg2hsHr0x/nFRqGZi7KRkYyo685q+1urMp6kY5Hp/8ArqRYduQWDKRyGrTlIuZ6gNncDwB2p/k7pFZhheD8uSKsyRMzbQPl60QqE2sDx7Dgdv607BcmaPeSAMkdqiVCvDDkH17/AOf5VKrMvHVT3HBprZ2gMwyOp6VaRJAxO7aWO4dCBn8KWQsv3ecfT9KlAd1Yg8cHg1FsVen3ccNn+dUIjEhbgj5s8nGDRUgVkUsuBk8HrzRQSd2WC/OuaYrNuYA55z1qRlAJXJ96YmQ25hyK0NSX5sMSMfhSKEOBgY70qyblJUYPTAPNIrL8zD7xH9KkRG6t1jH444qFkEq7jkP35qwrMrdPyPSm7VEmSNpHSgRWWILwMqMYAFKypIWZiuV4Galkw/bPtUWQqsSARj8KYgIyAwbiobqEzJt3kejAZp6zNu4II7kDOKc3TACgdfSgRRZQUPfjPbP1qu8ZdgUxtb7wNXWhRhvI+cArvxyB3H+fSmBd38WR7/SoKKcihXbIyBk/hUEmGAwrL0Jz0q4I2m3AZCk8BufqKRl2sUZQcjHHpU2GUvswdZFJbHrxg5p8cC7d6EsSMYPpVjy13EMrAn86ZtJzgZ55UU7AV1j+Y4Y784Lc4pGUh+AMjv1qz99sdMce3rULQ7W5OFB46/lQBVky2Thhn+Gq/kt5hcIC2e3Ge2auvCuWZyq7e9MaMMzGM5PHH+RQIj8z58DIA/T60ikMrlioC9+lPjXCEg5OcDcKjdd2cn64FMBfnVT8w+U81FI/mgKrd8Nt/wA9elSbQvO7HPT+lRyKRyCQOuFODQAvA2qpZsAnPb/PFFEjfuyufm7Y/n/Kigk9AVVJJJGMfNxg1GiqygAE45G6lkAZRuAZSeaWM7lwW5/KtDQFXOTgqf0pkkhVfvcfQ/yqZV+bdyO/1ok+7uPfjJGakRDjIO37x6Z7035o84Xn0Pan8r3zgdxTN3XIPTtQIiZiPQE9MHj/APXTBIWxkbcj+LGamdT91SOnrnmo/L3rvwRxjimIikXI+VQD1IFLtWP5mOFHHJ609F25P3cgZY4rH1C8M2qWflTf6JHueQR9yAQo6c9Sev8ADSuBpyJ8pAI2Mfu4PPFNKou3jjuKSO5EoHyup67SOCKlZRjCgg9+/vQBXkUbsKp3devT3qLmRXGwq2asN2OAc8dcGodpbcQDx/CKQEfAwGXj8qDHtwuMDoNoxUnOd+35sD8OKX5mUdSMZAAyPrQMrjC5wcfhzUQBTfkbucgVPIMN057dqgVQDuB6jG2gCpfeeiKYUQL1O88Yzz0qC3VX+fPzZP3fWtCRQ3GNuevNQNGI0JOASeD2P0pAQqjbTzznK+9Q/Z1WZpFRVLqNzL1OOmfzqyqh8FTgdKVVHIyADTApEOyOF+8DwGOO3FLkoVLqBt46VNJggdgenFQuNnY5z60AQzN1x3OetFDJtyAWHB60UCPV28N6j2t84/6aL/jSR+G9RTJ+zdf+mi/413NFdnskRzM4VvDmq7fkgx7b1/8AiqE8O6qx/eWoHqfMX/Gu6opexj3DmZwi+F9R+cm368f6xfz61H/wi+qj/l33kjk+Yv8AjXf0UexiHMzg/wDhF9TPBhOPXeuf50weF9UVji3yPXzF/wAa7+ij2MQ5mcAfC2qFeYOQcj50/Tms6TwDqKyB47cg5yR5iY/n716hRR7GIczPNV8G6rHyls2cYx5qY/8AQqn/AOET1TZzbc+0ij+teh0UexiHMzzX/hEdX3ZFmMeglT/4qnt4T1dmLC1wSef3if416PRR7GPcOY81Xwbqq8fZS/JPzSqe+fX/ADinN4R1ZuDaYx0xIn+NekUUexiHMeZN4O1jOfseSf8Apqn+NQv4M1obAtiSSSC3mx4HB5+99BXqdFHsY9w5meTP4D1uTk2mDnoJUGf/AB6o4fAWu7fns8c9PNQj/wBCr12ij2MQ5meSP4D1xsYsxheg8xP/AIqmHwFri422A/CZP/iq9eoo9jEOZnj7fD/XFU7bHn/rrH/8VVdvh/4hbA/s/j/rvHn/ANCr2iij2MQ5meLN8P8AxDtK/wBnbgRn/Xx8H/vr0or2mil7GIcwUUUV0EhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB/9k=) | SJM 354 x061 080701 Fibula af kobberlegering
Næsten hel, kort ligearmet fibel. Længde: 3,5 cm., bredde: 1,3 cm. |
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paD9ozlzo98GGIsj/eX/GhtFvSv+q/8eH+NdRRR7ND9ozl/7FvVziL/AMfH+NH9k3wPEGR/vr/jXUUUezQvaM5f+x70r/qcH/fX/Gk/sa93f6jI9S6/411NFHs0P2jOTfQrxsYhI57OB/WmnQ7/ALQ59t6/4111FHs0HtZHJtot/gDyVP8AwIf40z+wb/p9n/8AH1/xrr6KPZoPayOPXQb9ePJ47fOvH605tBvyD+5/8fX/ABrrqKXskHtZHH/2BfqMCHH/AAJf8aBoF+GH7n5euN6/412FFHsoj9tI5BtBv8f6j3++v+NFdfRR7KIvayCiiitjEKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/2Q==) | SJM 354 x064 080701 Fibula af kobberlegering
Fragment af det midterste af kort ligearmet fibel. Største mål: 1,8 cm. |
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) | SJM 354 x065 080701 Fibula af kobberlegering
Kort ligearmet fibel. Mål: 4x1 cm. |
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) | SJM 354 x067 080701 Fibula af kobberlegering
Kort ligearmet fibel. Længde: 4,2 x 1 cm. |
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) | SJM 354 x068 080701 Fibula af kobberlegering
Fragment af fibel. Spidsoval plade med rest af nålefæste bagpå. Ornamentik bortslidt/ikke synlig. Mål: 2,8x1,5 cm.
Helt afgnavede kanter - evt midtedel af cirkulær pladfibel? |
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) | SJM 354 x075 080701 Fibula af kobberlegering
Næsten komplet kort ligearmet fibel. Længde: 4 cm. |
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) | SJM 354 x076 080701 Fibula af kobberlegering
Kort ligearmet fibel. Længde: ca 4 cm. |
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) | SJM 354 x077 080701 Fibula af kobberlegering
Fragment af bøjlefibel. Længde: 4,3 cm. |
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) | SJM 354 x081 080701 Fibula af kobberlegering
Flot næbfibel. største mål: 4,8x3,1 cm. Rest af nålefæste og jernholdig korrosion på bagsiden. Nålen har måske været af jern? |
![](data:image/jpeg;base64,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) | SJM 354 x082 080701 Fibula af kobberlegering
Fragment af spinkel korsfibel. Mål: 2,2 cm. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDxz4g3niG48D67Fot3eDV3spltPJuWjfzSh24bI2nOOc1xmsax8Q7zQfC97Pb6jA8F0JtS0vS9TPnvGEOxTISob59pZQcEcZIznu/+Eg02WFZBexbGWN1YHqshwh/4EeBVG58QQx6tYxxzobVkuDM/ZTHtyD9MmuDmZ6PKjT8M69r2oaHbXGrrLpt/IN0lqlwZPL54Utnk4xnHGa1m1K9/wCfqcf9tG/xrGHiLTGbaLtCcxjj1f7n51j3Xiy3XXrZxegaYtncyzNxt3Ruikk9flywpczDlRpePH1/UvCWpW+jajdW+qNETbvHcvGd45A3A8ZxjPvXCXN98RPE2n+J7y1k1Pw/cT2EVrYWd1fDesqlzJICjsqFgwUN1+UHsK9CGu2HmmL7TH5glEG1mP3yu8L9dvNYP/CQWn/CUfa/tCCwXTmkM3JX/W4z+lPmFyoveAdf8R3WnOup2t9pUUO2K3S8vjPcSAD5nkYMw5PT5iT1NdS2pXh6Xc4/7aN/jWI3iCwEvk/bI/N8zyducfPt37frt5+lZNv4pg/tydpNQiOmfYoZ0bOBl3ZQc+hwBT5g5UXviNHr+ueCtYsdG1S8s9Umt2W3mgu3hdXxxh1OVPuK8608fEA+FvGslo+vadJPpwj0qx1PWGuLkXQRwzrJ5jbFYmMD5uoJwM16pHq2nFtn2qEvvaLBbneo3MPqBzWNaeILaTxFeMbtfsP2S1kibd8hMjyBSP8Ae+UflRzByo1vCOueIbzQbaXWlew1BlG63juml2ccAtxk+uOPrW1/aV10+1T/APfxv8ay/wC2rAPj7ZFnLqF3Dqn3x+Hesyx8SRzeIL6FrqM2Qt7WWBuNpMrSAEHvkquKnmDlQ74kN4h1PwRq9rol/ewalLAVhktrlo5Qe+xsjDYzg5xnGa880yHx/p/w78Xtaah4jv8AUJrhZdKj1W+/03aEjBTIYKgLK+OnB5r1b+2rFT811F/y0P3h/AcP/wB8nrWPp/iOJvEWrxS3Si0RLTyWZhtLS7gMfU4o5g5Ub2h6trF3psMuoNJZXbAl4VnMmzngZ9cda0P7QuuP9Kmz/wBdD/jWKuv6YsbM19AFAlcneB8sbYkP/ATwfSqOm+Ikm1zVLaeeNbeJ4EtySBuLpnAPfJo5mVZdir8WNc8S2Xg27GgnUbi/uHjtw1lITLBG7hXlXkcqpJHuBXPeIfHfivVPA13Lo2j+Ira8sb+0SGGabZc3kSyxNIRl+hXep3EZwc8GvQv7asNu77XCV2u2d4xtQ4c/geD6Vj6Lqm/XteSefEYuYo4FduMmFGwv15NPmYuVG5o2tapeaZBNeiayunXL2/2gv5Z9MjqauLqV1uP+kzf9/D/jWc2qWYjaT7TCECs5beMbQcE59Aao6bq4uNU1KCaWNVguVhi7E5iR8e55NLmY+VCeO76/k8L3ghm1iRvlP/EpumiuVG4fMhzyR1298Ywc4rym1v8AxtpXgvxNqUGo+KtWabWLSawhvJ2F6YEaASqqAqEVtsny4XgnI5Ne0NqFn5Zb7TDt2GTd5gxtBwT9AawfDV0TqniCO4uzIsV+I4Q5A25gjfaPzNPmYcqN/S9a1O+0y3nuRc2NxIuWt3n3MnsSDjP0q619eA/8fc3/AH8P+NZ3260aNXFzEU2+Zu3jG3pn6VnaPrUl5qGrQXEkaLb3v2eHnBYeTG+Pc/M34CjmYWRX+I2qXcPht5F1jWtPmjkR47jSEkuJgwYYBiUHep6EEEY/Oitr7ZaMuftMJVkDht4+6TgH6e9FHMybI8YsVZtLtAxwfsWijHcHzzVuViscz5JC/wBsNz/v16qnwv0mNVRUk2hIowN/8MTbox+Bp/8AwrPS9jLiQq3m5G//AJ6f6z86x1HzI8lyVv164FzpQx2Hy81nXjMuhXT4yn9l6wSvr/pIxXtX/Cs9M3AgSjDRP9/vH9w9O1RyfCvSZIWiZZTG0c0RXzOqytucfiaVx3R5iJDJ4kOAcjX4Pl9vsIrO3n/hGSMYP9hscDp/r69j/wCFZ6Z9q+0Yk87zluN2/wDjVNgP/fPFRD4U6T5JiCy7GgNqV8z/AJZlt2386dxXR5hLOw8RZYjauvyj6D+zyeaxrWNW8P27Ku5Doul4J4BzcHFez3Xwl0e887zVlfzZWnf951cx+WT/AN88UQ/CXSLeyjtI1lWCOCK2Vd/SOM7kHTsafQV9TzCFlbXjEw+ddXviuD/06/8A16z9Guob2xCQzec8NnoUUnOcN5xOPyNexr8L9OjvGuVMomMjzFt/8TrtY9PSqlv8I9H09pGgWSNpBArbWHPknMfbsalsLnnjKYZA5YBRdasTx/vVSsbp5tPtXSF4lMOggRtwV/fnI/KvV3+H9pI6sXkJVpWHI6yff7d6jX4a6eFUeZNhRAAN4/5Ytuj7dj+dRzFXR5lLcN5MzYbKx66cDof31DBhdN8hx5+hgA9/mzXp7fDPT5FYGSbDLcKfmHSY5k7dz+VPX4Y2WQRNN96BvvjrD/q+3b9adwujyC/aVtPupSFB/s/XlAUAY/0gYOB9Ov8AjW5HHNJfCJ/naHVNODe+IVbI9Ov6V6BcfCewuoykksxUx3EJwwB2zNukHTuRU3/CsbUXDTiefe00U5+YY3RrtU9PSquK6PMNxjse/wDyDNYbg4GDdLg1smNm1+XdyP7ZtQO3AtRXY/8ACqbMxmPz59nkTW+3cPuStucdPUfhVtvh7E1wZ/Pl8w3CXPUffVAg7dMU7jujzCZB/wAIje8nzf7H1Ejd6Gb/APVWkzrD4gOWyG1yItgHtZCuzl+F1vJatbm5m2Nby2p5GdkjBm7eoqRvhpFJdm4+0zCT7St3wRjeI/LH4baWocyPLL47PDUoP3/7Auz78zLityMN/wAJNIM7P+J+B8vGf+JeD+NdfJ8JreSza3N1Psa1ezzkZ8t23H8c1YX4bhL1roXcxla6+2cnI3+V5XHtt/WqDmR5by3hVQBtB8PKQp95a3nidfEyn+94hcj6DTiP6V1Y+FSLCkX2ycotqtoASPuBtw/HNXI/h+0d41yLlzIblrr5h0cx+X+W2gXMjygQmTwxFgHd/YFlzn/puaK9J/4VSv2MWovJhGLWK0HTOyN9y/jk80VLuTzI9AoooqyRQM0CkyAcetLn8qkYuKKRm+WqhmbdkGlewF2kJx1rj9X+LPhbw/r0eialrEFvqjhT9nwzFQ33S2AQuffFdTb3ttewiWCeOeI9HjYMPzFJTT0TCzJ2OFzVORyze1TTyDZwc1Wzn3qWxoKQ9u9NmmWFCzsqgdSxwK4Hxt8fPAPgC3eTVvE1j5yg4tbWUTTMR22LnHTvge9ZuSW5Wp6DTlkK96+WPF37efh/T7Nj4f8AD2oancMvyNeOkEanA67SxIGfbp171ieD/wBr/wAWeINQuPtljo9pAI1kiHlyAEnPyZL5yAOT+gzWEsRCOty1Tk9D7JS56A1Osit0NfLmkftaTteT2uqaTawSq/lwiOVl8488jOcDp9a7LTfj1Ncqjvp8Co0ZfKSnjBwQf89qccVT3uDpSvY9zpR1rgvCvxUtNcRTcxCzDY2P5m9G455wMfiK7Kx1ay1JXa0u4LkRttfyZA+0+hweDXVCpGfwsycWty3ijik3D1oyPrWpI7FFApaYgooooEFFFFICtS0wdc5pc0MsU01pAvfFMkfHeqVxNtU1m2A++vljiJ3Yrm/EfjjTPCGh3er6rdLa2Nqu+SRufoAO5J4qa/YzxsmcV4H+1NcSx/CTU4WiMkbTwrKcEhF3g5498D8a55zcU2hrc8L1Txe/ib4ha14vY7LS8mdVt3k3YToDkegC/TBxXTeEPiRceHWd4tSlWyVTl4pNy7sZGfXj8a8Z+2aILEWDXMYIQRgo+TnPYY4P+NV9W1rUII0t7NI4rTDZDcsOeMYx+deJ7zlzXszuXwqKPorS/wBs5fD4/wCJjatKfMKBUYqz45+6Qex9a1tW/wCCifhSzt447Lw3qt5fvxtkaOOJTjuwJP8A47XxV4kvpZ1jEw82Rmz5jNgEjpjjr0rmvLeUSSqTKy5Y7Qc5OcjnrXYqtRLVk8sZO1j034qfHTxD8Ytfe9128MdupKwafCxFvAOcALnrzyx5NcZFsvVkZkaQK5XGcK2MAms23t0uL7z2KqjbQV642gnOPqRV+3xDItuu0W/O124B9/0rPWWopSUdDqXvLZW+0SDaqpkDyzyeMf41ah8RKJ9hMjeVgIqKeSMc49aZZXkd3ZuWmC7FIRmwR0/+tVWO4+x3Kvva4dD5uQDgfT8M5/CoS12ITPb/ACNL12eyu7OPkrvVXX7hYdQD6Z6fXiun03Xo77y/sVrcB7QbJFmxszt7kAE8H8x9DXiEOt3yzRS6YVV5gGJBBYNjjgk4JZh+leqaNqjPd6a1urgzRDzMr99goBLYHGeCMUo03uzbmT0R3vh+8kvJpz5txG9tIFiijb92xwMA89OR+ddPomtNpV5KbS9uYLmUs8zRgxlG6lcenJPpXFaUN1v9ohSJJXk2eXnIPPVj9AetdFHcQafdW1xvX95FsZgMYbcgHQ8HOfwNVL3VobQUZHt/wz+IZ8U6b5V3Oo1KNmG1sBpFB4bH+FdstxIG+9XzB8MriWTxlpsVoN8a3ePPY/dQLyMdyRn/ADivpo9a9TD1HOHvdDjrU1CWhrWtx5q89as1l2BxJWlXajlaHUUlFMkWiiipAqZpCeKSiiRoiGTvVK4XdmtBhVeSMVkwMG4hYNmsTxD4btPEmm3VjeRB4LmJoZFI+8pGCK7CSANUDWq1nykn5weL/wBlnxj4L1iaK00WbXdPEreRNbRmVSrHGSo5U4HOe9ZL/DDxXaqE/wCEcvvPUEBZE2tjPQA1+l0kKr2qpLEuc7Rn6VzuhFvVmqqOOx+Y918E/iDrSrH/AMItfKqcxs0IUDj1PuawtR+EHjbw1a3F5rHh2+trZSDJOsR8tct3YcDrX6nA/MQBgVR13RrfWtOntrmJZ4J42jlicZDqRgg/hSeHjayHGq072PyUsbUG7uLZolj6kO2QX5yCB+Bq9b2Z/wBIQ+Sjr/quB8xyOD+BP5V7P+0l+zvF8L57TxNoX2ibSWl8q5idvmt2Odpz02k8ZPfHrXiq6gqEyxSIxYqQrA9+oH6VzNOOjNJe/qi5eeVCy/Z3WNQC7ErwHGcAc9eTzmnrdRS3Uce6Py3TjdgHjkjI79ah8xdRguMP5UUaldgAzx3/AM+lO0CNFbY0XnZHySRuN3p/KswjGzPSfCEceq3lvFBtPScLt+QheuT07k+owfWu4sbeTR7ibdttyzbtu7hMcEken0/rXI6Tq0NrpwtLRJvtCjdI0cYIQ55J9Mc/r6111veSa9Ham4uiLqFkkIO1IzyRgnk888EntUwbTNpK50OkRzx3EDxhnkQ7WVHO0jOORj/Irfb7TqlxcPIWhhkO9+x5b9MEH8K5+G8iivPJF7J58i7zCnKlewAB5HPWr03mXE4jmjksoZeWj45wG6/gQce9Vfm3NYq2q3O08BamjeItDj06NpJDcoPMKnLfOdx9hgE/SvqKvDfgP4PuTcLr06eTaRo0dujJgyMerj2r29ck4716OGi4xuzlrNOWhfsVJYmtCoLSPy4x61MO9d6OVjqKSimSxd1FJRUiKlLSUGhmgw1G9SHpUbVmxkLVDIoapmFRsKkgqyr1qnKtaDrVaWPrSAz3GKYWqxJGarNGaQjM13w/p3iXTbnT9Ts4r2yuEMcsMyhldT2Ir4g+PX7LL/DRk1rw2lxqGhM+HiILy2jc7dxA5T0bqOh65r7w8s0vkk1lKPMVGTifkjpqtNaXIaPy32sm5enI/wA/nWt4P1L7BZvHKqBg+wtIwHXjIH+etfoL4y/Zf8BeNbi5updKbTL64yZLnTZDFuJ6kpyhPvtzXllr+wNZ2upCWPxXLJbZ3BZrLLjngZEgHH0Fc0qTaaNozs0z5y0vXrrw7qDypJujZ23RImF24xtPrkfrivTvDOu2UizSi2NxPcKoeFFOFYE/Kc4x8o9OeRXsp/YisWUGHxDdPJjBaWBTxnPQEfz4rd0L9jfStJ/12pXjDzFkAgCoAVGB1ye/rULDzeljf2kb3TPI9KtU164g+y2Uz30f7qEQQb9yjJC9MkY/mfw9x+HPwUlWZb3xLCDGg/dWRfOT6tg8AD+Hv39K9O8I/D3SfBdvJHpVl5BlbdJIzF2Y/Unj6DAroxbScfLXXTwyjrIiVZy0RFDEkEKRRIscaAKqKMAAdgKu2VuZG3EYApbfT26vwK0EURrgdK7TmuPA2/Sjp0oHSlqyQoo5ooEwoooqRFOg0lFJmoUxhT6QjNSBAVpjLVgrTSlSJlRlqJkq40dRtHTsSUXizVeS33A9vetQw5pPspbtU2Ayxb/jUi2/tWmtmKnS1VccZpWAy4rEt2xV+308LgkZq7HCF7VKqhapRAjjtwvQVMq0N8ozQrBulaLQBcD0oopasAooooAO1LRSUAOooooEFFFFJiKVFFFSzUKKdiipENo2+1PooEM2+1J5ftUlLtqhEflinBKeBTttFgIwtPVaXbSigAAOBkYpcUtFMApFHJPrS0tACGlooqgClxRS0AIaSnU3vQACnGm/SnUAFFFFJkkf9nXH/PP/AMeH+NJ/Z1z/AHP1H+NbdFdf1ePcx9pIxv7Pn/55/qKX+z5/+ef6itiij6vHuHtGY/8AZ8/9z9RS/YJv7n6iteij6vHuHtGZH2Gf/nn+opfsM/8Ac/UVrUU/YR7h7RmV9hm/ufqKX7FN/c/UVqUUewj3D2jMv7FN/c/UUCzm/ufqK1KKXsI9w9ozN+xzf3P1FJ9jl/ufqK06KfsI9w9ozN+xy/3P1FH2OX+5+orSoo9hHuHtGZ32OX+7+oo+yS5+7+orRoo9jHuHtGZ/2WX+7+oo+yy/3P1FaFFHsY9w9ozP+yy/3f1FJ9ll/ufqK0aKPYR7h7Rmb9jl/u/qKX7LL/c/UVo0Uexj3D2jM/7LL/d/UUVoUUexiL2jCiiiugzCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//Z) | SJM 354 x094 080701 Fibula af kobberlegering
Fragment af kort ligearmet fibel. Længde: 3,3 cm. |
![](data:image/jpeg;base64,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) | SJM 354 x095 080701 Fibula af kobberlegering
Fragment af kort ligearmet fibel. Længde: 2,8 cm. |
![](data:image/jpeg;base64,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) | SJM 354 x096 080701 Fibula af kobberlegering
Fragment af kort ligearmet fibel. Dekoration med tværrifling. Længde: 2,5 cm. |
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) | SJM 354 x097 080701 Fibula af kobberlegering
Kort ligearmet fibel. Dekoration med tværrifling. Længde: 3,8 cm. |
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) | SJM 354 x098 080701 Fibula af kobberlegering
Kort ligearmet fibel. Dekoration med tværrifling. Længde: 3,7 cm. |
![](data:image/jpeg;base64,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) | SJM 354 x099 080701 Fibula af kobberlegering
Korsfibelfragment, med profileret knop.. Med rest af nålefæste, med spor af jern. Største mål: 1,8 cm. |
![](data:image/jpeg;base64,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) | SJM 354 x100 080701 Fibula af kobberlegering
Fragment af korsformet fibel. Med profileret knop og rest af nålefæste bagpå. største mål: 2,5 cm. |
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) | SJM 354 x101 080701 Fibula af kobberlegering
Fragment af næbfibel. Største mål: 3,8 cm. |
![](data:image/jpeg;base64,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) | SJM 354 x103 080701 Fibula af kobberlegering
Fragment af kort ligearmet fibel. Med tværrifling. Største mål: 3 cm. |
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KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/2Q==) | SJM 354 x108 080701 Fibula af kobberlegering
Hel, kort ligearmet fibel med en afrundet og en trapezformet endeplade. Endepladerne er ornamenteret med smalle tværgående furer.. Længde: 3,6 cm., bredde: 0,7 cm. |
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| SJM 354 x109 080701 Fibula af kobberlegering
Fragmenteret, kort ligearmet fibel med trapezformet endeplade og bred bøjle. På endepladen samt nederst på bøjlen ses tværgående lister.. Længde: 3,8 cm., bredde: 1 cm. |
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| SJM 354 x110 080701 Fibula af kobberlegering
Korsformet fibel. På hovedpladen ses tre knopper som er støbt i et med pladen. Den bagerste del af foden er ornamenteret med tværgående bånd, og foden afsluttes med et dyrehoved med store fremstående øjne. Længde: 6,5 cm., bredde ved korset: ca 1,8 cm. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoorPvtW+x3UcIi8wEp5jbsbQ7hFwO/J9uB+FPcRoUVn6Rqcupfama3WKKKUxRyrJuWXHUjgcA5H1BqfUb5NN0+6vJQTHbxNKwHXCgk/yos72C/Us0VkaT4gXVPs6lI1klWRiI5CwXYU45AOfnHUD+RrXoaa3BO4Ulc7qPjK20/xNDozxqbiSPzFHmYcjbI2QuOV/dkE56kcVt2Vwt9ZwXCjCzIsgHoCM07NasLkrH0NRM57E1Fql7DpVhcXc3+riQuQvU47D3PQVDBfLcX0to0eyWOGOZhnP3y4x/wCOGqXcRYLtkfMfzpGZv7x/OnGIDtXIXvjyPT9cvtPnsZEFvBJcJJ837xUVCSMptx8+Bhj908Va1Hc6tpH/ALx/Ok8x/wC+fzo2qVzjrWL4o1z/AIRyxS58gSo0gRmZmVIxgncxVWOOAOnUimBrtJJ2kbH1pvmSbv8AWP8A99Gs7Q9ah11bh4lGyNkVWDZDho0cEcf7f6Vp+WBzikMTzpOm9vzNO85/75/M1y1t4zaW8ubWXR7u0lhnSPdcFNro83lK6kMTg8kAgcCuo8kN1FADhK2Pvtn60vmH/nofzrE1zVZdKuLG3t7RLma6kKDzJTGOFLYyFbnCnAOBx1FX9MvF1BZz5WzypWiIznOMc/rSGXfMb++x/GgM5H32/OkdQqkhRxWBpHiK4vng8+wjgiuLloIJI5i4kQRs3mDKjglCB6jnOMZBHRB2/vE/jSh2/vH86PLHpVK41BLfUoLQxZMsTy7s9ApUEf8Aj36UgLyyHuTn60VW02Yajp9tdeWI/PiWXbnO3IBxnv1opAXZbqOJkBZfmYg89OGOT/3yapanZ2c8kd1KN80BBULKyg4bI3KDhsFcjOcEGql1ptzJ5+F+8Hx758/H/oa1FNpl150rqhJLMRz6tMR/6Gv50kSaun2dlpqutsQqsc7TKWA9AuScDngDjmnrNb6hZ7JPLaOaPDxMQchgMg/99D8xWIml3azqxiyocd+2+M5/JSfwptvo1zGYCYyNvl559PIz/wCgN+VO3mK5cstH0iO4jdEVpbaQtHLJOzsSypklmJLcbBznouO1aX9pQfaFi8xCGQvu3jHbj9QawrPR7lRGJIthRk5znhfI/wDiD+VV20G7ZUAQDAUceyxD/wBlNDV92JPsaOpR6R/adreT+VJOT5XmGU7UGyT5iM46bxkj+I81LHd6X4d0gwWjQpBaRHy7dZOcKGOO5z8rfka5288MXk0cmIyW2MAOOcpKB39XFR33hm+kaZ40Yu3mYbIHUXO3/wBGr+dOwzqdWj0rXLF7S8mR4dyuVScxsrI24EMpBBDRnof4T6Gs/RbHSLWZbtUjivY1e0DySlpPLWSTGSxJOcMcnk81ly+H7tZZnWMncZCp47/acf8Ao1fzp8mj3izSSLDube7Lz6tcEf8AoxfzpeSHdHSx6tbSXEsXmxrsIAYuMNn0/HisDUNN0XUtUkSZIJ4723kjmYyk5U+Wu3rgbgy5xycL7VTbRbxbjcYSU83dkDn/AFmf5AVFa+Hr6OWDfEyqrRltp9DbZ/SN/wDJparYd0dG2qWWn2cCWzQvHujjSONgAFZkUEewDqfxFQas2k61afZri6V43KnbFcNGTnbjlSD/ABp/30PWsS18N3Y8gyRkFDFkfT7Nn/0W/wCVVovCd/C1t+63CMwkn/dNpn/0U/5e9Go9O5s+G00Sxtobu3S2tbq4ghWTa3PCJtXn0DIPxFaVvrtpL5vmTxRbGIGX6gDOf5/lXHWnhHVIo7cMhJVYs5IONq2wPf8A6ZPUi+EtREbZjJcrjr/sY9fWld9h6dzoLiPS9Snure4EMtu4jkYs33mVm4znt5ecexrSl1S2tWiQSR7MlWIYYQBWOT/3wR+Brl38N6gFcpCSx8zGSO4nx+si/nS3Hh/UpBPthwW8zHzDv9ox/wCjE/P2pXYadzY1+TTbqzeSR45ZbcPIiiQg7gr8HBGR8rAjocEGrVmNK02S5kt2hikmcyTMG5ZgCOf++G/I1zk/hrUHNwRCSJDIByOATcYI5/6aJ+dSyeH792m2xYBMhXnufPI/9GL+Zoux6dzp49UtZo23yxx/MylWYdmIz+hrGs9P0FpjE0UJW2uFkg8yQsN21Qu3J6DeAB0GRiqn/CN3szzMyFMOdgPO4FmOfyaks/C96k6SSpja6H34aA/+02o1Fp3Om/ti2a8ihSWN0dC3mK2RnKYH4+Yv5iqOrf2ZfTWV0RBdTwyoI2JztDsgJH4Mp/EGsrT/AA1e2v2bdGSE8rPIz8v2XP8A6Kep7Hw7dwrbh4vu+Vuwf7ots/8Aop/yp6i0NnTZNK0vT4bWxaGK3jQCONG7cY+v3l/MUVhWvh2/haHMQ2osYJ3egt88f9s3ooHodrRRRUiCiiigAooooAKKKKACiiigAopjSBRxya+S/wBqX49axpet3XhjQ7l7KG1QfapoThncqGxn+6AwGPXOazlNRKSPq6bUbS1mEc11DFK3RHkCk/gTUsdxFNjZIj5GRtYGvyhtrg6nDLez3zXF9ksY3ckn/a9/rVvw9qj2N9cSR3E26CKWSMeYVLFYyVBI6nNcc8U4fZNYU4zbjfY/VeivgnS/jB420XUPIsPEN6tvbW1zL5c03noFhZE4D543FsV19n+1r428N2qyatp9nqqqgeQOnlSgYz/AQOntRHGQfxJop4eXRn2PRXxh41/b9F/4eNv4X0aTTtYeMGS4vyHWHOMmNR97rwWx9DXP/sz/ALQmu6p44mXX9ZvdT89BkXExZByMnaTgAZUcdOOK2niIxV1qYSi4Jt9D7vopsbeYisBjcM806uokKKKKACiiigAooooAKKKKACiiigAooooAKKKKACmSNgU+mSfSplsNFaSTYpPYCvzF+PGpXrePvE73pd3e/mEnGOA7AYy4zgAe3Ffprd8wuPavy+/agsb/AEv4qeJLa+tntRc3Ek8UgbAkRmLJg46FT785HrXO9rhLdI8hudQt9PuBMYpBbyfOzs8SNt9+vP0JrovB3iLT76R7aIXI3EKu7y8fvGRMgqo5w348e9cVfWum2+nySXVzdveRxyLG0LbGEij5VJ28gk845wOKpaZ4mn+1QP50ivA8exvMbIAdcZOecY+v5VyyXN0LXvbM+iLPxpaXEM9yhK3H9h3bESd/MmYBsY7nBrS8U+KLdtBzKUEnl/Ky46AYwfzH614XY6hNJodrezzGNRDFZFiw+aMzsxx7jaevr7VjeM/EWpX23S9Pknu5ZkX5VTkkjoACe9JQUnYpPldx/wDwl0t9JBdN/uAY4Kq2B+i17b+z3qa3GuXEVvFtWbYhkUYkhwo+YHpglT+dfNNjpl9p9vBBdQyROgIKOpBHU4x617p8CdWW18VWlhHcSW73ShEeNR8jEYJwQQenf1OK0nBRhZIVWpvJn6xeGLqS+8N6XcTSCWWW1jdnAwGJUEmtOue+H0bQ+CtGjYEeXbqg3ddo4H6AV0Nd8dYoy31CiiiqAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAI3hVwQRXJeMPhzoPjex+ya5pVtqcCnKefGGKH1U9VPuK7Gmsu6nG0SJx5j5+1T9k34eSKBF4XsIwGDDEfcdDmsa+/ZS8E3m1X8OWOFPG2IL/LFfSkkIbqKj+xqT0qrR7GHLJbM8a8I/ALw3osaW6aLZC0XjyTApT8sYr1HQfAvh/w3tfTND03T5APv2tpHE35qBW1FbrHzipqV+iNYw6s4H4pfAzwb8YdPFt4j0mOWZWDR31uBHcx47CQDOPY5HtXkmg/sD+BPD3ia31WDU9YmhhIItLh42DYHQsEGR36V9M0VDSluaWILKzh06zgtbdPLghRY40H8KgYA/Kp6KKYwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACii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| SJM 354 x111 080701 Fibula af kobberlegering
Fragment af kort ligearmet fibel med trapezformet endeplade og bred bøjle. På endepladen samt nederst på bøjlen ses ornamentik med smalle tværgående furer.. Længde: 2,7 cm., bredde: 1,2 cm. |
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| SJM 354 x116 080701 Fibula af kobberlegering
Fragment af korsformet fibel bestående af fragmenteret hovedplade og mindre del af bøjlen. Mål: 2,5x1,8 cm. |
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| SJM 354 x122 080701 Fibula af kobberlegering
Fragment af kort ligearmet fibula af bronze. Endepladen er beskadiget og ornamenteret med tværgående smalle furer. Der er rester af nåleholder under endepladen. Bred, båndformet bøjle. Nederst på bøjlen ses et felt med tværgående smalle furer. Længde: 2,8 cm., bredde: 1,2 cm. |
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| SJM 354 x123 080701 Fibula af kobberlegering
Hel, kort ligearmet fibula af bronze med beskadigede endeplader. På disse ses tværgående smalle furer. Under endepladerne er der nåleholder og -fæste med jern. Bred, båndformet bøjle, hvor overfladen på midterpartiet mangler. Nederst på bøjlen bånd af tværgående smalle furer. Nålefæstet let vredet. Længde: 4 cm., bredde: 1 cm. |
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| SJM 354 x124 080701 Fibula af kobberlegering
Kort ligearmet fibula af bronze med nedbrudt overflade. Halvcirkulære endeplader med rester af nåleholder og -fæste. Kort, båndformet bøjle. Længde: 4 cm., bredde: 1 cm. |
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| SJM 354 x125 080701 Fibula af kobberlegering
Fragmenteret endeplade og mindre del af bøjlen fra en kort ligearmet fibula af bronze. Endepladen er ornamenteret med tværgående smalle furer. Under endepladen ses rester af nåleholder. Bred, båndformet bøjle, hvor der nederst på bøjlen er to tværgående smalle furer. Længde: 2,3 cm., bredde: 1 cm. |
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) | SJM 354 x131 080701 Fibula af kobberlegering
Øjefibula af bronze med to runde udskæringer ved fibulaens hoved. Der erkendes en krog til fastgørelse af forbindelsestråden. Der er bevaret to af de i alt 4 vindinger af spiralen. På den båndformede bøjle ses over øjnene et v-formet ornament samt en langsgående fure midt på bøjlen. På bøjlen ses en kam inden den lange fod med nåleholder. Yderst på foden er der et v-formet ornament. Fjedereanordningen er vredt ud af facon. Længde: 4,5 cm., største bredde: 1,5 cm. |
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) | SJM 354 x132 080701 Fibula af kobberlegering
Kort ligearmet fibula af bronze med trapezformede endeplader. Disse er ornamenteret med tværgående smalle furer. Under endepladerne ses der rester af nåleholder og -fæste. Bred, båndformet bøjle, hvor der nederst på bøjlen er tværgående bånd. Overfladen på den midterste del af bøjlen mangler.
Længde: 4,4 cm. |
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) | SJM 354 x133 080701 Fibula af kobberlegering
Fragment af Råhedefibel. En midtknop og en arm er ornamenteret med et korsformet ornament. På bagsiden ses rester af nåleholder.
Største mål: 2,2 cm. |
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) | SJM 354 x134 080701 Fibula af kobberlegering
Fibel, kort ligearmet. Med kraftig nålefjederanordning bevaret på bagsiden.
NM: Fragmenteret flad, fuglefibula af bronze. Bred hoved og krop, hvor den ene side mangler. Fuglen har en afrundet hale. Under hovedet ses nåleholder. Under halen er der spiralfæste, spiral og dele af nålen bevaret. |
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) | SJM 354 x135 080701 Fibula af kobberlegering
Fragment af tungeformet pladefibel af fortinnet kobberlegering. På oversiden ornamentik i relief. På bagsiden rester af dobbeltfliget nålefæste med rustspor efter jernnål. Største mål: ca 2,2 cm.
Antagelig fragment af en Stora Köpinge fibel |
![](data:image/jpeg;base64,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) | SJM 354 x136 080701 Fibula af kobberlegering
Bøjlefibel, fragment. Største mål: 2,3 cm. |
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C1h+1knzJnxzD/wT28Of2akN74p1e4uVGBNDHFEn4KQ3865DVf2Cdc0e1uRoviGx1MLG3lR3MDW8khOPlZgWHb2z7V94m1z2qNrIHtT9jDawKrNdT8lfiB8IfFXg+zZfFmnNpkjP5ZDgMmOoZGXKsMZztJx3rq/AfixPDnhGwtY4XiuF3pCiybmZI2A3Y6gED39K/Ti70W2v4TDc28dzE3WOZAyn8DXA6x+zh8O9blElz4TsFcNuBtlaDB9R5ZXFYvDvozZYjTVHw/B8RJZNYMbzf6bJua3zlUVsklc479fXkc8CppvG2o65clFl+yKF2hZY3YOc9fM7YJ45719h2v7J/w3tp5Jn0D7S7HI8+5lbafb5qv3n7N/gW4082ltocempjAazcofyOQfxBrJYeaVtAdSDd9T4dk1zVrq8ksIljiu7cZ3K7OGVhnd65wf1rP1DzbFZZJIku5EcH965bJBzgbumT2r6xvP2MbFLiWbTPFF5ZM4ChZrWOQADtxtzXMT/sL6hcyjzfF1u0TOzuFsCp5Hs/TPOPbrWbw1S/kXGrC2p8+aJqmrz3gtp4Vu4ZIxugcjGABnnjkfTsK6mOTUrW6hn1BpJEZioiL5KEcbjjGck9uwr6E0T9ja20m4guh4hX7XGNvFjlAvYAGTIPvXRab+yzYIytqmv3d/tkMg8qCOHtgDnd0Fb+zqaWikZ80NdWeEWckWkrLIz5MzBhGFHLcAdP5V9G/s+WsslnqV9OuHYrED+JYj9RTW/Zj8LvN5ovNUD9FBljIQdwv7vv6nNek+FfC9n4Q0eHTbHzGhj5MkzbncnuxwOcYH4VVKjOM+aWwTqR5bRNemmn01q7kcp5b+1A3/ABjp8S8nA/4R6+5/7YPX4h/CXSY9TuNYLaPdaz5ca/La6G2pFMlvmIE0ez65OfSv23/anbb+zf8AEwn/AKF69/8ARLV+Inwj0mHVrrVvO0e71dY41JW00V9SMeSckhZotn1Oc47YpiZxfh3xNeeD/ElprFmI2ubZiQkykoylSrKwBBwVJHBBGeCDzSeIvETeI9SF4bG006MIkMdrYxlIo0VQoAySxPGSzMSTySareIodMtdSZNJvbnULTaMTXVsLd89xsEjjA9d1VYm2quRnnIqfIRoWSjchzkYz+lFRRzDevHNFUI/pZoooqACiiigApKWigBu0UbBTqKAGeXR5Yp9FADPLFNMftUtJQBCY6Ty6sUm2mO5X2Ubam2UbaB3IlXAoqTbRtpDI6a1S7aYVwOOBVIR5L+1UQv7N/wATC3T/AIR+9zj/AK5NX4f/AAp0NdXn1jdol3rPlRKQLXRpdR8r73LbJo9n1Oc49q/b/wDauwf2bfiYMf8AMAux0/6ZGvxI+Feirqk2rs2g3OueTGrbbfR5tQEX3uW8uaPYDjqc5wemKOoM8v2l5sHucCpmG3av3evXr1roP+Emtb7xRpF42lWGjQ21wjyDT0kAYBwSSGdiSAO1M+IF3puoeNtautJuZrvTri7lngmuIRC7KzluUDNjr6/l0pEmTZ4bAP3qKhhch+OKKoD+mOiiioAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAEoI4paKAGlaYRUtMNAHkX7WHy/s2/Er/ALAV1/6LNfiR8J9D/t6TWR/wj91rxSNMLbaPPqHlk7uT5U0ezOOpznHtz+2n7XLGP9mf4lkdf7Cuv/QDX4k/CfQ11lddMmhXOteVEpBt9IuL7yvvcnypo/Lzjq27p2wc31KPPda0HUvDepSWOrafdaXeoAzW95C0UgBGQSrAHkVXdRuUZ/hH8qYwLNlic9KJP9YPpUkiD5f8aKNuVznv0opgftOf+CpXwYGP3XiM/wDbjF/8dqM/8FUfguP+WHiT/wAAIv8A47X5fW+i+DNXuriHTp5Z3it9Tudodx8kWnpLCeR/z2WXPqB6YrN1BfAIkm+z3cmz/T9nzSdrKNrXt3uDIPw545p2A/VH/h6r8Fv+eHib/wAAIv8A49Tn/wCCqPwWRgDF4k5AOfsEfcZ/561+Wmp6P4Nh0uPU4JpPsUs2o28cpd8GSOwheBemf9fIR+PpVW+TwEW/cXch+S8x8z9RYRm3HTvc+YPw545pWA/VT/h6l8Fv+eXiMf8AbhH/APHaUf8ABVH4LYB8vxH/AOAEf/x2vyx13RfBui30tpNPLDOkd02wuxxnT45Lbt/FcMw+nXApLXRfB+rSyw2M8k8qW1/cbd7D5YtNEsZ5HadZM+oGOlFgP1N/4erfBTp5XiT/AMF8f/x2g/8ABVT4K8/u/En/AIL4+f8AyLX5SXEPgRZD5V5Jt2XZB3v94WCNB273RZfp145q1eaL4Oj0yPUUnl+xSNeQLNvYgzJp0ckS9P8An5cj6H05oA/U3/h6z8FP+eXiT/wXx/8Ax2nD/gqx8Ez/AMsvEv8A4L4//jtflHPb+Bl/1d5If3U5+8/3xp6tF273W5fp7c1Y1rQ/CGjXH2aeeWG4+ztNsZ2P3tMSWHoO9w2Ppx05oGfqp/w9Y+Ch6R+JP/BfH/8AHaP+Hq3wU/55+JP/AAXx/wDx2vyr0zRPCWrSNDZ3Es062c9wU3sDmPSzMTyO1wrD6DHSq7W/gjy8i9k3eQ5wWbPmf2eGXt/z9ZX6e3NAj9X2/wCCqnwUXHyeIzkZ40+Pj/yLSyf8FUvgpGoJXxGT/dGnpkf+Ra/Kn+x/CKaYNQM8htdhhEm9sfaP7N8zb0z/AMfPy+n4c1VSHwPty13KSYVJXe/+s/s8sR0/5+vl/wDrc0Afq5/w9Z+Cf9zxJ/4L0/8AjtB/4KsfBIHGzxJ/4L4//jtflVqWh+EtIdYLu4khuGtIJwpdjzJpgmB4HQ3DKPocVHpmi+EtUl8i2uZZrj7Osu0Ow5XTXll6jtcLj6cdOaBn6sn/AIKsfBLGdniT/wAF8f8A8dpG/wCCrPwUVc+V4lx/2D4//jtfk7Hb+CWUl7uRT5URA3t982DM/b/n6Cr9D6c1Nb6L4Uk0576S4lFon2aJpd7YEzae8jr0/wCfhQPp7c0gP1Z/4evfBP8A55eJj/3Do/8A47SN/wAFXvgmFz5PiYn0/s+P/wCO1+TcVr4MeQbryQDy7Un5m+8bJmn7drgKv0PpzVy40Hwrpt1DDfTSwNJb6fOFMjElZdPMsh4HTzjH9AcUwP0T+P8A/wAFKfhR8Rvgx4x8M6Nb+IBqerabLaW5ubKNIw7DA3ESnA/A1+cfgHWPDlgdTXXlgPmoogeaxluSv3sldk8WDyOu7p272tN0HwrqyXUNvcSSXCWSToocj5k02aWfqOguEQfTgcc15qXPNAHo/hHw74a1Dx5p1naXk3iC2khuJBb3dqbXz7hIXaGDCyMSJJFROCCd2BzzWd8W9Is9D8YG2tLJdKc2drLc6epYi1uGgRpYxuJYYYn5SSVOQelcUGxj1oZtzEk96L6CJFPUUVF5ntmigD0j4J+Cr/xtrWprY31xYm3s2jkazsjeTOk7LbFRECDtxN8zfwjJGTgHhvEmi3PhjxBqej3e03Wn3MlrNsOV3oxVsH0yDV7wP461DwBqsmoadDZzztF5W29t1mUfMrAgHoQVH1GQcgkHE1G/uNUvri8u5WnuriRpZZXOWd2OSx9ySaWlgBryZrdbcyuYFYusRY7QxABIHqQBz7CptLs5NW1K0sonRJbiVYVaRtqgswAJPYc9aobsdackm1gwGcHNIZ6F8ZPCd14U8QQfa7+6v554yjPeabJZPmJjDwrDDL+74YHnHzBTkVwkN5NasXhleJ2VkLIxUlWBVh9CCQR3Bre8cfELU/iDdafLqKW8S2Nt9kt4rWPYiR72fpk87nb9PSuZkk3YAGFUYFN76AP3V6F/wrvxDc/B+DxHDeWE+gRXNxNJa/a4VngYNBEXKFt53F4xtAOAAcYOa83LVuzeONVm8GW3hUzhdFgvZNQEKqAWmdEQsx6tgIMA9MtjqaAMffUtxdS3k3m3E0k0mAu+RixwAABk+gAH0FUzJQHpAd78KPDd14i1nVGtr6axjsdNnnuHtrM3c7QMBDIEiBG47ZiScjaoZs8VymrWsem6teWsN5DfwwTPEl1AG8uZQxAdcgHBHIyAeaveEfGV34NvLm4toLW7iurc21xbXkXmRSxllbawyD95EPBHT0yKy9U1GbVtSur642efcytNJ5aBF3MSThQMAZPQcCn0Ab9rm+z+R5r+Ru3+XuO3djGceuKW3UTTxozFVZgCyjcQPXHeq+TU9lezafeW91buY54XWWNx1DA5B/MUhHdfF7wufC+rafHPrY1a/ls4xNC9sIJrNY1EUcUqBjtfYi/KfmAxuGTXDW91Layb4ZGifBXcjEHBBBH0IJH41teM/HF542vYri6trO0EQYCKxgESbmYu7Ec5YsxPJ9AMAAVztN76DJCxrdltr238C2919pX+zrzUZY/s+35hJDFGd5Ppi4xj2PtXPFsDFaq+LNRXwr/wjoljGlfa2vfL8pS3mlVUnfjcBhBwDigDPVu+akmupbh1eaV5XVVQF2JIVQAo+gAAHsKq7jShiaQHoPwv8LvrlxcXI1hdFTfHpaXDwGYNNdLJGqEDopUSbm5IA4BOBXD3UD2t1NBKu2WJyjj0IODW34P8e6n4HklfTxbyeY0coS6gWVUljJMcqg9HQk4PuQcg1gPI0js7sWZjksepNPoIUHJ6Uu7PQV3XhbwPp2t2NlcyX9nAJIozKLjUIYSsn2rY/wArsCAIcN096o3elabH4WubrZbxTq/+j3Ed6sk07eaVKNEDlVCDdnb1A5O4CnYDlVX6D60Ui5Zsck5ooAr7qN+1SMUUVIBupKKKAFzTGaiigYzPNLntRRQAdfakKlcZoooAcvOaVs8dqKKAAMe1OZiT6UUUAJmjPtRRQAoz6YoVBtyTRRQAuAOvPrS7TkgL7/SiigQ7y87c8Zp0kbQybT8rDIPP4UUUDEXdjvikU/nRRQIfu3HA6n0HNFFFIZ//2Q==) | SJM 354 x138 080701 Fibula af kobberlegering
Fragmenteret fod og del af bøjle fra korsformet fibula af bronze med nedbrudt overflade. Yderste del af dyrets hoved på foden mangler. Nåleholder under den bagerste del af foden. Bøjle med tagrygformet tværsnit. Største mål: 5 cm. |
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) | SJM 354 x140 080701 Fibula af kobberlegering
Fragment af kort ligearmet fibel. Endeplade og mindre del af bøjlen, afrundet endeplade, der er ornamenteret med tværgående furer. Under endepladen ses nåleholder. Bred, båndformet bøjle, hvor der nederst på bøjlen ses tværgående smalle furer, der har afgrænset et midtfelt. I dette ses midt på bøjlen langsgående smalle furer. |
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) | SJM 354 x141 080701 Fibula af kobberlegering
Fragment af kort ligearmet fibel. Med en afrundet og en rektangulær endeplade af bronze. Disse er ornamenteret med tværgående smalle furer. Under endepladerne ses nåleholder og -fæste med rester af jern. Bred, let afrundet bøjle. Nederst på denne ses to tværgående smalle furer. På delen ned mod endepladerne ses desuden en række af trekantstempler. I midtfeltet er der langsgående furer. På hver side af disse ses rækker af trekantstempler. Største mål: 2 cm. |
![](data:image/jpeg;base64,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) | SJM 354 x142 080701 Fibula af kobberlegering
Kort ligearmet fibel, med en trapezformet endeplade, der er ornamenteret med tværgående smalle furer. Under endepladen ses nåleholder. Den anden endeplade mangler. Båndformet bøjle, hvor der nederst på bøjlen er tværgående furer. Disse afgrænser et midtfelt med langsgående furer midt på bøjlen. Længde: 4 cm. |
![](data:image/jpeg;base64,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) | SJM 354 x143 080701 Fibula af kobberlegering
Kort ligearmet fibel. Fragment. Længde: 3,1 cm. |
![](data:image/jpeg;base64,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) | SJM 354 x154 080701 Fibula af kobberlegering
Næbfibel, fragment, yderste del af foden, med nåleskede på bagsiden. |
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) | SJM 354 x155 080701 Fibula af kobberlegering
Cirkulær skivefibell. Forsiden med central cirkel hvorom ses 6 spiraler i ret dyb karvsnit. Rester af forgyldning.
På bagsiden svage spor efter nåleanordning med lidt rustspor.
Kanten er afgnavet hele vejen rundt. Diameter ca. 30 mm
Sidste to billeder efter konservering. |
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) | SJM 354 x158 080701 Fibula af kobberlegering
Kort ligearmet fibel, komplet. Rester af både vulster, furer og stemornamentik. På bagsiden bevarede rester af nåleanordning. L: 3,8 cm. |
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| SJM 427 x01 080701 Fibula af kobberlegering
Fibula lavet af en 'escutcheon' fra en 'hanging-bowl' af anglo-irsk oprindelse fra 6. eller 7. årh. Diameter: 48 mm.
Nærmeste parallel er dateret til midten af 7. årh. og blev fundet i en saxisk jordfæstegrave fra 7. årh. i Thornham, Norfolk (Bruce-Mitford, Rupert 2005: A Corpus of Late Celtic Hanging-Bowls) |
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) | SJM 427 x09 080701 Fibula af kobberlegering
Skåformet spænde. Berdal-spænde. |
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) | SJM 427 x10 080701 Fibula af kobberlegering
Skålformet spænde 104 x 62 mm. Berdal-spænde af JP24-lignende type. |
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Mindre, fragmenteret, muligvis oval eller rektangulær fibel, med rester af enkeltfligede nåleanordning på bagsiden. Kraftig afgnavet langs alle kanter. Oversiden dækket af korrosion, ingen synlig ornamentik. Mål: 2,8x1,7 cm. |
![](data:image/jpeg;base64,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) | SJM 452 x16 080701 Fibula af kobberlegering
Kort ligearmet fibel. Længde: 3,4 cm. |
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| SJM 452 x41 080701 Fibula af kobberlegering
Fragment af trefliget spænde: Den ene flig, med flot planteornamentik bevaret. Største mål: 2,2 x 2 cm., Rest af nålefæste bagpå.
Hører sammen med x45 |
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) | SJM 452 x45 080701 Fibula af kobberlegering
Fragment af trefliget fibel. Dekoreret med planteornamentik. Mål: 1,6x1,8 cm. Passer sammen med x41. |
![](data:image/jpeg;base64,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) | SJM 452 x46 080701 Fibula af kobberlegering
Næbfibel? lille, med meget slidt overflade. Længde: 4,2 cm., bredde: 1,5 cm. |
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) | SJM 452 x50 080701 Fibula af kobberlegering
Pladefibel. Oval facon. Rest af nålefæste/nålebro bagpå. Pladen har kun meget utydelige spor efter ornamentik, men uden tvivl en S-formet slange. |
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) | SJM 452 x59 080701 Fibula af kobberlegering
Del af aflang fuglefibel. Overfladen helt nedbrudt. På bagsiden rester af enkeltfliget nålesnordning. |
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) | SJM 452 x60 080701 Fibula af kobberlegering
Næbfibel, hel men med afgnavede kanter. Ornamenteret med dobbelte tværriflede lister, samt fladedækkende stempler. På bagsiden rester af nåleanordning med enkeltfliget nålefæste. |
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) | SJM 452 x63 080701 Fibula af kobberlegering
Tungeformet fibel med stiliseret akantusornamentik på den forgyldte forside. På den glatte bagside ses dobbelt nålefæste med rustspor fra tabtgået jernnål, mens der kun er ganske svage spor efter nåleskede i modsatte ende. På bagsiden spor af fortinning på fladen og forgyldning i fordybningen langs kanten.
Stykket er let bukket efter mekanisk tryk i muldjorden, med kraftige revnedannelser på tværs af stykket.
Foto 1-2: før konservering, 3-4: efter.
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) | SJM 452 x64 080701 Fibula af kobberlegering
Trefliget spænde, hvor den ene flig er delvist afbrækket. På bagsiden rester af nåleanordning. |
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| SJM 455 x001s 080701 Fibula af kobberlegering
Ambrøstfibula. Eggers gr. V), bronze. Ældre romersk B2 |
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) | SJM 602 x1 080701 Fibula af kobberlegering
Fragment af ligearmet fibel af hjalteformet type. Bronze med rest af jern. mål: længde: 2,1 cm., bredde: 1,8 cm. Let hvælvet overside. Trekantet afsluttet. Geometrisk dybt indskåret mønster bestående af rhomber. På bagsiden lav kant og rester af nålefæste med korroderet jern. |
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) | SJM 602 x2 080701 Fibula af kobberlegering
Fragment af fibel? Længde: 2,5 cm. |
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AGQRgcOIXMuR7M7KOnvLoehza9p6q+bi40+1nYrMY0UrKhjBDLhR8wOBkcjk5zUvhf4J+KPHVuP+EUWXXNOiJlgneVUWMORldzYBB5OMn+L1r279n39kBPG3h/RPEPi0RPpNzE0kenxh4ZtofCBx0wcFjjB+bB55H2jofhXT/D+n29hp9pDZWVugjit4ECoijgAAVxYXLHfmqOy/M6a+YRh7tNXf5Hw/wCH/wBjvx+L6KOEadbl4cm7mu2eOLgDYQBuLDnkDHv0z9Qfs4/CvxT8J9P1jTddvtPudPlmWSzisHdtvGGY7lGM8cc9K9bht1j6DFTqK9KGCo0Z+0je5xVMdWrQ9nLYkpjU4UjCuw4D8RPjKblv2xPiI1mLozjW9QA+xi4MnEjA48g78fTj1rwHxjq2oax4hun1K8ur2aGRoUN3LI7ogY4T94SwAyeDzyc817X8bbqFf2tfiVJcLbvGPEGpDF01uE4ncD/Xxun5rn0rzzw8ng/UviRpkN9DNbaRJPKt893fRpFyDtZXjiARQ2Dwp44FJ66FHnrYZ8LRV7xH/Za65eron2n+yllItjeMrSlB0ZioAyeuMcZx70ViWf0r0UUUjMKKSkoELmm0UUEhTTTjTDQMa1Z14AysPQZrRqrcR7ga3g7MiRyF+m1zWZMdqs2CcDOB1NbmrQ7WJrGkruM0fkbrWtQ678Q/E+qWMB0/TZ9Vll+wNEV8tTIwEeAThjkgg9MDHtgavqjRXXlyBW3vlt85JmkIHBGcKueB9etd78fNUgs/i541htJHRV1OdJZJLdUG4SbmkIAxkZ27gdx6lQ2a808VOtvqDiyj+ziVVd42iCqo69ccdjjGeh615+x3FbUYzcNtknIXy1kG8KAJCTuRAR06nGPfsK+6P+CcPhG38SatrHiW9Q3EujosUMk0m5/tE27zHPQ/dBHIx8xI6cfAVrdQywyQi2WIROGPUErtIY8ksenA6DFfbP8AwTj+MHiOPx5ceBBBbnQbxZr6UvCVeJkU/cII6nZkHdwRjFZcqlJX6FOTjBpdT9HWQdqFWjdmnCus40LThTacKTNBwXnNK9KtK33TUCPwz+JVxcp+1x8SZbQXTTf2/qmPsgmL4+0v/wA8ZYmx/wAC/A14V4s06/0nXbpL+3ntZ5XabZcKysVYnB+Yk8+5J9zXtPxKkhb9qb4kSTRRTRnXdUO2ZY2X/j5fs8E6/wDjn4ivCNU/ealdFQADK2AoGOp9AB+QH0FKWxotyoPUniijktgDmisSz+mikJpM0lBiFFFFAgoozTC1ACmmmjNJVDCopV61LTGqkQzA1iH5c1yOsajaaNY3F7fXEdpZ26F5ZpmCoijuSa7nVI90J4r5X/bZuHt/hLbqrOPM1aBCoLbG+WRgHA6jcqnB7geldblywuZrc+FP2ovFtt4q+LOteILRfsiuUaeNSkjABDHkYUHlAvXOC3U9a8O1DV31CZFnXy4nHzRr2Jzgk8Ennn0xivUfitptv4Z8RT20hVt0ZmWQxfKwZ92Dz1DHAGOAo61337HHwHX4ofFK2l1DTLfVNBsUFzeSXdt50Ey84XJK5JP15J+UqDXFrJnVGS5UzyTwf4G8QeOvMi0mOzN7BDl47q9htvlBC7v3zLuPI4XJH4Gvsv8A4J4/s8+PPBfjmbxn4m0X+zdNayns4zdyBZjKHCllQEHHysMuMEY29M19TWf7LHwvXRrTTJfCFjNZWdzJd2sbBgYXkKlwGUhivyrwxOAAOgAHr0UYjVVVQqqMBR0ArdUuV3ZMql1ZEy1JTFWpAM1bIQCpVWhUxUm2s2yhFFEn3afimyfdNSI/CPxtNF/w058Q5JmCodZ1I5Mmz/l5bv8Aabf/ANGfge3DeFfHWlaH4/i1OfSodKtoobuBpNOad3LyQyIkpLTswIZlJKODjOCTXa+I4/t37SHj8lZWX+1dRb90jMf+Pk/3ba4Pf+5+I7+LeIrWGx1SeGG+g1FM5863WRV57YdEOR/uim3bUu19BPFGpLq/iLUr1Lia7S4uHkFxcRrHLKCxId1XIDHqcE8k8misstRWDZof0z0UhamlqDAfmmlqbupKdhilqSiimAUUUUwCmmlNNaggrXUe+MivKPi5oNtrXgfxDY3UPnxtZyuq7Ax3KpZSBg85AxjmvWpPumuT8QQq7sGGVYbSK6oaxaI6n5lXenaP40urWfVYY9trHJapK8LSb2K5yqgqRh2Iyc4z0r7E/Yy1LRLLwDJ4Ys447a/s5nndQgTzkZsBx3bAABzyOB0xXzV8RvBEvhXxBq2ix7oXt2PlPtOZckPGwZTwSAvJ7nr1xe+D/wAQv+EX8SaVqkUmZbcFpIxIAoUsFbJVsuCMjbgevzECufm5JJnDh7wThJ6Js/RNVFTLWV4f1y08SaPaanYyeZa3MYkQngj1BHYg5BHqK1UrqZ6CJlFWFSoY+1WVFYSLDbTgtLTsVncY2o5PumpWqOX7poW4mfgjry2t38fvHRu2t0iOpXzA3JiC5+0H/npcQDPX+Mn2PUeQ2ejXmvao1pp9u11cMWZY48ZwPx/rXsSw3V58dPG7WjXQk+13rE2ZuA+PtHfyIZWx9Vx05zgHz3RfiRe2fiddV1c3GryRwPBFJ9oEc8GejxSFG2Op6NtJGTjBwQ3bS5p6HJ6lp9zpGoXNjewSWt5bSNDNBIMNG6khlI7EEEUU7Vr6PUNSurqOAWyTSvIIQ7OEBYnaGYliBnGSSTjk0VkWf0s0UnOfalqzC4UUUmaAFopM0bqBC0Um6kzQA6mtRmkJoAikrnNbiLZOK6Rqo31qJlPFdFN2M2fKP7SHw3ub6SLxRYAPHGixahFsZiqLkrKCoJAHRjjpg9sj5j0GxbVtWawWzhkMW4yXW7em1fmDKQOm0dc9OB2I/TKXQUuVaORVeNgVZWGQwPUEV43o/wCxf4asfFOqaj/al9FpVzL5tvpdriIQ7judC/O5CS2FAUqDjJxms6sLtMz5N3Hd7nZ/s/P5nwo0TKSRyL5sbrICDuWV16HkcAcGvSUqvpuh2ui2UVlYwLbWsQwkadBzk/jnJ/GroixWqdkkzWKaVhY2q3G3SqirirUfC1nI0JadTaKyGFRzfdNSVDMflNOO4mfgHM1vL8WvFz3C2siNdXTD7W1qFz5/b7SwXP0+b8M15ZrH2L7fL/ZxuDZ8bPtQUP05zt465/CvWPD89+fid4rk09LqSV5LjIs0u2bBm7/ZnVsf7xK+2cV5u3gvWl1htNudPnsLz7NNeeVextCxijjeRmAYD+GNsepGKJbI16mAcc85ooztYHGfaisij+mLcKN1Q+ZSeZW/Kc1ybdSbqi8yjzKOUCXdSZqPzKTzKdgJc0ZqLzaPMoswJaKj8yk8yizAeaay7qTdmgNTECwgdRUtR+ZS+ZS1GPpNopvmCl3ilqMNgp60zcKXcKNQJQaWot1LupWAexqvM3ympC1Vrh/3bH2qorUR/Pzotxb/APCZeJJbmO3lVjMQLgwAAl+3nQSjP0APvXB6D4ivPC+rJqNg0QuVjliHnwrKhWSNo3BRgVbKuwwQRXe+Bb4Ra/4gmJb5onOBK6bvmzg7bqAkfi3+7Xm+qXcV5eSzw2cNhGxyLe3LsicY4Lsze/JPWs5bI36srhWmdtoG7Bb06cmimiQrnDbeMccfWisij9VV/wCCtWkn7/w6ul/3dWU/+0al/wCHtWgY+b4fagPpqKf/ABuvgS1+JFpKttbXGj2scOIo3nABIVRZqWxt54tGP/bZvxivPiFYLHc20Wi2s0e2WOOc4BIIuwGxt4x9qU4/6Yr7Y7rruc/L5H6Br/wVp8MnG7wHqg9cX0Z/9lqaP/grP4RY/P4I1hfpdRH+lfAq+O9HsrGw1I6HYXMs15I0lnlMxoktnIM/KeGEUidOkj9eQcnTfF2j3URtrrSrW1C2Uqi4ZQ5aUWckacBerSFWz2OD2zSuu4+XyP0WX/grN4H/AIvBuuj/AHZYT/WpV/4KyeADjd4S8QD6NAf/AGevzlm+IWjSawl1/wAItZrCLgTG3XZtK/apJin3MY2OsXTog7cB3iDxFommta2kej2s7fYYHaeMJy8lna5zx1V0lJ95G75yubzDlXY/R4f8FYfhzgbvC/iTr/CsB/8AalTR/wDBV74ZN97w34oX6RW5/wDa1fm9J4u8N3Gk3dwNFtYbhbhVjt9q7nR/tzFgcdE823X/ALZL6DBofijw7qWo2Vi+gQxG4nhi85tuFy9mCTx0xDP/AN/z70c3mHKux+ky/wDBV34V5G7w/wCLB9La2/8Aj9Tj/gqx8JO+jeLB/wBudt/8kV+YM3ijw/bwzWzaIjzLG8QmUj72y6UN/wB9SwN/2xHtV2TxN4St2tb06NHNFNKzNaJjdEq3ML4bnvEkqD/fo5vMfKux+mqf8FVvg+3XTfFS/wC9Ywf/AB+pV/4KofBw9bPxOP8Atwi/+PV+Xmh33h7WQ1qulrFPHp1xK0shGC8dhLz16mUBx9KbceKvB76ssqaDItn54cw5GTH9reQr97/niUj+q/jS5hcq7H6kr/wVM+DTdYvEi/Wwj/pLUi/8FSPgue/iFf8AuHr/APHK/K3VtT8L2ccFvFYefMbNGaaFsr5j2lvj+LqsonJHYtj2F43/AIRutLv9Vi0WRbW3ukgMbMQ371r50xh+yC3B5/5Z9+65h8qP1KX/AIKh/BRutxrq/XTv/s6lj/4KffBFjg32tJ/vaa3/AMVX5P2GreELz7NavpkkM8hijaeR9qBj9kDMTv4H7u8P/bVf+ApNq/g63hntzpk8lyqyoJo2JQvi8CMDv6ZezPTpE3/AjmDlR+s8f/BTj4HsMnVNXUD10x/8alX/AIKafAxuut6mv10yX/Cvylkfwbb2Nlqdxpdw1ldXLoqK7b9qS2pYH5/+ef2gderj0BGXpc3hXUo5bdrWSK5WykkWSaVlTzEs52bHzd5vKIHfGO+CXDlR+uf/AA8v+BW4g+INQGDj/kGTEfoKeP8AgpZ8CG6+Jb0fXS7j/wCJr8jF1XwL/azO2nXn2H7RkR7m3CL7WrY+/wBfs+5evU+vNR6xF4a0doreW2n+0PYRTgo7Eb5bCN1P3v8AnsxY+3HTilcOU/Xr/h5R8Bj18VXS/XSrn/4iobz/AIKRfAZreXb4tuC+04H9lXXXH/XOvyV/4om6W6vYre4Syt50VonkbzCjXFwRgbucQiAH0IP1LNCh8Gaxe6ZYCC7+13MkEByzBS7C0VjnPA3fa/wZfbBzByoq+CNU02G+1Y6he29mJo9sb3IyCxJ/6dZz+Wz61Y8B/DvTvFHii7sHvn1m3hhikB0XejMZLiKE482IHCCUufl524yMkjhzJBb6kTJD51qshzHuwWXPTNVmuDHIWg3RDBHytzg8Hn6VlzGlh19bra3U0KyrMkcjIJF+6wBxkfWioSx247daKzKN9pPQc0zzPxooroIOn8QQ6Rb+D9BSw1Cxu77Mk16sUcq3CO+AIyWjClEWNcYY/M7445rk9+3NFFK9wGqw3DPSvQPjJc+F7jUNMPhw2x/dSNP9jjCRIplYxR8Ab2VMAuQGYYLANkAop3srB5nnTSelbXgeSxXxVp39pwpPZGTbIkjqq8ggE7mVcA4JBZQcYyM5ooqQJPiAthD4svo9Nkt5rRdm2S0jEcbN5a78KHcD5t33WK/3cDAHOZz1oooY0dn8MbTwte3Ws/8ACVtIlnHYGWFobkQy+YJosiPKsGcoZAFIx6kdRxcrL5jbAQmflDHJA9+KKKVw6jGYnvXeeG9M0Kf4baxeTw2M+sRzOo+03nlSRx+UCjxr5i7jvyMeXJuzj93jcSihCexwBz0HNG40UVJR3/ibSdMsfhrodxFb2UmpTyLI95b3Tb9pD5jMZlbJBC7mCIFO0DduzXANjHJoopyFHYbmuh8eaXBo2vJBbXCXMDWdrKrpcLNgtAhYEqTghiw2nlcYxRRU9B9TnN2Tiup+HOlwav4iEc0b3csVvNPb2kchja4mRCyIGHOSwzgcnGByRRRRHdCexm+NrGz0nxfrVlp85uLC3vJobeYuHLxq5CncODwByODWT5b9djc9OPx/lRRS6jC5hkt5dkkTQvgZVlIPQc8+vX8aKKKT3Gf/2Q==) | SJM 614 X24-2a 080701 Fibula af kobberlegering
Korsformet fibula, formentlig relativt tidlig type. Oversiden næsten helt dækket af tekstil, men hovedpladen formentlig trapezformet med svajede knopper. Foden er vredet og deformeret men har rilleornamentik med antydning af kort dyrehoved. Bøjlen formentlig smal med parallelle sider. Nål af sølv.Hertil et løst stykke tekstil.
Desuden 20 små prøveglas:
x24-2a1-5: "tekstil".
x24-2a6: "Tekstil fra ovenfor bøjle".
x24-2a7: "organisk "klump" fra tæt på kors".
x24-2a8: "tekstil tråde".
x24-2a9: "tekstil frag.".
x24-2a10: "tekstil fra kors-del".
x24-2a11: "tekstil fra kors".
x24-2a12: "tekstil fra ovenpå korsarm".
x24-2a13: "fragm. fra nål ved kors".
X24-2a14: "læderfragm."
X24-2a15: "org. lag over fibula".
X24-2a16: "læder ovenpå tekstil".
X24-2a17: "læder + tekstil fra kors og nål".
X24-2a18: "X24-2a og hægterne. Tekstil mellem de to genstande".
X24-2a19: "prøve af sort lag ved X24-2a"(19).
X24-2a20: "Sort lag under x24-2a (med lagdeling). |
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) | SJM 614 X24-2b 080701 Fibula af kobberlegering
Fibula med hovedknop, sandsynligvis Nydamfibula, men indlejret i præparat og dårligt bevaret. Bøjlen er facetteret, foden kan ikke beskrives nærmere.
12 små prøveglas:
X24-2b1: "Sort læderlag over fibel ...".
X24-2b2: "tekstil fra ovenpå bøjle".
X24-2b3: "fragm. fra fibel".
X24-2b4: "læder/tekstil fra bagside".
X24-2b5: "læder? over bagside tekstil".
X24-2b6: "Bagside".
X24-2b7: "tekstil bagside".
X24-2b8: "Læder m. lidt tekstil, nål".
X24-2b9: "Sort læderlag fra P23".
X24-2b10: "fragm. m. læder tekstil og .... fra bøjle".
X24-2b11: "knogle?".
x24-2b12: "org. lag mellem x24-2b og x24-3a". |
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) | SJM 614 X26-06 080701 Fibula af kobberlegering
Atypisk, korsformet fibula, Korshovedet er fladt med randliste, profileret korsarm med kærvet ende.Bøjlen med randliste og rilleornamentik´. Foden korroderet men med vulst-rilleornamentik. Lige, let trakantet afslutning. Et stykke bronze er fastkorroderet herpå. På bagsiden ses rester af jern fra nål og spiral, samt tekstil. Nåleholderen er kun bevaret som afsats. Hertil rest af nål/spiral af jern med litd bronze og tekstil.
Desuden et prøveglas mærket x26-6a "tekstil fra fibula" samt 8 med x26-6b: x26-6a1: "tekstil fra korsarm", x26-6a2: "tekstil fra bøjle", x26-6a3: "Tekstil med læder ? fra bagside", x26-6a4: "læder ? lag fra fibel", x26-6a5: "læder? fra bøjle/forside", x26-6a6: "org. lag over fibula", x26-6a7 "tekstilfragm.", x26-6a8: Del af fibel nåle-holder". |
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) | SJM 614 X29-4a 080701 Fibula af kobberlegering
Del af præparat X29-4.
Nydamfibula. Zig-Zag-ornamentik langs kanten af bøjle og overdel til fod. Felter med sidekærv for hver ende af bøjlen.
På foto ses også foden til fibula x29-4b samt perler.
Fem prøveglas:
"x29 tekstil fra stor fibel - spids ved nål".
"x29-4a fra spids ved nålesko"
"29-4a æg/frø under fibel".
"x29-4a og b fragmenter".
x29-4b/a tekstil mellem de to fibler". |
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) | SJM 614 X29-4b 080701 Fibula af kobberlegering
Nydamfibula samt rav- og glasperler.
Prøveglas: "x29-4b nål-fragm." |
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) | SJM 614 X29-4c 080701 Fibula af kobberlegering
Nydamfibula. Bøjle med bred langsgående fure. Foden udgår vinkelret fra bøjlen.
4 prøveglas:
"x29-4c tekstil"
"x29-4c tekstil ved fibula fjeder"
"x29-4c tekstil u. fibula bue"
"x29-4c nål". |
![](data:image/jpeg;base64,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) | SJM 676 x03 080701 Fibula af kobberlegering
En trefliget fibula af bronze fra vikingtid, hvor en del af den ene flig er afbrækket. Fibulaen har et trekantet, let forhøjet midterfelt, og fligene er ornamenteret med stilistisk planteornamentik i lavt relief. På bagsiden ser rester af nåleanordning. Største mål: 5,5 cm |
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) | SJM 676 x06 080701 Fibula af kobberlegering
En pladefibula af bronze med rester af fortinning på overfladen fra germansk jernalder. Fibulaen er i grundform et rektangulært midterfelt med to endeplader ud fra de korteste sider. Centralt i midterfeltet er en rombisk gennembrydning. I det ene hjørne ses en cirkulære gennembrydning, og det antages, at en lignende gennembrydning har været i alle fire hjørner, men det er ikke bevaret. Da fibulaen er noget korroderet kan der ikke ses ornamentik. På bagsiden er rester efter nåleanordning. Største mål: 3,5x1,5 cm. |
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) | SJM 676 x08 080701 Fibula af kobberlegering
Emaljefibel, eller cloisonnefibel, sjældent velbevaret med næsten fuldt bevaret emalje med et korsformet motiv i faverne rød, gul, tyrkis og blå. Langs kanterne delvist bevarede små kugler, en enkelt ligeledes med emalje. Evt. svage rester af forgyldning. På bagsiden næsten bortslidte spor efter nåleanordning og øsken. Diameter ca. 3,3 cm. |
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) | SJM 676 x13 080701 Fibula af kobberlegering
Fragment af Råhedefibel, bestående af dele af to arme med punkt-cirkel-ornamentik i kombination med tynde furer. På bagsiden rester af dobbelt nålefæste med rustspor fra jernnål. |
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) | SJM 676 x14 080701 Fibula af kobberlegering
Fragment af yderskallen fra en dobbeltskallet cirkulær fibel i Jellingestil |
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) | SJM 676 x15 080701 Fibula af kobberlegering
Cirkulær emaljefibel. Hjulformet med central indfatning og nok oprindelig seks huller rundt langs kanen. På bagsiden rester af nåleanordning. |
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) | SJM 676 x16 080701 Fibula af kobberlegering
Fuglefibel vendt mod venstre, lille kors over ryggen. på bagsiden nærmest komplet nåleanordning, med rester af nål af konnerlegering løst i det ene hul. |
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) | SJM 676 x46 080701 Fibula af kobberlegering
Emaljefibel. Lille ligearmet kors med fem forhøjede felter med fordybning til tabtgået emalje. Fladen mellem de forhøjede felter er udfyldt med sirlig tremolerstik. På bagsiden få rester af nåleanordning med kraftige filespor omkring. |
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) | SJM 676 x49 080701 Fibula af kobberlegering
Trefliget spænde, bestående af to arme med akantusmotiv. På bagsiden rester af nåekskede og øsken. |
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) | SJM 678 x1 080701 Fibula af kobberlegering
Fragment af fint og større urnesfibel af bronze. Rest af nålefæste bagpå. største mål: 2,2x1,8 cm.
Antagelig samme model som Vilslev og Hviding-spænderne. |
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) | SJM 679 x005 080701 Fibula af kobberlegering
Fibel af kobberlegering.Palmetfibel. . Helt bevaret, men ret korroderet, så detaljerne ses ikke tydeligt. Bevarede rester af nålefæste på bagsiden. Højde: 2,4 cm., bredde: 2,6 cm. |
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) | SJM 679 x006 080701 Fibula af kobberlegering
Fragment af næbfibel. På bagside ses rest af nåleholder/skede. Længde: 2,5 cm., bredde: 1 cm. |
![](data:image/jpeg;base64,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) | SJM 679 x007 080701 Fibula af kobberlegering
Fragment af pladefibel. Meget slidt. Måler: 2,5x2 cm. Rest af nålefæste bagpå. |
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) | SJM 679 x008 080701 Fibula af kobberlegering
Guds lam fibel/dyr i cirkel fibel/fibel af Ålborggruppetypen. En del af rammen mangler, ellers flot bevaret. På bagsiden rest af nålefæste (nåleskeden har siddet på den del af rammen, der mangler). Rest af knækket øsken forneden på rammen.- Dyret med bagudvendt hoved, og fint snudesnip. Rammen synes at være dekoreret med perlebortslignende dekoration, som det ses på støbeforme til typen fra bronzestøberen i Ribe, og andre detektorfundne fibler af typen. Rammediameter: ca 2,2 cm. |
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| SJM 679 x009 080701 Fibula af kobberlegering
Fod fra korsformet fibula af bronze, der afsluttes med et stiliseret dyrehoved. En del af nåleskeden. Meget slidt. Længde: 3,3 cm. |
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) | SJM 679 x023 080701 Fibula af kobberlegering
Terslevfibel. Nål mangler og øksken brækket af, ellers intakt. Diameter: 2,8 cm. |
![](data:image/jpeg;base64,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) | SJM 679 x024 080701 Fibula af kobberlegering
Næbfibel. Let fragmenteret. Længde: 5,3 cm., breddde: 2,2 cm. |
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) | SJM 679 x025 080701 Fibula af kobberlegering
Fragment af trefliget fibel. Let bøjet. Rest af nåleholder på bagsiden. Mål: 4,2x2,5 cm. |
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) | SJM 679 x026 080701 Fibula af kobberlegering
Næbfibel. fragmenteret. Længde: 4,1 cm., bredde: 1,6 cm. |
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) | SJM 679 x027 080701 Fibula af kobberlegering
Fragment af Råhedefibel. Med punktcirkelornamentik. Rest af nålefæste på bagsiden. Mål: 1,2x1 cm. |
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) | SJM 679 x028 080701 Fibula af kobberlegering
Kort ligearmet fibel. Fragment. Længde: 1,4 cm., brdde: 1 cm. |
![](data:image/jpeg;base64,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) | SJM 679 x029 080701 Fibula af kobberlegering
Næbfibel, fragmentret med en ret korroderet overflade. længde: 4,6 cm., bredde: 1,5 cm. |
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| SJM 679 x030 080701 Fibula af kobberlegering
Fragment af fibel. Skivefibel. Nedslidt rest af nåleanordning på bagsiden. Forsiden slidt, ingen spor af ornamentik. Mål: 2x1,2 cm. |
![](data:image/jpeg;base64,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) | SJM 679 x031 080701 Fibula af kobberlegering
Korsformet fibel. Fragment. Længde: 3,3 cm., bredde: 1 cm. |
![](data:image/jpeg;base64,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) | SJM 679 x032 080701 Fibula af kobberlegering
Foden af en formodet korsformet fibel. Længde: 4,5 cm., bredde: 0,6 cm. |
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FFABRRRQAUUUUAR0tMp1WWLR70UVNibC0uabRSEOpabS5oAWiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAIaWkoqzQdmlptLmgQtFFFSSFLSUUhDqWminUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBEEPpS7T6VJRTuVzEe0+lG0+lSUUXFcZtNLg06ii4XG7TRtNOopCG4NLS0UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//Z) | SJM 679 x034 080701 Fibula af kobberlegering
Fuglefibel. Fragment af en del af hale/vinge parti. Længde: 2,2 cm., bredde: ca 1 cm. |
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) | SJM 679 x039 080701 Fibula af kobberlegering
Fibelfragment. Rest af jernkorrosion ved nålefæste. Mål: 2,2x1,8 cm. |
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| SJM 679 x060 080701 Fibula af kobberlegering
Fibelfragment. Meget slidt. Største mål: ca 1,3 cm. Glat forside, Bagsiden med rest af nålefæste |
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) | SJM 679 x081 080701 Fibula af kobberlegering
Fragment af fibel, måske trefliget? Fragmentet er buet, med svage rester af ornamentik på den ene side. På bagsiden rest af nåleanordning. største mål: 2,5 cm. |
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) | SJM 679 x098 080701 Fibula af kobberlegering
Lille skålspænde. Dekoerete med symmetrisk, firbenet dyr. Ret slidt overflade, men rester af nåleanordning på bagsiden. Længde: 3,3 cm., bredde: 1,4 cm. |
![](data:image/jpeg;base64,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) | SJM 679 x101 080701 Fibula af kobberlegering
Fragment af korsformet fibel. Største mål: 3,6 cm. |
![](data:image/jpeg;base64,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) | SJM 679 x102 080701 Fibula af kobberlegering
Fragment af korsformet fibel. Største mål: 2 cm. |
![](data:image/jpeg;base64,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) | SJM 679 x103 080701 Fibula af kobberlegering
Fibelfragment. Kort ligearmet fibel. Størstemål: 2 cm. |
![](data:image/jpeg;base64,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) | SJM 679 x104 080701 Fibula af kobberlegering
Næbfibel, fragmentl. Største mål: 1,7 cm. |
![](data:image/jpeg;base64,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) | SJM 679 x105 080701 Fibula af kobberlegering
trefliget fibel. Meget slidt overflade. Bagsiden flad, med rest af helt nedlsidt nåleanordning anbragt i sammenløbet mellem to arme. Rester af ornamentik på oversiden, samt perforering i den ene side af fragmentet. Største mål: 2,5 cm. |
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) | SJM 679 x106 080701 Fibula af kobberlegering
Rektangulær pladefibel med slangemotiv, fragment. Største mål: 2,2 cm. |
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) | SJM 679 x107 080701 Fibula af kobberlegering
Fragment af meget flot fibel forestillende en drage. I Ringerikestil? Bagudskuende dragekrop. På bagsiden er nålefæstet bevaret, samt antagelig et øskenfæste. Højde: 3,2 cm., bredde: ca 2,5 cm. |
![](data:image/jpeg;base64,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) | SJM 679 x108 080701 Fibula af kobberlegering
Næbfibel, fragment. Størstemål: 2,2 cm. |
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) | SJM 679 x109 080701 Fibula af kobberlegering
Fibelfragment bestående af rest af nåleskede, satdig med jernnål liggende i rillen. Længde: 2,1 cm. |
![](data:image/jpeg;base64,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) | SJM 679 x110 080701 Fibula af kobberlegering
Kort ligearmet, Fragment. Største mål: 2,6 cm. |
![](data:image/jpeg;base64,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) | SJM 679 x114 080701 Fibula af kobberlegering
Fragment af bred og flad næbfibel. Største mål: ca 2,6 cm. |
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) | SJM 679 x115 080701 Fibula af kobberlegering
Skålformet dyrefibel. fragment. Største mål: 3x1,6 cm. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKQ0tNJoASiiigYU00pppoKAmmGlppoKENRNUjVE1IaPxl/4KSHH7UvirncfKsxtPb/RIq828A+C4tQ8Bpqcvws8e+I7dRK8msaNqPk2RVSd2B9ikA2gYPznkHp0r0b/AIKWlx+1V4lAbKm2szj0/wBGj4/z615j4J+HKa18Ozqp+GfjXXGMczf2zpeqRxWR2lufLNo5wuMH95zg9O1IDzjxhqnge+tY08PeHda0i7EoMk1/rMV4hjwcqEW2iIOcHO7seOcgrjrjhiBwc0UiT+nSiiigzCiiigAooooAKKKKACiiigAooooAb60lLSUAFIaWmmgoDTWpabQUhDTaVqSgYxqjepGqJqRSPxi/4KWyE/tW+I1wAFtbLj1/0ePn/PpXm/gH4aTeJ/Acd3bfCfxn4lmlEiprGk3xS1ZgxAwgtX+70I38kds8ekf8FLcf8NVeImxz9ms8n/t3jrzXwb4FbUvhy2pr8MfEWuAxzEa1Z6qYbf5Sfm8vyW4XHPzc7T0qkSeS+MvAPiDwJeRW3iLRr7Q7iVPNjiv7donZckZAYDIyCKKx7y4ZvlLF+crknjn/AD+dFIk/psooooICiiigAooooAKKKKACiiigBKM0tMoAKKKKBoQ0lDGkoKEakopCaChCaZup1MNACNUTVI1RNSKR+MP/AAUvbb+1Z4lHH/HtZZ/8Bo68x8G/D2LV/h+2pP8AD3XdXIjlcavaa1HBAcE8+UYWPy45+bnaelej/wDBSyMp+1j4oYnIe3siOc/8u0Y/pXn/AIB8BpqngePVpfhZrPiOFVlkfVrbWDbwuqk7sJ5TY24weexqiTwS4B5z6+tFdj4y1rwhqWmqmheFrrRLwSqWmn1Y3QKYOV2mNcc4OfbHeikSf0iUUUUEBRRRQAUUUUAFFFFABRRSUADU2iigAopM0jUFCUjUE0lBQUylJpuaBg1MalJpppDQ1qjY05jUb0FH4t/8FKFz+1n4qx3gss/+AsVeb+EfCTat8PGvV+HF3rKlJidXj1kwIdpbnysfw/rtr0n/AIKTSBf2r/FirwTBZBuev+ixcfyrzzwH4BGveAo7lPh3LrVxMJVTVV8RR2q7skA+Sw42n1POPeqM+p4RcMfmXpk80Vt+M/BOreCLqK21m2Fpcyr5iRrNHKCmSM5Rjg5HSikI/paooooICiiigAopGYL94gduaOvIoAWiimk0AKTTaKKBhRRSZoGIetNLUtNoKQU0mlNNpDCm0E0lMBGppNLTSakoa3SomqRjULmgZ+LP/BSb/k7Lxacf8sbL/wBJIq838GeCn1X4ePqA+HEmt/u5iNYXWTCOCefKz/Djp3xXo3/BSZt37Wni4bekVkM5z/y6RV5z4L8InUvh79sHw7stZPlzH+1pNeNvIcE8+T5o+7jgbecd81Zm9zxG5zu5opJ1O7njFFIk/p4ooooJCuG8QfE6CwaSGwh+0SKSgmkyIwR1Puo9f/r4p+LfHTXN5Lpmlyg+WQJZI+uT/Dntx/SvOvE0cKta2yXPPm4nSNsZPqTnnB6D1IJ6VzzqdEdNOl1kcl4/+Jep+ILzyBN9onTJkjUKIkUNyVbnHQ+vQH0rH1bxTrOi3H2TTLmRpkt1kG4nbCCMn7pA9CB1weaueKv7G8L6fe6k8p+z8GBQ2055GGJHc5/SuE1v4jaTqt9DYafERF9nKStFKY237QFXOMYCnPfkD0rz5OV22dy5VZI6Wz+Jvi22kKt4lvlZSI0jE21F6fMR09OOpyeldnoP7TWq6BJEmszxaxFtXciokcpB/ukNgn8D0PSvHJNUs/s9u8Xkx6fnyhhz5gkztVevpjn1J9KqvqGgxzOvN5fujScKHSPgrhjnBPy/55rONScXuW6cJK9j7f8ABPxY8OeO4IzY3ohumAJs7oeXKM+gP3vwzXY1+eMWrJc2DTpM8WyLGWwGLE/Kq/jXrXwX/alk0OHT/D/jRxLb58qLVgTmIAkBZM53AYxuHOOuetd9PEqT5Z6HFKg0rx1PrPNNJqKC5iuoUmhdZYpFDJIjAqwIyCCOop5au05QzSUGk+lBQZpKGNJUgJSHpRUc0yQJukdUXP3mOBTuMN1NzWXN4s0SCZoZdYsI5hyY3uUVuSQDgn1BH4GpRr+mPgLqNo2emJ1/xqboqzLjVE9c34g+Jnhjw3sW91i282RxGkMTiRyx7YHTr3rmvDfxRuPHni5bPRLNn0S2R2u9RZMxs2SFRGyMk9eAfr1qeZXsVyu1z8ov+CjksY/a28Xb13qsVkCucf8ALnDXnfgTwsl74FTUZfhoniCJfNd9U/tw2xdVJyPLDcYxjgc4rvP+CkDj/hrbxkNq58ux55/584a838I+Fze/D1r4fD/TdYHlzH+1p9eNvIMFufJ85fu44+XnHetkYnC+MPEvhrWLFIdH8IroFysgY3C6hLcblwQV2vwMkg59qK5GYfMaKRJ/T1VPWJHi0m9eNtsiwOVY9iFODVykIyMEZFBJ8y32pf8ACNyS31xNDawLa7xdSFs7xuLHaf4RnOc9Seao+EfAnib4gabDcaaf7O0uRy41XUozumyxO+OPq4zypO0EYOTzXq2q/Aux8TeOodW1poLrRbKRZ7TS1jOHlAG0yk8FUIyEHBJyfSvTJ+nFctOlbWR11K1/hPA9a/ZY0PxPpsFn4i8R69qUUb+Y8MNyIIpGzkkqAWx7buK19P8A2cPhrpcKRR+EbGcIdwa73XDFvUlyea9SnU5NVWrbliuhjd9zy3V/2bfAGrXDzf2RLZyMAo+x3k0SKAMAKgbaBg9MVwOufsZ6EunXI0DXtVtb1wQi6jMJ4ApJO0ABSvJ688djX0YetR5YyMCuFAGGz1rJ04vdFqUl1Pzz+J3w58V/C2a3bV9IdNGtuDqcL77MDKjhgdwLEjhgD1xxWhod1pWqLdXMl5DYxQxIrSXO0sGUDoi4wTk9eeelfeeqaVZ65p89hqNrDfWVwuyW3uEDo6+hB4NfI/xo/Zbv/DOpJrPgi2a50R7l7u+sS7STW5ZcExqfvJ1+UZI3HqK5KlDlV4nXTrX0ka3wJ/aIl8E30Oha9O7eGZG8u3uJ+GtTk46D7vqvbOR6H7AsNUt9StIrq0njubaZQ8c0LhkdT0II4Ir8vZNal8QaXcl3dwsywfvAqAEdsY55PPA6V6n8JfGmqeErV7e38QXOlxJL5QtnI2yN/e2ZJwTn5gOMEminiOT3WVKhzao++g2aO9fI+nftOTpqUtovib7W8f3gtujc8HAO3nj0roLP40X1zGqT6xdPJcbjFFAVVgACWZscgcfqAK3eKj2MVh5M+itU1yx0WPfeXKQj+71Y846DmuSvvi1p8MlwtvbyXAhJV2dtnOM+h9fw/Cvlzxd+0RFNCsVpHKkrSsZHuCCFSNwCd3JJOD/kiuI8afGOS90/ULex1CazF4gZpbWMh1zkHaT3wByeoz7Y55Ymf2UbRw8ftH13qHxUvrpljjW3tLdwGadJfmAIJIGRzwM546V5z8QvHdtbRXpa6mnZSqwtGxkdiQBkE9vmzx6/SvCPD/iLxVrFvbaZ4f8AD97rCWsCwwKzvIyrgZL8AMx25JII5rvYf2e/iN44gaTWpLfRPMTCrLcZZFyDt+TJJ+uPfNKLnU1HLkp6I4zUfHyXEM0bXUsSsuHlyyOVxycryB681c0E+JNb1SPT9B0m+1WUqscckbboouhLs5OANp6n2FeyeCf2S/Dfhe4Fzqt9c67Ltw0LAQwEnOSVBLdz/F3NezaTp9l4fs0tNNtIbG2XkRQIEX64HetY0NbszlWTVkjxfwD+zPPeS3F143WDbKq4trWYtI2D/wAtG6dP7p/iIyMc+96LoOneGdLg03SbOGwsYBtjggXao/8Ar+9QfbjnrS/2gfWuyPLHY5m2z8aP+Cj3P7XHjP8A3LH/ANI4a4XwL4F/trwLDOPAuk6pNOJVTU7rxTFZyE7iAfIaZcbfcc4z3rrv+CilwZP2tfGbbs/LZY/8A4a888KeH/tnw/e8/wCEH0jVAI5j/alxr32ebgtz5PnryuOBt5wODmtjE898ZeC9T8E30Vrqq2qzSp5ii0vYboYyRy0TsAcg8E5orn5X3dufWikI/p9J2gk9KFztGetIylsDtnmloJFqOQZqSmsKAM+4jzmqEkeK2JY81UlhzUtGiMxhTSKuNb0zyaiwyrto2mrXk0vk0WA8k+Jn7OnhT4mTG8ngfS9VyW+22OFLse7r0Y+/Xgc15fH+xS1lcB7XxY6oFKDfaDhTwT164PrX1X5NNaKs5UYS3RrGpOOzPj6+/Yl1O1kR9O8QWV0y7gVuo3gByP8AZDf/AFq2/B37Ieo6as6ar4jiignH72OxR5GYf3d7bcD8Pwr6iaKoWQio9jDsP20+55F4f/Za8D6PIZbyG51mU9RdSBU9eFQL355J6V2cXwp8GQJGg8Nacyx42+ZCH6HP8Wc/jXTljSZq1GMdkQ5Sbu2Ns7e2023EFnbw2kI6RwIEX8hSySbqa1MJqrkkcjHB7VA5qZhUTLU3KK7tULyEZqxIpqrKppDPxo/4KEyl/wBq3xlzwBZ/+kkNcF4T0BrvwC11/wAIZ4Z1MeXMf7TvvEP2a64Lc+R9rTlccDy+cDg557f/AIKCf8nXeNR/15/+kkNcR4N0i3bwXHezeEPCurhFkdrnUPEy2t04Ung2/wBrRsjGAAmSAMZzk9K2Mup5C/Wiul8UeJNH1qzSLTvCdhoUyvva4tbm5kZlwRtIllYY5B4GeOtFMk/pcooooJCkNLTSaAGsM1EyVNTWoKRWaOozFVplphX2oGV/LpPLqcrSbaAINlNMdTlaTbSsMqtHUTQ1dZaYU9qVhmc8OaiaE9M4NaLR0wxVHKMzvJPcUnkmr/lUnl1PKMo/Z6a1vWh5dN8unYDMkt89RxVaS3rYeOq0sdFhn4lf8FCE2/tY+Nx0/wCPP/0khrg/C2gteeAWuR4N8I6jiGZjqV/4i+z3vG75vs/2xOV/hHl/NgcNnn0L/goeuP2s/G2f+nT/ANJIa4Lwf4Zk1TwXC0fhbwLeNKsirqOreKFs70HcwDGFr+MKV7ZjAIAOGzk7IzPG5PvUVt+KvCV74Rvo7a+m0+eSRPMVtN1G3vUxkjBeF3UHjoTnpxyKKCT+mako3UhoJEzRTS1JuoAdmkpM0tAxD3ptLTc0DG0UUUDG7aTFPpGoAjP0pNtPpKAIyvtTStTbeKTbSHcr7aaUqwy1HRYdyLbTSlSmkpAV2Sq0q9avMtV5l60hn4jf8FD/APk7LxuOODa/+kkNee+GdHiuPh49w3hfwTesIZj9v1HxG1vqHBb5vs/21BuH8I8r5sLw2efRf+ChwQ/tZeNyOu61B/8AAWGvPfDejiT4dtcnwv4GvB5Mx+36l4iMGo8Fufs/21PmH8I8r5sLw2edCDx2TO6ilZTk8UUhH6Rt/wAFefHm448I+G/yuP8A47SL/wAFePHuTnwj4bP/AAG4/wDjtfJXhP4a6Rrg8D/abm6Rtb8WS6FdCJl+SBfsmHTKnD/6RJ1yOF465f4F+GOj+J5PAi3d1dR/274tfQbrynUFLcfZMOmVOH/fvycjheOua1EfV5/4K7ePhnPhLw0fTC3H/wAdqE/8FePiDn/kUvDP/fFx/wDHa+UvBHw00jxIvw8+1XV1GPEPiubQ7vy3UbIE+xbWTKnD/wCkycnI4Xjrlvgr4Z6T4jb4ei5ubqP/AISHxRPol35bKNkKfY8MmQcP/pMnXI4Xjrk1GfV//D3j4h9vCfhj/v3cf/HqRv8Agr18ROQPCXhf/vi5/wDj1fKHgP4b6T4m/wCEA+13F1H/AG/4kudHuvJdRsijW0KsmVOGzcPknI4XjrmPwf8ADbSvEEfw7Nxc3SHxF4jn0i88p1HlwobQApkHDf6Q/JyOF465NRaH1g3/AAV4+IzZx4T8Lgf9c7n/AOPUxv8Agrt8Rs8eFPC4HvFc/wDx6vk/wZ8OdL8RSeABcXN0g1/W7jTrvy2UbI4/s+0plThj5zcnI4HHXLvCPw70nxBa+B5bi4u4zreqX1jc+W6/IkKQMhTI6/vTnOeg6UtQPqz/AIe6fEk5I8LeFQPeG5/+PU9v+Cu3xGWHjwt4WMhP/PG5wB3/AOW3+cV8n+Efh3pevN4CFzcXCjXr+6tbnymUFBH5e3ZkHBO/nOaj8M/DvS9bHgbzp7hDrj3iXO11Gzyidu3I47Zzn8KBn1lD/wAFdviVJnd4W8Kgevk3OB/5GouP+CunxHZv3PhfwsF6fNDck59f9dXyj4X8A6NrVr4Oaea6T+131EXBidRjyEDIVyvHJ5zn8Kj8NfD3SdXXwN59xdAa59sF0Udfl8osE2ZXjoM5zQB9TSf8Fd/iepOPDPhP/wAB7n/4/TP+HvXxO2n/AIpnwoG7f6Pc4/8AR9fLPh34c6VqzeDPOnuQNYsdQubja6ja8Hn7Ap2nAPlLnOe/TtW0H4f6Xq0Phd5Z7hW1Sw1O5nCyKNr26TNGF+XgHy1yDnOTgigD6t/4e+fFH/oWPCeP+ve5/wDj9O/4e8fFHbn/AIRvwn/4DXP/AMfr5Q0P4e6VqP8AwhxkmugdW03ULu52uvyyQG4CBfl4B8pM5z1PTsaL4D0fUn8LK81yP7S0HUtSucOvyzQfbPLC/Lwp+zx5HJ5bkcYAPqlv+Cu3xTY/L4d8J4/69bj/AOP1Cf8Agrl8Vuf+Kf8ACmf+vW4/+P18taT4B0u/Xwn5k1wP7U0TUdRuNrqMSwG7EYXjhT5EeQc9W5GRg0fwFpOoHwysklwp1Hw7qeqT7XHE1v8AbfLC8cKfs0eeuctjHYGfUX/D274r7RjQfCufX7Jcf/HqX/h7Z8VyQP7F8Kgf9ec//wAfr5Y0/wADaZdw+GmeW4B1Dw9qWqT7XHE1v9t8sLxwp+zx5HJ5bkZ4NI8C6XeN4c82W4/4mHh3UtVl2uvE0H23ywOOF/0aPIPPLcjIwAfU03/BWr4qNxHo3hhfc2kx/wDa1VZv+CsHxZdeNL8MA5/58pv/AI9XzFpfgfSrpvDwle4UX/hzUdVmw44ng+2+WBxwp+zx5HU5bkZ4XT/BGlXUegFnnzfeHNR1Wba44ngN4IwOOF/0ePI6nJ6Z4QFT4u/FjVfjR8QtV8X6+tvDqOpMjTJZxlY12oqDapJ/hUd6p6H8QbDRdJis5vBXh7V5Y85vL4XRmfJJ52TqvHQYUcCs7xlotvoMmkrbvIRd6bBdybyDh3XJAwOlc0zdaBHS+KPGVp4itYoYPC+i6GySbzNpqzh24I2nzJXGOc9O1FcyW+WigDdk1y6+0LJBcTQCOdriFUkI8qQkfMvo3yryOflHpUMeqXto0Pl3M0Jhl8+LbIR5cnHzj0b5Rz14HpWb5hpRJn6UAdxeeKoV+F/hvTba6aPVbHW9QvWEe5XjWSGyWNw3qWhfocjb24rlY9Wu4PIEV1NGIJDNFtkI8tzjLL6N8q8jn5R6V7bdfCTwJqPwf0TxFDruqaXqMWhXF9eSSaWrW9xci5ljjhL/AGjKszqI12ocqm8gYYDwPfjJ602B1XgPxpJ4L8ZeHtYkV7y30m/jvhaiQqGKspYDPQkKBnHYelYY1a6i8oxXMsYhkMsO2Qjy3OMsvoflXkeg9KzS3NKG96QF2HVLq3MPl3MsfkuZI9rkbGOMsvoeBz7Cur1LxPE3w48M6fbXTLqNjqV/cOqZVo1kS1CMG9zG/Q8Y9xXDZ5r3jxpp/h3wp4F0WA+F9KurHV9CiubbVILtv7WivTEGeSWMyfLF5odQDGFZMFSTzTEeLQ6pdw+T5dxLGIWLx7ZCPLJxkj0JwOnpWx4L8Yv4W8SaZqLiS7hsnZlg8zaPmUg4646+nauZYnim5pDLi6lcR+WEnlQRligVyNueDj0z3oj1K4j8nZPIpiz5eHI2Z649M1TzSjlqBHY+IPFEN14S8IWlpcst3p1vcxzhAVKF53YDPfKsOnrXLf2hcLsCzyKIwyphyNob7wHpnJz617T45XQNB+Hd7pd74U0W38ZSR27/APElW7LaZFuRi9zI8zIZGBVfLCnbvOSrDbXhhpjOg8J+KpfDOtW986PcpDBPCkRfGBJE6ZHXGC5PviscX86lSszrtUouGPCnOQPY5P5mq5b8KaWpAWlvp12ATSDy1KLhj8qnOQPQHJ/M10fiTxDBe6L4RgtZm8/T9MktbgJlSrNd3Mm3PfKSr+eK5LdXXeP9FtdHTw41pb+Qt1o9vcykZw8jBtzc+uO1AHN/a5htxK4CqVX5jwDnI+hyfzrX8K+KH8Nambsxm5Bs7qzEZfAAmgkiz0PA8wtjvjtnNYG6jdQIsfa5crh3G0FR8x4BzkD25P50q3Mvy4kcYUqOT0Ocj6cn86rbq6j4Z6Ta+IPHWj2N/H59m82+WEEqZVVSxTI5G4LjPvQMj8aaxbaxJo7Wzlvs+mW9tJkEYdFIYc1zWa9C8bXFh4g8D6P4iTR7LSL+S/urCWPT0MUMqRpA6NsycMPNZSR1G3POSfPCw9TnvQAoXcwGdo9T0FFMooAlB9Tik30UUAdNq3xI1vWvBOh+Eri6xoejvLLbW8Y25kkYszuf4iMkD0BOOpzzTPk5Jye5oooAM96bRRQA+JwpJKLIMEYbPGRjPB7Zz/jXdzfGbWbjwn/YjWmmh/sS6adUFoovWtVIIh8z0wAucbto25xxRRQBwWd1GeaKKADNG4q1FFAjt/Enxg1rxNos2n3EGnwNdrEt9e2tosdzeiPGzznHXkAnGNxALZIzXDZoooGIc0Rr5kiruC7iBuboPc0UUAWLy1jtVhKXcFy0isWWHdmMhiuGJUAkgBhtJGGHOcga+vePNe8TaPpOk6jqU9xpekwiCysy5EUKjPIXpuOeW6miigDBJpM0UUAJVzSNWutC1S01Gxma3vLWVZoZVxlHU5B59xRRQBqeKvG2peLltEvBaW9tahvJtbG1jt4ULEF22IANzYGT14A6AAc/RRQB1PhnwvDrk/hqIrM76jqrWUqx/wBweR933/eN+lFFFXFJlJH/2Q==) | SJM 679 x119 080701 Fibula af kobberlegering
Fragment af fibel. |
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) | SJM 679 x120 080701 Fibula af kobberlegering
Næbfibel |
![](data:image/jpeg;base64,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) | SJM 679 x122 080701 Fibula af kobberlegering
Fragment af fibel |
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) | SJM 679 x123 080701 Fibula af kobberlegering
Urnesfibel. Største bredde: 2,3 cm., største højde: 2,4 cm. |
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) | SJM 679 x126 080701 Fibula af kobberlegering
Fragment af korsformet fibel. Største længde: 4 cm. |
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) | SJM 679 x127 080701 Fibula af kobberlegering
Fibelfragment. Formodentlig ligearmet af Stora Köpinga - typen. Største mål: 1,5 cm. |
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) | SJM 679 x129 080701 Fibula af kobberlegering
Pladefibel, oval, meget slidt overflade. Antagelig S-formet slangefibel, hvor kanterne er gnavet meget af. Største mål: 2,8 cm. |
![](data:image/jpeg;base64,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) | SJM 679 x134 080701 Fibula af kobberlegering
Metalklat |
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) | SJM 679 x135 080701 Fibula af kobberlegering
Fibelfragment, del af bøjle og fod med rester af nåleskede. |
![](data:image/jpeg;base64,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) | SJM 679 x138 080701 Fibula af kobberlegering
Fragment af kort ligearmet fibel. |
![](data:image/jpeg;base64,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) | SJM 679 x139 080701 Fibula af kobberlegering
Fibelfragment, ligearmet fibel. Med ornamentik. Rester af dobbeltfliget nålefæste på bagsiden. |
![](data:image/jpeg;base64,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) | SJM 679 x140 080701 Fibula af kobberlegering
Fragment af fibel |
![](data:image/jpeg;base64,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) | SJM 679 x147 080701 Fibula af kobberlegering
Fibelfragment, korsformet fibel. Længde: 5 cm. |
![](data:image/jpeg;base64,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) | SJM 679 x148 080701 Fibula af kobberlegering
Fragment af korsformet fibel. Længde: 3 cm. |
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) | SJM 679 x149 080701 Fibula af kobberlegering
Fibelfragment med bagudskuende dyr/drage. rest af nålefæste og nålebro bagpå. Længde: 2,3 cm., højde: 2 cm. Se også SJM 679x107 |
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) | SJM 679 x150 080701 Fibula af kobberlegering
En stump af en korsformet fibel? |
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) | SJM 679 x151 080701 Fibula af kobberlegering
Næbfibel |
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) | SJM 679 x152 080701 Fibula af kobberlegering
Næbfibel |
![](data:image/jpeg;base64,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) | SJM 679 x153 080701 Fibula af kobberlegering
Fibelfragment, korsformet fibel ? |
![](data:image/jpeg;base64,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) | SJM 679 x154 080701 Fibula af kobberlegering
Fragment, muligvis af trefliget fibel. Med rest af ornamentik på den ene side |
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) | SJM 679 x169 080701 Fibula af kobberlegering
Fragmenteret næbfibel |
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) | SJM 679 x172 080701 Fibula af kobberlegering
Fragment af rektangulær pladefibel med reliefmotiv, dyr, slange, planter? Største mål: 2,2x2 cm. |
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) | SJM 679 x173 080701 Fibula af kobberlegering
Fibelfragment. Bagplade af kobberlegering til større reliefffibel, hvor den ornamenterede dle antaelig har været af nu tabtgået sølvblik. Forsiden glat på nær rester af nittehul. På bagsiden rest af nåleskede. Største mål: 3,6 cm. |
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) | SJM 679 x179 080701 Fibula af kobberlegering
Fragment af pladefibel. Med slange- eller dyremotiv? Største mål: 1,7 cm. |
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) | SJM 679 x181 080701 Fibula af kobberlegering
Kort ligearmet, ca. halvdelen, største mål: 2,5 cm. |
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) | SJM 679 x182 080701 Fibula af kobberlegering
Komplet urnesfibel. Største mål: 3,4 cm. |
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) | SJM 679 x185 080701 Fibula af kobberlegering
Fragment af korsformet fibel |
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) | SJM 679 x186 080701 Fibula af kobberlegering
Meget slidt fragment af spinkel fibel. Der ses få rester af ornamentik på oversiden samt lidt skinnende hvidmetal (fortinning). på Bagsiden dobbelt nålefæste.
Der kunne f.eks. være tale om en Stora Köpinga-fibel, dvs. ligearmet fibel, ligesom en Råhedefibel heller ikke kan udelukkes. |
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) | SJM 679 x189 080701 Fibula af kobberlegering
Fragmenteret, korsformet fibel? Længde: 3,1 cm. |
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) | SJM 679 x190 080701 Fibula af kobberlegering
Fragment af korsformet fibel. Længde: 5,4 cm. |
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) | SJM 679 x203 080701 Fibula af kobberlegering
Hovedpladen og del af bøjle fra spinkel fibel, muligvis korsformet. på bagsiden rester af flig fra nålefæste, omgivet af kraftige rustspor efter jernnålen. |
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) | SJM 679 x204 080701 Fibula af kobberlegering
Fragment af fibel med hovedpalde, med rustspor fra nålefæste, samt størstedelen af bøjlen. Spinkel, næsten uden bevaret overflade. |
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) | SJM 679 x205 080701 Fibula af kobberlegering
Foden og del af bøjle fra korsformet fibel. |
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) | SJM 679 x206 080701 Fibula af kobberlegering
Fragment bestående af rektangulær hovedplade og del af tagrygformet bøjle. på undersiden rester af dobbelt nålefæste. Hovedpladen dekoreret med cirkel-punktplaceret som 5 på en terning. |
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) | SJM 679 x207 080701 Fibula af kobberlegering
Hel fibel, afgnavet og korroderet. Rester af dobbelt nålefæste samt nåleskede på undersiden, hvor der også ses rustspor fra jernnålen.. |
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) | SJM 679 x208 080701 Fibula af kobberlegering
Skålformet fibel med fremstilling af firefodet dyr, set ovenfra. Afgnavede kanter, rester af nåleanordning på undersiden.
Ørnes type N. |
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) | SJM 679 x209 080701 Fibula af kobberlegering
Oval pladefibula i gennembrudt arbejde i form af en S-formet slange med hoved i begge ender. Få spor af stempelornamentik. på undersiden Rester af nåleanordning samt rust fra jernnål. Afgnavede kanter. |
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) | SJM 679 x210 080701 Fibula af kobberlegering
Næbfibel, fragment. Dobbelt rørformet nålefæste. |
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YHBPI9+/T0qK9s3Gmskr5umVikky/LEMj09MZ7U3WLhI9QmREMeSrxpgFnYjO/PtjH0qzdXE9xA8JaOOOVfLSQqXO4nnI7Ywemce2K8Zx5XZHpufu3Zh2ejLZwm4mxObjO2ST+GMnPHHoenoBXO6pfCxaCytiZlRnBZpQVKhgo+ZuuAOgz0xXYasx0W2uYiTK8SqkkrrjzNo6KO/JyPUVwtzpF5qGrSSXOxIli2wx+WTGGY/NnnGeP89aakmtTB2VnHYlj0i2k8uO2DGCFdsPmKN25cE++OMc9a5jxFqEHh/T1sYbcsskwWSZhuUP8AezgAnsAPTP5dTBePptjtunMssEyxGeMfu33YyBjk4BH45FcV4otzcXEUk00fny3aSBGH7so24AYyM8Y64z7da2pRUpLmMas3GHuEesNFpemiaD/QlupvOuJIRvWFtoAzlMc8cH0rlta8iGaK4jmF0Z8MqxrhT34/PvU17qeq2txdwzXuTNKx8tdinbwBngn0yMkfL36ktdH3Rm8IO/Kq1xIQe/QADgcj3q6lo+6hUXKXvyNSxjK2IeSHO0rK/BIC9c/XnFdj8Nde/sv4jeHb6KNmjjvolSPq5VyEcAdzhj09q5vSbc3cjwedtEg2qQMA44yT17mojqFxoN9DPZs8ctnIssLkD5JFfIbn3wce1c0bRafVHU7vTufo/nkU7Pasvw5qy694e0zU1XYLy2iuAvpvQNj9a0c/Mc17976nlDw3NG6m0VQjl/iww/4Vh4tzk/8AEpu+nX/UtX8+tyFlvtyYjPmDbvGQOe/HP5V/QL8WJCvww8Wt6aTdnpn/AJYtX8+9xdM14OVzvz8yjHXuKomR6p8Ur64l8KhZvEXgHU/3qEW/hvRIrS6zg8l1tIjtGeV3dSODjgqL4oXk154YRZNT8B3a+cmYvDenxQXQODyWWBDt9Ru9OKKZDP6FKaetLTaRAUUUUARyVVarUlVZKDVDN1eL/Fa3e01SbcVEMil13DAHGWJ9ef8APFezmvOPjFGq2dtIyA5VlBzg8YPX6Vy4iN4G9J2kjwSazn+0Q39wQoiTyIDsBLk4Ocn/AA/iP4Z15qlrDeMHmZrh0aQFAcooJyRjjJ559q0fEl4xt5FtynmwRbd3ODITlW5zgYGBjnk+gritNvLlpJY/LWYRyY5+QfNztz0JJrxnpoejrNXZ002oDUL6N0kltrGGLy98qABu2eTkHP1/w5iSzhGppbx3siiNWkjAYyiTIACkH6EZzWlqmrW95JbWcqYh3B2lfJPGDgDGM9Ovr+FcpqV//ZsaTQBstM0cabh5jsQefXGQR+XWnsZSj2NC6ja1tIYXmLo6mRAPlC9mX0znOCf5Vy3ihXe30+wtwDE0xaQqCSxH8JbPTknjPaux05mt7O5N3EqXkkMqKF+7txjPzfTuPc9RXOahCL66ge1Vylujo8chAChs53Y6nJH0FK9gSbdjBvPD/wDYMMN2sUF1MMLIjjC5J5I7kjoM+o6damhha+mdWU21kyfPtYjbg5zjpnnp3qTXrp7xbW1iSOCLEexWbL55DO3PqB6fpVC91yS3tAlwY1WTCo0eSGbIyOnA9OucUt2bqyTdiKO+MF5NJkQxxjbHHncAvbBPUc89etMmVpLqT7OzETJvVVY5UntjtzVK0kX+0557lgV2gZZRjPIH64pbyST7VbEbmDABDnJbPYflTTSbsKSbSPu/9nW/u7/4O+HXvECyRxvCpwRuRJGRTj6CvSs965H4V6T/AGL8OfDdod25bKN23jB3ON7A/ixrra92F+VXPKe7AdzQzUHim9vWtBHK/FhfM+GHi1QM7tIux/5Bev58ZMfbDkj73G7p17+1f0G/FYbvhn4sH/UJuv8A0S1fz63ahtQYKigb+FduOvc8VRMtj2TxNrU/hXS476bw98Mr2PcIxDps0V1KMg8lEmJxxyaKxvihps1n4ZjaTRvAlinnIPN8OarHc3WcHgqtxJ8vqcenIopkH9DdNp1NpEBRRRQNEbVXkX2qy1RMuaC0Vq57xtoB8RaDcW8fy3KqWhbvu9PbPSulkSoGUipklJWZpF21Pi/X7FtPuruW+RopI1AAuBlYzk8EdsH8ecVxMfiq00zVBaRwy3DOyv5/WPcxIwBn368d6+kf2iPg9eeKLFte0FidQt/nuLHOFuEA5K/7QxnnrjsevzXo17HcTWsfl+VEEy+5Ryc8gkZye2O+OK8SrT9m7M9SlLmWhs3caR3plnlEVvbv5qRxS7A3HIPtkj/61cvrGqSX15bPEiKZZvNZVZVICkgHI6HODjPWrevXVreKxshJdNsIm+fYhJyOQehHX3/KuPt7jTbhFdGd5ZZhvW4B3IQQGXPQAH/AdaxbHy66myviqI2M91dSRL87LCkYPzEkfMD/AMBPHP61zH/CXfZ5rn7IksUbKFhZUb72ODk9hzU/iqxnaFSI5Z44wVS3UbQuc7yMjJBOBn0A9a5ae7kvNWhjgC+SBHHtkdsLgHJNS3zFqHK73N+6Wa4t5bmaVlnY+YksjjeW54UZy2elZE2y/VnlMhZMA/KQxOBn27VHfeJr240+zgtLSMBFYNJvBB+UZCnPTPtWfNqE2nabPc42XCkOAoJA5C98jnPTFHQS3L99LHbPHbQRyNKRiXJDH279R+nNd58C/h6/xO+JdraNHKtlCRPeybsgQrjgEdCx+X8c9q8v0FdQ8QX1tY2qyXep3hEaRJgyMzHAAGOa/R34F/CW2+Evg2KzJE2sXWJr+54+aTHCD/ZXoPxPeumhS9pLXZGVafIrHoqIsaKqKFVRgKBwBUnpSL+Yp1eyeaNamn0px60oWmgOS+KmV+GXixhnjSbo8f8AXFq/n5mkS41AOUyN/KlgAeenGK/oJ+K65+GHi4eukXf/AKJev57ZsLebdgb5+hOM89Kohns/jD4d3OsaOtvZeHPh9oE29X+1WPjGF5tuPukS6hIuD9M8DkUVifEvw/PpvhpZm8A6L4dHnKPtlhrD3Up4b5fLNzJwcddvbqM0UyT+hyiiikQFFFFBSGmo2qXFMYUDIzzUUkYbpwanYUw5oGijImDXhPxf+AEGsG81vw7CsF+/7yexRRtnbIJZfRjyfc89evv8iBqqyJjNZVKcai5ZG0Kjg7o/Njxdof2eaa5EclhNa4VwSUUkk43KOpBPXHauHvPECaM4u4F+0+U7CTagYryMcYGOR646cV9j/tXfDvTGsYtaELQfbpVtrqWFCcP1R2x9CCfYdzXxdNaI1rJ5sskTTyeXhDuw+SeAPpXh1IOnJxZ61OSqK6H+KPED29ut+GmkuL9SrLM5JBX2BwB04ql4JmtLiNJ7+Zkg2giKIKHJPRevBx6mr91bC0s2jkaW4uIBtedIwXUY+YL+IA7d6ox6krLDJGNzSBgDI24hgcAEdjjH61no0XazdmXPEmuWELEWWlyMf48sq7hn1weTmuaXUBqNuY7u08huvlswY8HgVNq1xIxRVJeRsl93IHfP619AfsZ/AtPF3iCTxfrFkJdDsm/0ZJl+S4uBjHB6qnU++3rzW1OnzOyOaVRxWp6X+x58BZ/Dtr/wm/ibTlttXuUKaZaSL81tCeshB6O/buFJ/vV9SbetO205Uya9mEFTjyo8+UnN8zGqO9P28VIsftUnl1oQQ+XS7am20hWqEch8VFB+GfiwHp/ZN1/6Jav57LmFl1AqBuffgD1Oa/oX+KeP+Fa+K8/d/sq6zx/0xav5676bzL51UHDPjHduaBPY9L+KXhObQvCi3Evw+t/DJaVB9ui1Z7hjkE7Chkbr9OMUVpeKvDOj+DdJW/1n4U61YWZdY/PuNe+XcQSBxD7H8qKZJ/QHRS0GkQJRRRQUhskayoyONysMEGhqdSNQMjYU3FSGkIoAhNMaMNU+2mlaAMbWtBs9e0250+/t0u7O4QpLDIMqymvh34nfse+L9H8SXlx4a06LW9EU77fEqJKF5+RlJGSp4yM5GDwen3xtqNo81jUpRqL3jaFWVN3R+aFr8E/HumXDSHwZqxQDcV+ysQfUbhk+34V53/wh+sweJLqGXR7y1kEm0W7Wzgg8dFx/T+tfraY6BEB2rkeCj0Z1LFy6o/Pb4Sfsga9481mK98SWV14f8Ng7pPO/d3NxjoqIRlQePmYdOma+5vDvhmx8K6LZ6RpNpHZadZxiKGCMYCqP5nuT3JrpPLFJ5Yrqp0Y01ZHLOo6juyisJqVYcVY2AUbea2sQRCOl21JikamIjpjLU1MZaBnH/FZR/wAKz8Wg8D+ybvP/AH5av557iNWviFDEb8BR1PNf0M/FjH/CsfF2en9kXf8A6Jev547hd19jaXy+Nq9Tz0FNiZ6h8VPh6/hvwqt7/wAKw8XeEVM6J/aWu3TPCcg/u9ptYvmOMg7ux4oq/wCLfg7rN9o4i0P4SfEXT7/ep87UXe7iK85HlrZRnPTnd2PBooIP6CM0lFJmnYQtFNZuKTdTKH03NJuozQAUjUmaTNAC03+VBajNACUjClopAR7aYVqSkaiwERWk21IaTtSsBHjijFPNIaLDGbaSnUlFgGNTGqRqY1Azjvi1/wAkv8Xnr/xKLv8A9EvX88Vwc3hGCfn6L169q/oc+LnHwv8AF/8A2B7v/wBEvX88NwQbojBPzduvXtQxM9O+JXhpPD/htL228LePdDczKn2zxC/+jYIPyjEKfMccfN2PFFUfiJa6ZF4ZR7S08aRSmZR5mvbfsxGDwMAfN6fjRQSfsyf+CgvwR2lv+ErbHb/Q5cn8NtQP/wAFDvgguQPE1w7AZ2rp83/xNfjPpvgnXdWbQVtLZXbXJJIrHdKi+ayNtYcn5cH1xT9D8F+IPETaCbG3WU65qD6XY/vEXzbhPK3LyRtx50fJwPm9jViP2Wtv+Cg3wZviwh128faNx/0CQcZA9PUgfjVB/wDgo58Eo2IOu3v/AIASf4V+SVja674is9EktLKKOXW7ptCs5VdVM1yjwMd2TxgTQDc3HzHng4yNP8K67qiaVIId8eo6m2j27mVebhfLyhBPA/fJz059qkZ+v8n/AAUl+CMLFTrWoEg4ONPkph/4KV/BHnGr6kfppz1+Pi+DtbuYxLFGhRtTGkAmQD/SDyF+nv0qrqHhDW7Gx1C9niVILHURpc7eYpIuCHO0DuMRtyOPzoA/YmT/AIKXfBFVz/aupn2Gnsf61C3/AAUy+CnbUNWP/bgf/iq/HzXPBOt6Cuu/bIVUaLqa6RebZAdty3nYUY6j9xJyOOB6in614B1zQf8AhIhdxxodA1FNLvtsoOydjKAB/eGYZOR6D1oC5+vUv/BTj4KRsALzWZCemywz/wCzUi/8FO/gu3Pna4FwSGawABA/4H+FfkHrXgTW9Fk8RC8WMNoN2lje7JAdsjF1G31GY25Ht60/VfAut6Kmti5SMDR/I+14lBx52NhX16jNFwufri3/AAVJ+CobAbX29xp64/8ARlNb/gqT8Ftuf+KgPp/oCc/T95X5I3XgPVrX+2zKkMZ0ixg1C5USZ/dTNCqbfU5uI8j3PpTbr4e61aS6v5gh/wCJXpdtrFxiT/l3n8jyyvqf9JiyO3PpQFz9aW/4Kn/BfaTs8RE/3fsEeT/5FqBv+Cq3wZVsfZvE3/gBF/8AHq/Ja6+H+s2y37MsQ+xaTb61LiT/AJd5jCEI/wBr/SI8jtz6UjfD/V47h4T5O9dIXWjiTj7OyK47feww4pDufrRN/wAFV/g5DjNj4nbIyNtjD/8AH6hP/BV/4OYONN8VH/tyg/8Aj9flB/wr/WJpYogYAz6O2tLmQ/8AHuiM57fewh4qG28A6pdLppV4B/aGlXOsQ7pCP3EHn7wePvf6NJgd+OeaAufrI3/BVv4QbAw03xOTz8v2ODPQHP8Aru+f0NV5f+CsHwkVCy6P4ofHYW1vn/0dX5T2Hw91e+fR445bdRq2l3WrwF5CAIbc3AkDccN/osuB7ryM8RWHgLVNUbRjFJAv9qWtzeQbnPCQeZvDcdf3TY9eOlGoXP1Tm/4K0fChBxoXihjjp9mtx/7WqH/h7Z8Lm+74c8Tk+8NuP/a1fllpfw91PWpPDiQS24OuyyRWpkcgAo207+OBn0zTNH8A6jrUnhlLae33a/eNYW25yNkisinfxwP3injPejULn6mn/grZ8MirY8NeJMj+8kAz/wCRKrN/wVw+G54HhbxF7bhAP/Z6/LrRPAOpa6nh1oZ7eNde1V9ItzI5GyZfIyz4Bwv+kJyMnhuOOYNL8EX+sW2hzwTQKusao+kwB2OVlUQks3HC/v06ZPB49QLn6TePv+CqfgTxN4J8QaVa+FdcjuL6xmtIzI0ICmSNlDHDHgEivy5eYfaA+So3Zyp5/Cun034e6lqlxo8cNxbA6pq50WLezALMDGCzfLwn70cjng8Vx9wvlyMmcgHhvX3oFc9e1vxp4K1+yW21TxF8QNUtwQ/k3c8Mibh3wznnk/nRXje6igR6joXxYuvD83g5ks45f+EbuZriLLEed5jhiD6Yx29ad4V+L154V/4Q0R2cdwPDety61EHYjzmf7NmNsdB/ow5H980UUXA3dM8VT+Ffhp8O9bhjWebTPF2pXqQtwGZItMcAn0JXFc5pfxSu9Lh0WNLaInS9ck1yNiTlpHEI2H2HkDnryaKKYFnQfiNJNe2VjMkcVvN4hi1iSQtjY2duPphic+1J498dN/aHi3RYFhms7nxC+pLcocklDMigHoVIkJ/AUUUgRQ8SfFK+8TL4oE1tBENf1pNbm2Z/dyL9o+Rf9n/SW68/KK6S/wDF8/jTwP8AEzXrqNYbrVPEVhfyRx52Kz/bWIGecAt3oooGczrvxQv9ebxS1xbW6f8ACRXsd/cbAw2Oju2E56ZkbrnpSa18Ur/Wv+Eg86CBRraWqz7N3yeRt2lee+3nPrRRSEa/xA8fPb+IfEMOnSW93aa1omm2E0qndtCR2kp2kHG4PAFOc/xDr0w7z4qaleSay5gt1/tXR7TRZgA3yw2/2bYy8/eP2WPJPHzNgDjBRTGdH4b8YXPijSPHM12katB4TtrFBECAUhubGNSck87UBPvmuXm+J2pyXTT+Vbhm0ZdDICtjyBGEDfe+9gA+me1FFADv+Fnaotxby+VbFoNGfRFyrf6ho2Qk8/ew556ZA4rQ1bxx/ZWl+DJNNlgmuIfDl5ptyhO7y/Pub1WBAPDeXMGH1U0UUAY1r8SNVs/7HKLAf7L0y60mDch/1M5uDIW55b/SpMH2Xg453/hr4oudS8SaJZT+WIdM03UYoCg+Yh4LiQ7s9Tuc/hRRQI5/S/iNqmktoBgEGdDkkktNyE8u247ueefpUWj+P9S0aTQHt/KDaHetf2hZSf3jFCd3PIzGvH1oopDNWz8af2D4P8JT2E0X9r6Tr95qKxuN23MdkY2I7gtE/wD3ya5/T/G2paXDpMUDRqml6g2pW+VziZvKyT6j9ynH1oooEdP8L/FV7feOvBdlM6C2i8TQX3C4PmSSxBj9MRjivO7htzbvciiimMh70UUUhH//2Q==) | SJM 679 x211 080701 Fibula af kobberlegering
Næbfibel, fragment. Overfladen nedbrudt. På bagsiden rester af enkelfliget nålefæste. |
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) | SJM 679 x212 080701 Fibula af kobberlegering
Midterdelen (bøjlen) af kort ligearmet fibel. Rester af ornamentik.
Delvis omsmeltet? |
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) | SJM 679 x213 080701 Fibula af kobberlegering
Kort ligearmet fibel, hel men med nedbrudt overflade. Rester af enkeltfliget nåleanordning. Blot 2,8 cm lang. |
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) | SJM 679 x214 080701 Fibula af kobberlegering
Oval pladefibel i gennembrudt arbejde, med stor, flot S-formet slange med hoved i begge ender. Fragment, markant skadet af opholdet i jorden. Fladedækkende tinbelægning |
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) | SJM 679 x216 080701 Fibula af kobberlegering
Urnesfibel. Nærmest komplet, men med helt nedbrudt overflade. På bagsiden en lidt usædvanlig nåleanordning i form af dobbeltfliget nålefæste med tværgående pind ligeledes i kobberlegering. Nåleskeden er almindelig krogformet. |
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) | SJM 679 x238 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af hovedplade og del af bøjlen. Korroderet.. |
![](data:image/jpeg;base64,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) | SJM 679 x239 080701 Fibula af kobberlegering
Lille stump af bøjlen fra en fibel |
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) | SJM 679 x240 080701 Fibula af kobberlegering
Forden fra formodet korsformet fibel. Kraftig korroderet. |
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) | SJM 679 x241 080701 Fibula af kobberlegering
Afgnavet stump bestående af hovedplade og del af bøjlen. På undersiden enkelt flig fra nålefæste. |
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) | SJM 679 x242 080701 Fibula af kobberlegering
Lille stump af fibel, del af bøjlen og del af formodet fod. Helt afgnavet. |
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) | SJM 679 x243 080701 Fibula af kobberlegering
Fibel med fraftig bøjle samt afgnavet hovedplade med rest af enkelt flig fra nålefæste. |
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) | SJM 679 x244 080701 Fibula af kobberlegering
Mindre stump af fibel, med del af hovedplade og bøjle. rest af enkelt flig på bagsiden. Stort set al overflade bortkorroderet. |
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) | SJM 679 x245 080701 Fibula af kobberlegering
Endeknop fra stor korsformet fibel, rest af nålefæste på undersiden. |
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XqVLdPlYYz6HrxUwXvXj0M3KyfN1P0K0PWrDxJpVtqWm3Md5ZXC74pozkMP6EHgg8girrx818L/AAf+NF38L761+zXE2paHdOovtNkcfuSBhnh5wrdz2bHPqPtjwt4o0zxpo0GqaTdJdWko6qRlG7qw7MM8ivYpzU/U4Vqrlwr7U0x/Nk1aMfU4qPbxWwysw7Cmt0qfZyajdaBFVz83tUMjYzVhl4PFVZunFWSfkh/wUc+b9pC/IAA+wW2ee+3/APVXi3was9ZvvE1zHo3hXS/F1yLVmaz1dQ0SLuXLj50+YHA69CeK9o/4KNRuf2jNRbDhPsNsc44+5ivnzwGvhVtVlHi2XV4tP8o7G0ZImlMmRgEOQNuM+/Spe5zy3Ol+Odjrun6jpi634O0XwhI0bmOLRlCrMMjJbEj8j8OtFcz8QB4TW7tv+ETn1iW32nzv7WijjYNnjbsdsjHXNFBB/RwT6U3r15paSmdSEc8VE3Q1IwBqJqQytNxWfMPmrSkUHiqMiliakZnSL3qJvlbFXZIxVOZOc1IxyvhqmV+KpbiKlWTFAEGraLZ61D5V3AsmOUcgbkPqDXlviZ2sdSexmtmlKoNrsuN7fMc+4OBXrqSZzWd4j0GDxBpstvJ+7dlwky8Mh9iOceo71hVpKor9TWnNwZ8tfEq/f7VpLQGG1spFkjvbhgANzYEbZ9B8w49a8d0rw+l5tt5ZI7rz7gSp5a4mOVYEOT0JAHY9O3WvX/ifor6B4f1Ow1L5ZUiaIt94Oi/d+uQeO4zXKeCdJPh94rtmj+YrKRlQdxBJJ56ZP5ZryZScdDu9mpvmZwvizw5ceGtQiiR+Wi8zepxwTgYI+ldx+z/8aZvhZri285aXw9eOovISpLxNyBInuO47j3xWd8TdetrrTZLwn/UXDQw7xhpBgcDj1yfz/Dy63vke6GW2I/LBjkj8vwrSnOSdyXCKVj9UrG8t9SsYLu1mW4tp0WSOWM5V1IyCPqKJF+U18u/sifE6dr+58I3lw1xayI1xYbiCIiMl0HsQd2O2D619S+4r2acvaRujgnFwdmQbfl6c1FIlWfWopK1sQUZO4qpKuVPFXpapzHrTEfkV/wAFFZiv7SWqRlQR9itTzn+5Xj/wVn1mHxDdjQtR8PaVctbNvm8RfZPJK7l4X7SrLuzjpzgH3r1n/gos3/GS+q5P/Lla4/7914F4HutCtdUlbX9Cv9ftDEQlvp96LV1fI+YsY5MjGRjHcc8Unucz3PUPiJ4G8R+OLi0n1nxp8P5XhVkjNjqFhbYyRkMIVXP1OaK8y+IF5oF1c2h0Dw3qPhyNUYSpqF/9qaU54YHyo8Y57GikSf0bNxTSc09qYKo6hppjKV96e3FI3SkMqyetVpBVqTO6oZKkZSdfm6VWmjyDxV5l9qjZM9qVgMpoyOajBNX54fl4qs0PpUjBGywzxU2flqrtK07ceh6UDPPfjN4Rg1/RUuFhV7yEnYDxu46Z7HjivlW3uo9WvLy0v7d7eCNB8jPlDgnBDA+57/4V9x31tFewtDNGrxt2x0PqPevlL4oeBD4b1zVrVZhIJ4Ptf7tdjLGvXtySc8jvxXmYmm7853UamnKeCeNLeSG6jjkbNohIjDn1JwT7ke1YlxpIjkiniR41+XjqO3I/EV1F5ol34g1K+S4Bnjc/unZRggZwOcgdevvms3VtYgsVg01ZBazSFtmQMMVBBGQAMls8elc0eyNKnu6s2PAWuXXh/Uo9TsLgw3NpLHLFIvru6e4IyCPQ1+inhHxRH4r8M6bq8aGFbyFZTGf4Ceo/A5FfmT4QvLhL670+UqwWJJVdQepJBzyeOBX3D+zx40t9W8GxaNvC3mn7gI8YJjLEhvfkkV6GHlaXKc1X3o8yPaDcAE1HJcD1rPaYmm+ec16NzjLUkg9apTPStN1qvI3FMD8jP+Cizbv2ltV/68rXv/0zrxz4Q6pd6V4inksvHf8Awr6Vrcq2ph7lTIu5T5X+jqzckBuRj5fpXs3/AAUMjMn7SWrkc/6Ja/8AosV458JLW9ufEd0mm+Al+Icq2xLWDw3MgiG5R5uIGVuCQMk4+b1xSe5zPcl+M2sX+pXWmte/EY/EMrGwSZmui1sMjK/6QikA9fl9KK3vHHwp8d+LLi2lsPg1qHhdIUKtHpumXzCYkjljKz8j2xRSZLP38NJ705qaetWdAxqaVpzdaRvakMhfmq8inqKnbO6mstIoqN6Go24xU0g+aoWznnpUgRSKGPtUTR89KnORUW75jk0AQtDTPJqzuFItKwFWS3ytYHijwzD4k0uWznBDfejlVirIw5HIIOMgZHQjg107dKayj05qXG6sykz4W+NvgHWvh+qsscqaQs7Ts1uOAD0y/cDoBx2yOmPE9S1S1vNNWAL5hifz0ZySyvjP4Hk8exr9PPFnhXTvGGi3Gl6lD5tvMu0lcBl9wexryC1/Yz+Hsdwbq4tby+u9qhZLifKqQOoQAKc/7QNcEsK7+6dkcRpaR8O6Xo2t61bS3+k6Zc3ssUWJDaKfnGeQG7nP8I5wK+x/2YfDM1jo63U9gbaZYtrzMBlmbGVz3+6PyFejeGvgB4f8PzMzPNcwgkpZqBDAuevyrjP516HDp8NtbpBBCkEKDCxxqFVR6ACuqlQ5XdmE6ieiM0KcYpPLIPrWg0AXtTfJFdVjAobDTHj+Wr7R4qCROKqwrn5Df8FDppI/2lNWCsV2WltjHH/LMV4L4BbQv7WnOv61quh23lHZcaTZrcyM+R8pVpY8LjJzk8gcdx79/wAFEdq/tKaxxz9ktt3H/TIV5B8F7fxBceIrxfDmnaDqN39mO+LxDHZSQhNy8qLohN2cdOcE9s1L3Od7mT451DSLK6tx4X8Ta7q8LITM+qWotGRs8BQs0m4Y7kiitr45WviaDUtM/wCEm0/w7psxhbyE8Px2SIy7uS/2Ulc5/vc+lFJkH9CdNPWlJpCa0NxO9NalJppoGMxTWp9Rt+lKw7kLLTGQVMaYwpDuVZE25IquyZNXZBULLU2GVNtOUVK0f5U4R+lAyIxk0CEmrCrSj5TRYRXFt0J4p2wL0FTseKib0NMdyJlqJu9WGqJxVEldqYelSSCo+uR7ZpjI3UYqCRRzUjthcmoJG4NMk/IT/gosw/4aY1kDj/RLX/0UteBeB5PDceozHxNp+r6jaGL93Ho93HbyB8jkl45AVxnjA7c171/wUSYH9prW8/8APra/+ilryj4Jajr9j4kvD4d8Z6f4IuWtSJLzUrkwRyoGU+WDsbJzg4x2rN7mD3Of8eDw1cT2p8KaZrWnwBT566vdx3LM2eCpSKMAY9QaK9J8ffGr4l+D7m2gj+KkXiATIWMujXbSJHzjaxZFwT7UUOxJ+85amlqjL03fWtjW5Lupu6o/MpvmUWC5KW4pmajaSk8wUrDHsaaab5lMMlAxWplBeozJjvSHcccUdsUwyelMMnNKwyTd2NKT1qBmxg5p3mUBcdu7UhOc1E0gzmk8wetMVx+6o2ahpBiojJQFwfpVaQ7RUrSfLjNV5COaB3Gs1VpG4p7SDFQSv8tUI/IT/goa279pjxBzg/Z7XHH/AExWvF/hfbibWbgHwRJ48Hkf8eMZuQYvmH7z9wQ3tzx83rXsX/BQiT/jJrxEOv7i1H/kFK8Y+HDWceqTm78ZXHg1TDxdWsE0rSHcP3ZEZB9/Tis38Ri9yf4sW4h1KyA8Av4BzCc20jXTefz9/wDfsTx044oqH4oy2k2pWn2PxpeeNUERDXN5BNEYjn7oEjEkHrxRUvcg+yj/AMFWviRx/wAU94aH/bGc/wDtWmn/AIKt/EYNz4f8Nke0E4/9rV8o3Hwf1yHxhqXhtprQ3thpT6xK4kbyzCtp9qIB253eXxjGN3Gcc1hTeDr6HwnpXiAyRNZ6lf3GnQqGO8SQpA7EjGMYuExz2P46czHqfY7f8FWviQTxoPhse3kTn/2rSD/gqx8ST/zAvDf+6Lef/wCPV8nX3wr1nT9a8c6XLLa/aPB6yvqBV2Kv5d1HbN5Zx83zyqRnHAP0qTTfhLq+qX3gW2W6tIj4wZUsGd2whNy1v+8wOPnQnjPGPpS5mFz6pm/4Kq/EzzCF0Pw2g77refj/AMi0v/D1H4mSKCmjeGV5wc285P1x5vSvj2HwZfT+Hdc1kPH9m0e6gtJ1JO4tN5u0jjGP3LZzjqK2oPhPrFx4k0jREns1utT0r+14XLtsEJgefax253bYyMAYyRz3o5mO7PqG4/4Kq/E7e3laL4bVM/Lutpice/76mf8AD1D4o7f+QP4azx832WfH/o6vkI+GL2TwePEW+E2P2/8As/bk+Z5gj8zOMYxj3rbvvhLrFn4l1vQjdWb3Ok6YdWmZXbY8QhSbCnby21x2xnPPelzMLs+ox/wVM+KNxu8vR/DY2rk5tZuff/XVB/w9R+J7L/yCPDm7ti1mx/6Nr5MuPBd/aeF9B1tpYTa6zcz2sCqx3q0RQNu4xg+YMYJ71e1X4V6vpN945tZZrVpPB8hjvyjsRIRcrb/u/l5+dweccZ78UuZjuz6fb/gql8U8DGleG/8AwFm/+O0jf8FS/im0eRpvhwN/16Tf/Ha+YrT4X6vqGr+BNKW7tRJ4uSN7Au77IRJdSWw8z5ePniYnaDxjvxWUngy9k8I6tr/nQi003UINPljyfMaSVJmUrxjaBA2ec8jjrguwufVbf8FS/iwf+Yf4bH/bnL/8dqWP/gqN8VGwTY+Hx64s5P0/e18yr8JtWPizTvD4ubQ3d9pUerxybm2CJ7T7UFJ253bOOmM98c1jTeEryHwbZ+JDNCbK5v5tPSNWPmCSOONySMYxiVcc9jRdhdn1pef8FRPij5jeTp2hxLwMSWzsQ3fo4qq//BUT4q4IW10HPr9jfj/yJXzhd/CTVbPxP4n0OS7tPtOgWct7cSBm8uRUCkhDtySdw6gVjw+Bb6403wzerNAI9evJbK3XLZR0aNSX46ZlHTPQ0XYczPqMf8FQviwqkm30Et0A+xv/APHKgb/gp98Wy3EWhAf9eTf/ABdfNcvw5v4v+ExU3NuT4X4uuW/eH7QsHycf3mB5xx+VWtL+FN/qWteC9OF7axy+KoFntHYttizPLAFk44O6InjPBFF2F2fRTf8ABTb4tH5saH9BZN/8XUUv/BTH4sshAbRg3r9iP/xVfMNv4TubjwnqmvCWNbWwvLeykjbO9nmSZlIGMYAgbPPcVrN8LdQXxNBopu7cXEujf22JATtEf2I3mzp97YNvpnvjmjmYXZ72/wDwUq+LzdZtHx7WP/2VWLP/AIKTfFHyZRdS6W0n8BWyAH/oVfME/ha5h8H2viIyxfZbi/l09YgTvDxxxuSeMYxKPyNa+o/DG+sdZ8TaY9zbmfw/atdTyAttkUPGuF465kHX0NF2F2RfFT4na18XvGV54m1+SKTU7oIsjQxhFwqhRgD2ArO8G+M38F3810mlaTq5kj8vydXs1uY15B3BT0PHX3NVte8O3Gg6dod5LLG6atZm8iWPOUUTSRYbjrmJjx2IrCzSJPUZPjxct08GeC1+mgw0V5cSTRRcD7Q8dfCf4taD8XdX1ey+EXjXWba98Mx6UJLfQrtlVptJS3Y7hEQSjMcr6qRxXnc3wV+NEvgPRPDg+DHjsHTdVu9S+0f8I5e/P50dsmzHlcY+z5znnd7clFO4jf1P4efGi/8AEnxN1X/hSHjxf+EzSZPJ/sC9P2XzL2K6znyfnx5W3t1z7VsT/Bv4u+GbP4K6zB8KPGup3fh2N7m4sk0C73KyalNKsbYiJQsuCMjowPSiii4HFWvwX+NFr4R8TaH/AMKW8dsNZvLW787/AIRy9/deSZjjHk8587rkYx3zxu2vw/8AjTa+LPD2t/8ACkfHjHStF/sjyv7Avcyf6PJDvz5PH+szjnpjNFFK4FP/AIZ1+L6/Az+zh8K/G323/hIvtH2X/hHbzzfL+zbd+3y87c8Z6ZqxffD741XvizxBrZ+B/jxDquif2OYf+Efvf3f+jRw+ZnyefubsY74z3oooAwLr4MfGu68G+G9B/wCFLePF/sa8uroT/wDCO3p8zzvK+XHk8Y8rrnnd7V2ifBv4u+K4PjTrF18I/G2nXHiGNbq3s5NAvC7M+pQymNCYhvKrknA6KTiiigZg2Pw1+Nljr3w21Nfgj48ZvBqRII/+EfvR9p2XstznPk/Lnzdvf7ue+Kx4/gr8a4vA+ueHf+FLePGXVNTttR87/hHL3935KTrtx5POfP65429DngoouB2Pg74QfGHW/ilouqX3wg8baVb2ehHSy0+gXgQ+VpzwKxYxDBYgYHqwHNcJN8CfjZJ4KtPDv/CmfHYit9Rm1ATf8I3e5JkjjTbjyu3lg596KKLgdDffDn44X3i7xXrp+CPjtDr9hLYvAPD19iIOqruz5PONvTjrVHR/gX8Z7qHwVpE/wd8c20Gj6k9wbp/Dt6AwlkiJyPK4C+X1z37YoooEX/EnwV+M2n698SrO1+Dvje9tfENy8Quo/Dt6VCrdrMrriIhgdgH/AALNV9O+F/xv0/XPAWoD4JeOnPhSJIo0/wCEdvh9oC3UtxyfJ+XmUr36ZooouMxYPgP8bLfwbqugD4NeO2jv762vjMfDd7lDCk6hQPK7+ef++a6/xX8FfjHo/jLTdTsPhF421If8Itbaa+3w9esFaTSxbyAkRHDIXbj1XBooouBxEnwB+Ns3g608Pt8GvHYit7+W/E3/AAjV7ks8caFceV2EY/Otu/8AhP8AHHUtc8Wam/wU8cJJr9mbZ0/4Ry+xFl42yP3XJ/d4/Giii4EHjz9mj4w33h3wLFB8KPG80ltorRTJH4cvGMT/AG26YKwEfyttZTg9mB71xH/DK3xq/wCiP+Pc/wDYs3v/AMaoooYhP+GVfjWf+aP+Pf8Awmb3/wCNUUUUgP/Z) | SJM 679 x246 080701 Fibula af kobberlegering
Fragment af fibel med del af bøjle og fod. Kraftig korroderet, nærmest uden overflade bevaret. |
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) | SJM 679 x247 080701 Fibula af kobberlegering
Hovedpladen med afgnavede endeknopper af korsformetfibel. På undersuden rustklump med dobbelt(?)-fliget nålefæste. |
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) | SJM 679 x248 080701 Fibula af kobberlegering
Fragment af fibel med bøjle og del af fod/hovedplade. Type? Evt kort ligearmet, helt afgnavet? |
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) | SJM 679 x249 080701 Fibula af kobberlegering
Lille fragment med kraftigt, dobbeltfliget nålefæste på undersiden. Overfladen helt bortkorroderet.
Der kan antagelig være tale om et fragment af ligearmet fibel, sen 700-årene (??) af Stora Köpinge-typen, se Callmaer i Uppåkrastudier vol 2, s. 215. |
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) | SJM 679 x263 080701 Fibula af kobberlegering
Fragment af lille cirkulær fibel. Oversiden helt uden ornamentik, på undersiden rest af nålefæste parallelt med kanten og med fastrustet jern.
Ud fra størrelse og nåleanordningens udseende kan der være tale om en lille emaljefibel. |
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) | SJM 679 x264 080701 Fibula af kobberlegering
Blomsterformet emaljefibel med 6 buer eller "blade", hver med lille grube foruden. Stor central indfatning uden bevaret emalje. På bagsiden rester af nåleanordning. |
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) | SJM 679 x265 080701 Fibula af kobberlegering
Fragment af emaljefibel igennembrudt arbejde. Ganske svage rester efter nåleanordning på bagsiden. |
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) | SJM 679 x266 080701 Fibula af kobberlegering
Fragment af tungeformet fibel med kraftig ornamentik, evt. gribedyr? På bagsiden særdels stor flig fra nålefæste. |
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) | SJM 679 x267 080701 Fibula af kobberlegering
Fragment af Råhedefibel med del af to arme og midterpartiet. Dele af punk/cirkel ornamentik. på bagsiden er derdobbeltfliget nålefæste på den ene flig med rustspor efter jernnål. |
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) | SJM 679 x273 080701 Fibula af kobberlegering
Fragment af fibel, med høj spinkel bøjle og udfligende ender. Få rester af overflade med fureornamentik. Jf. NM Almgrens gruppe II. |
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) | SJM 679 x274 080701 Fibula af kobberlegering
Hovedpladen med en støbt profileret knop, samt en lille del af bøjle fra korsformet fibel. |
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) | SJM 679 x274 080701 Fibula af kobberlegering
Hovedenden og del af bøjle fra korsformet fibel. |
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) | SJM 679 x275 080701 Fibula af kobberlegering
Næbfibel, hel. Nåelanordning på undersiden, nålefæstet er en enkelt flig. |
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) | SJM 679 x286 080701 Fibula af kobberlegering
Korsformet fibel, noget af foden afbrudt. På bagsiden rester af nåleanordning, nålefæstet i form af en enkelt flig med rustspor fra jernnål. |
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) | SJM 679 x287 080701 Fibula af kobberlegering
Korsformet fibel, foden afbrudt. På bagsiden rester af dobbelt nålefæste med lidt rustspor fra jernnål. |
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) | SJM 679 x288 080701 Fibula af kobberlegering
Fragment bestående af hovedpalden fra korsformet fibel. |
![](data:image/jpeg;base64,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) | SJM 679 x289 080701 Fibula af kobberlegering
Kort ligearmet fibel, hel. |
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) | SJM 679 x290 080701 Fibula af kobberlegering
Kort ligearmet fibel, fragmenteret. |
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) | SJM 679 x291 080701 Fibula af kobberlegering
Næbfibel, fragment bestående af den yderste del af foden.
Nærliggende x169 og x211 mangler foden, uden at der er sikkert pas mellem fragmenterne. |
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) | SJM 679 x292 080701 Fibula af kobberlegering
Let hvælvet skivefibel med geometrisk udsmykning. På bagsiden rester af nåleanordning samt øsken. Kanten afgnavet, forsiden stort set dækket af korrosion. |
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) | SJM 679 x293 080701 Fibula af kobberlegering
Emalejfibel med korsmotiv i grubeemaljeteknik. Kraftig slidt. |
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) | SJM 679 x294 080701 Fibula af kobberlegering
Fuglefibel, vendt mod venstre. |
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) | SJM 679 x302 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af hovedpalde med punkt-cirkel-ornamentik samt dele af bøjlen. På bagsiden rester af dobbeltfliget nålefæse med rester af jernnål. |
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) | SJM 679 x303 080701 Fibula af kobberlegering
Fragment af korsformet fibel med hovedplade med punkt-cirkel-ornamentik og store dele af bøjlen, der øverst er affladet og med punkt-cirkel-ornamentik. På bagsiden rustklump fra jernnål omkring et helt skjult nålefæste. |
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mPdwMuRnn0rj/F2f+Ek1PJJ/wBJk/8AQzWl8O/C2keKdQuYNX8WWXhKOOPek97FLIshyBtAQE578+lHUp/Cek/Gmx+N1t4NLePdSurvQfPTMcuoQTKJOdvyoxOevaiuP+IXw68M+G9Ba+0v4laZ4ovPMVfsFrbTo5BzlsuuOKKGKGx/QOy1Gy+1WStRstSMqstRsKsstRMncdaZSK5XH0phWrDLURWkMrzW6XEMkUi7o5FKuPUEYNfnb8T7N9L1vUbKzmDwxXRSOTdwscfyqc9znHtX6MFa/Pb4vaQ2j+K/EFpeS/vYbmdYTg4Ks+8D8QBXFir2TRrTtfU83stJutR1S5XzpoLKSHbJJEwUZAJCtnjBwOmO1ZM2m3K3SwxTSPaxpkyM4AZiASFy2OuOhrWi1Jbe/liuU32jPiRoxh+Mfh/+s11evalYp4Zg+x2yzvHEPlVAFwRhs+vJ5FVeUOlzj0lfWxxesSLZXcMX2MWs6xqskckvmNJJjl89jzmtDR4XjTyzgs0nKEjIPJPGfU9fan3Wj2Ok3ml6k076nplwxEm2LytshB4B9iTx2xV/+yfs19bOJt8ciLMP4iAezY6HNbwkpI55xcWbVtCsd2jxF+oKpKBgtjBJH1z+dd14ZsWtLeMY3OvGVAyP881xGmx+fqFvh3+znAKnjkc4z6f4V7P4VsILi8jt1RllUqRkbhzjdjn0+mMg1rojPVnongCZkhiuJFjjaNWKQPhpJsI3Cg/ePQ4Hp2rpvF2qR694bS+g057Sbaux7pdsjKGJwME4BJ9f6Vkf2Zaf2XK1xm2vYp2ETh2jYErgMDjkbSBgf/rx/FXiAz2O2LUHmg+yCF8A7NxGS+TnJIAGM5GaW7Nb8sTjJ7q4vPEzXcxDsBtLO3Jbjgc8nI/WvrXwzay2Ph7Tbedi00dvGrn3CjNfI3g23TxV4ssNPiVozNN5aSKAWYhlZnOc9FH619mAYrKN3NtmsLcugfw02n03BrU0GHrWV4kH/Eouv+uZ/lWuayfEf/IHuv8Armf5VS3A/ng8Zfu/EuqbTlvtMnTt8xq18P7/AMH6bfXT+MtI1HV7RosQx6bdrbukmRySVORjPFUvF0n/ABUupsR/y8ycdvvGtb4X+ItU0HWrq403wtp/iyV4djWuo6cbxIxuB3hR0PbPvS6lPY7P/hKvgaql/wDhBvExIP3W1pOf/IdFU/ib408Sa94Xa11P4b6L4ZtfNVxfWGgtZyAjPy+Yex9KKdyFG+/5n7+laYy1NtppWpLK7JUbJVrbTdlAFNo+tRMtXWjqFo/agopstfMP7W/w6a4kt/ElrAskUsf2e6VRjEg5SQnvlcrz6LX1JJHWfrGj2uuabc2F7Ctxa3CGOSNhwQaicedWGmflF4m1i70O6MckWbEuLmN2GRk9s456fkK6bwx4mtdchvEvriO2WOzeVIpJTsDf7HOeAvb/AAr3L45fs1T+CdJm1XSm/tXQo1LXUNxErvD6OR/EM9SPrjqa+cPE2h6fpujxXBsLKKV9o8wSSAFcHBCKfr7da5XJxtCS1IdNX5kaWoeKbzXNOt7RJYJrdNojygUM+PmBGBj/AOtSaLq1rfTRbcxsuAyq/wDD7Zxg/wCIrA0280bbbzuq+b5Z3W6yMoTAwGJz1JOePT3NQ6Zo86qWMpgedtwLINrY9+O9bw02RyzXdnq+i3MNqqvOGYkgPgdGwcH29cV6d4d8UPoXlPDLEGBJU/eV156H/CvF9N+Hmo6hMDZXt0IGVSW8jcdw9gemeldfb+AtX02K2Mt9NIsQK+akSrkZycknn+lU6nSxKj1PVL74gSzXl25naRZYxti875Y+2SpPAHPGO4rObVH8TSoqM0emx/LuVwBuUchQDya4tfCemx3UI1C9u32sSYsjaec4PtXZ+GdQtJtUtNJ0uGe/uLh/IhiZBtTcc8dOOeprOU52tBFqMb3mz2/9nzwrZ731sWKxukRjtpWGWCuRnn3Cj8MV7fWL4N8Mp4V0G3sFIZ1G6Rh0LH09u34Vtj71awi4xszf0DbSVJtpKsCNhWT4j40e6/65n+Va5rJ8R/8AIHuv+uZ/lVLcD+dnxhj/AISTVCDn/SZP/QzXTfBez8YX2vXqeDfEcXhq9FvmaebVVsA8e4fLuZhu5wce1cz4v/5GLU8dPtMn/oRq58P9G8L63qk8PinxFN4asli3x3EFg12XfIG3arDHBJz7UupT+E9H+L+lfE+x8Hu/ivx7a6/pXnIpsofESXjF8na3lhjnHPPaiuR8e+FPh5pGhm48M+O7zxBqfmKos59He2Uqc5beXIyOOMUUMUNj+hzFIVp1FQMjK5pNtS0bQadwICtMaOrLLxTSlO4yi8dRNF7VoMlRmKgDH1LS4NUsbizuolmtriNopY26MrDBB/A18M/tEfs4z+B/Ku7C5ku9HYMlr5gG6FsHEZPc4yAeM8+lffhhrE8WeErLxhoN5pOoR+ZbXCbSOQVIOVYY7ggGs5x5lpuL1Px9uvDup6FKgubKR9xG4IVIOeeD1OPp1rdaS5iWNI13DDOYhjcuVOMngcADHX869m1uafwPrOraXq9mbhbGZoHR154PVc/eGMUtp4p8GajZmX7LBEdm5vMg2sMdiMdfpXIqs3vHYUqUF9qx5jYa5qmkq0Rie4umSPy5I3DIiZzg4/i/lXTaHqPiTVI2zBM7ttCzzucxjnse5967PT77whcXAmiaF+fLEJiY9BwcFfb1r0bwQ1v4imgsdD068kvJOVjgtPLVcdcsxA/GtOef8v4mPJB/aOS8EfCXxH4wuILeeaa4LncVVcAdRknsOlfWXwt+BujfDnyrwA3WqhcGZvupkYO0fTjNdR8PPCreF/DsEM8Kx38g33BVg/OThc4GQB/Wun210xk7ajVOKd0NAoVeTT9tLii5rYbSMM0802gCNqyvEQ/4lN1/1zP8q1mrK8Qc6Tc/9cz/ACq1uI/nW8Zf8jLqg/6eZP8A0M1P4D1bwzpGqTS+KdAufENm0e2O3tr42pV8j5iwVsjGRj3qHxplfE+rD/p6l/8AQzXRfBnUvGul+ILx/BGi/wBtag1vtmh/sxL7bHuHzbWVtvOOfem9yvsnQHx58H1XJ+FmpY/2vEcn/wAboq38Xdc+LmoeEJI/GPhQ6TohmQtcnw/FZgPk7R5ixgjPPGeaKGzNJP8A4c/fOikorMoWiiloAAtG00tFIobj1FJtFPoouBHtpPLFS0U7iPL/AIi/s++HPiJqL6nM91puqOFD3No4xJtGBuVgQTjHIweBzXBXX7JtzDG32LxHbTMBhRd6fj82V/5LX0bRWThFu7RV33PnjQ/2aNWt7yD7fqmnLbLy7WsLFvoAR+ufwr17wT8PNP8ABKzNbySXVxLwZpgu4L/dGBwK6vbRQoxjsgs+om2l20tFUOwUUUUDGtTWp5pppohkbVl69/yC7n/cNajVma9zpdz/ALh/lWsST+drx8qp4s1jawcfbJvmH++a0fhPoet+INduYNE8U2fhW6WAs11fambFZF3D5A/c5wce1Zfjz/kbta7f6ZN0/wB80/wDbeErrVJl8Y32q2GniLMUmkwJNIZMjgh2AAxn9Kb3K+yd18T/AAP4s0PwpJdav8R9H8S2ayIDp9n4hN5ISTgMIz1x69qKwfHOn/C630J38Kax4kvdW3rti1OyhjhK/wAWWVyc/hRSYo7H9D1FFFQAU6m0ooEOpKKKRQUUUUWEFFFFIAooopAKKdTKKB8w+im7qXdQVcWiiigYhpp6UppppohjW6Vl69/yC7n/AHD/ACrUbpWVr3Gl3P8AuGtI7kn87Hj7/kcdbzz/AKbN/wChmpvh54l0bwzq09zrfhW28W2rRFFtLm4lhCNkHeDGQegIwfWoviAwbxhrbYwDeTf+hmul+A8vxBj8T3n/AArm3+06sbY+enkwyYh3Lk4lGBzt6c1T3KfwnQSfGbwBGuT8FNHX3bUrr/4qitr42T/HaTwJOPHtj5Ph3zo/Mb7NaJh8/JzGNw5oobt/wxnGKkv+Cfu1mnVEHpytUFElLTN1Lu96QDs8Um6k3AU3dQA6imb6N9OwEgNLuqINTtwpWAkopm6l3e9KwDqM0zdTd1OwEm6lqLfS7hRYCXNLUW73p26psUmOako3CkLChAxrdKyPEH/IKuf9w/yrVZqx/EUmNJuv+uZ/lWsdyT+dzx4f+Kt1nn/l8m/9DNT/AA78M2virWZrW58U6f4TVIjILzUXkVHOQNgKKTnnP4VU8cMD4t1nHT7ZN/6Gan+H3/CGf2tN/wAJqusnTvK/df2KYxL5mRjd5nG3Gf0oe5XQ6b4g/DfTvDPh6S9tviZofieZXVRp9hJO0jAn7w3IBgfWio/HUfwqbw+7eEY/Fg1feu1tVNuYNufmzsGc+lFJijex9pj/AIK4eIv+hH0w/wDb3J/hTv8Ah7l4jBx/wg2mf+Bcn+FfniiyyMyqjFlBLAKcjHUmhfMMZk2sYwcFscZ9M0cxXKj9Dm/4K5eJB08D6X+N1J/hS/8AD3LxH5eR4I0vf0x9qk/wr88W8xVVmVlD8qSMZ7cVK0E6yCDypDOwzs2nd0z0+lPmFyo/Qlv+CuXiPb/yJGlk/wDX1J/hRF/wVw8RSSYbwTpirgni6k6447V+d6iSRHKozBeWIGcD1NPiMoVZNjeVu278cZ9M0cw+VH6Dt/wVx8TdvBOlH63Mn+FK3/BXDxP/AA+CtKx73MlfnuyzQMu5GQuMrkfeB4yKPLmWYxGN/MHBj2ndn6UcwuVH6DD/AIK3eKMn/ijNJx/18SU5v+CtnixAM+C9JBPbz5a/PVRJIrMqMVTlmA4H1qeaSRraKRkbGNqvjg468/lT5hcp+gP/AA9y8V/9CVpP/gRLT5P+CtnitZgB4O0kocc+dJmvz28qZWQGN1aQAopU5YHoR61OsE7sUELtIoO5QDlccnI9uaOYOU+/pv8AgrV4vWPK+ENH3E8KZZf8art/wVs8adB4R0UHH/PSX/GvgRvNk8yUIzRpjc4HAz6ntTZFlWNJSjCNyQr44JHXB/GjmDlPvkf8Fa/G3fwlov4PL/8AFUxf+CtnjjgHwpon13y//FV8EyQXCzJC0UglkwVTadxz0wPemx2txNK6JDI7xgs6qpJUDqT6YpcwcqPvZv8Agrh46DceE9Dx/vS//FU0/wDBXLx5xjwroQ/GX/4qvgdoZmiecRuYVbazhTtUnOAT+H6UkkM0MUUrxOsUgOx2UgNjg4PenzD5UffEn/BXHx9u+XwvoQ+vmn/2aoG/4K4fEMtj/hGvD4H0m/8Ai6+ETY3f2pLb7NMLl8bYdh3tkZGB1ORUUdtcT+aIoZJDEpeTahOxR1J9BRzBZH3Zcf8ABWz4jHmPw5oA+qSn/wBnrK1T/gq18TNQtZIf7C8Pxq67SfKlP/s9fEzWs5tTciGQwK+wy7TtDEZAz0z14oksbtPI3W0ym4AaHKEeYM4yvrzxx6UcwcqH6pqD6lfXF1LgSzyNK23pknJrb+HvjqPwFrEuoSaBo/iISRGIW2s25niUkg7guR83GM+5rmbiKS2maOVWjkQlWRxhlI6gjsajzkVFx2Vj2w/tMRBcL8MfAa5/6hJ/+LorxLP5UUczJ9nE+x/h/wDs/wDxMs/id8Tri4+G3iyG0u9K1eK1nm0K6WOZnzsVGMeGLdgOvasPTf2efikn7OOtaa3wx8YLqkniO3njtToF0JmjEEgLhPL3FQSBnGMmiikK36CfEb9nn4pX3gH4XQWvwx8YTXNnp9xHdRRaBdM8LG5dgJAI/lJBB57GvSpfgd8RP+GyLHWf+Fe+Jm0PMRa/XRLj7MP9DCnMmzbw3HXrxRRVJktafecD8Mf2e/idp/hr4rQ3Xwz8X28l5o5jtFn0G6Vpn+0RnbHmP5jgE4HYGoF/Z7+KJ/Zp/ss/DLxeNUHij7QLT+wLrz/K+zY37PL3bc8Z6ZoopXKtqavxY/Z9+Jeoax8LJLP4a+LLlLTQ7KK6MGhXTCF1lcssmI/lYAjIPIzXR2fwH+Iv/DYmr6u3w78UDQ5Lu9Zb9tEufszBoJApEnl7SCSAOetFFO+pHLocP4B/Z7+KNn8H/inZXHwy8YQXt4lh9lgk0C6WSfbcZYRqY8tgHJx0FJ4i/Z5+KNx+zv4P0+L4ZeL31O31m+kltV0C6M0cbJFtZk8vIUkHBPBxRRRcq2vzOl8WfAP4lSfEf4STQ/DbxVcWtlpmkJdzx6FclIGR/nWRhHhSvcN071f8GfAf4i2/x++IN5dfDnxRHp91Dq62t3JodyIZC6SBArmPad2eMdcjHWiinfUnl0OO8Efs8/FC1+BfxKsbj4Z+L4tRupdONtbSaDdLLKFmctsUx5bAOTjpUPij9nb4oz/AXwNYxfDPxhLqNvqmoST2iaBdmWJW8razL5eQDg4JHODRRSuVbX5nXeKvgP8AEmb9ovwFqUPw68Vy6dbx6L593HodyYYdkcQcO4TA2kHOTxjmoPAfwD+JVn8aPiTd3Hw58Vw2N1Ya1Hb3Emh3SxTFw/lhGMeGLZGMdc8UUU76k8ulvI5jQf2efilD+z74z05/hl4wTUJ9bsZYbV9BuxNJGqTBmVPLyQMjJA4yKb4//Z7+Kl98FvhbY2/wy8YzX1l/aIubaPQLtpId06ld6iPK5HIz1ooqblcqv8z0LUPgX8Rm/au8EaxH8PvFLaTbw6X519/Ylz5EZS3RXDPs2jaQQcngjmuP+GX7P/xQsde+Kb3Xw08XWqXmgajDbPLoN0ouJGkUqqZj+ZiOgHXFFFVcnl0M7S/2efimv7NeuaY/wz8YLqcniO2mjs20C6EzRiCQFwnl7ioJAzjHIrf8QfAT4mzSfApo/hv4tk/s2zhW926FdH7KwvGYiT938h288445ooqb6D5dTzz44fs3/FrVfi94xvLD4WeNLyzuNVuJYri38PXbxyKZCQysI8EH1FcKP2XfjN/0SPx1/wCE1e//ABqiihvU1jshD+y78Zv+iR+Ov/Cavf8A41RRRUlH/9k=) | SJM 679 x304 080701 Fibula af kobberlegering
Mindre uidentificeret fragment. Antageli fra fibel og i så fald fra en kraftig hvælvet bøjle. Det samlede indtryk gør det ikke sandsynligt at der er tale om hverken en næbfibel eller en kort ligearmet fibel.
Anden funktion og alder? |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9QwaXdUStS7q1AlzTlaod1ODUAShvm9qeDUINOU0ATA0oNRBqdmlYCWnA1FmnbqkCSimK1LupWAdRSUtIAooooAKKKKACiiigAprU6kNAHFfFvP8AwrvxLgfN/ZtzjjP/ACyav53dSz9okyNrk8gCv6J/ikSPAPiA5x/xL7jn/tm1fztaod15Kc5yTzW/2SOp6F4F1PSrXw3DHdfCVfFs4d86p9ovU8zngYiYLx04HaitD4b3mqQ+FbdLX41x+DId7/8AEna61CMxfMcnEUZT5uvB7880U1/Wpi9/+HP3t3UtMzR7UjpJKUGmLT1pASLzUyrTI1qXbSATFVdU1ax0Oze71G7gsbWP701xIEQfia5r4pfEqw+F/hmTUrsedcyZjtLUHBmkxkD2A7ntX58/F/4yXniTXY9Q8TatITGxNvYpISisR0VF9u+M+/JrKdTl2KUb6n3jdftDfD61l8r/AISOGWTuIo5Gx+IXFWtH+OngfWrgwQ+IbWKbdsC3OYefqwA/WvzRPiG5hvY47zT72NJFWaORjsiVW6dcYPXjrXR+E/E8XiDxI3h2ztp1njZvMX5mVgB1B/P0rH2sgfKup+olvdRXMayQyLLGwyrxsCCPXIqQNX5z6PqXiz4Z+Jo77wj4k86ykk3XljcStKoQNkkEdMc8HI9q+r/Av7QVrrFvF/aKrKNo8y4twcoSP4lxyPdT+FaRqRluJ6Hte7pT81l6Tr1hrtqLjT7yG7i/vRODj2I7H61oK1aWES0U1Wp1SAUUUUAFFFFABSUtIaAOP+KX/Ig+IP8AsH3H/otq/nZ1Bds7/Wv6Jvilx4B8QHGf+Jfcf+i2r+d3UMtdSZPGSTW/2TPqdx4L1rwpZaLHHq/w2uvEt6GYvfx6pPAGyeBsRSBjgdaK6L4Y654wtfCkMWj/ABi07wdZeZJt0q51O4geM7uW2pGyjJ5680U1/Wxk9/8Ahz936Wminig6By1KidKYozViNakZIi4p+KVelcR8bPFT+CfhV4k1aFlSeG1ZInY42s5CBvw3Z/Cs2+oHxL+0d8Xb/wCJXxeTQdGf7RHFMbO3MXIhhDYklH+0xHU9MD0r0v4R/sM6TJfJrPiqdr2GObzrWFD88v8AtyOeTn8K8t/YX8GzeJfGuseJtQUf6QdtuxTnBfkA9hgAV+jMcaxxrGowqjAFYRV9WS3zS0eh57qfwI8E6xGq3eiRyspyshZgynkZHPvXJ3X7KvhTTtG1OHwuZvDuq3Svs1CLEjIzLjnI5HqMivbWXFM21tyx7BofHlj+z1rPgvS7Cz1u2+32Vikn+l6UvMjkkh3wN3p2xkmua8O6Kt5q8qafcyxahDhH8whPPycD5cDODjtmvuVlrzzx58F9D8bajDqp8zTtZg+5eW/Rv99Dw314PvUuknsZOm024s8Lh0DxHa6h5kU1xpU8Sq63MDBN4yPvAHp6HP8AhXoGl/GzWNDj/wCJjDHqaRAGWJWHmqPVWHUfUVpXXhPxV4dsbsIkeuR7cKsLBZXCg7RhsAcY4Ga8nuNLT+0NQkuYZrLUZJV2QzEhox907vUc5x1wPesHzU9NhxlLeR6tof7XHgjVrhoZl1LTmVtjvcWwKKfcoxOPfFepaF468P8AiSNX0zWbK8DfwxzruHsVzkH2Ir5J1/4e2Vwt5bWM3mK3z72IDN2IBHXB+mM1x+raGdNkgtI9v2pdr+VvDsuDjOQBnGD+YoVV9TRyVz9BKWvjOx+JHjDwldItnrF+1q0SSQR3URlUsQMxlWz6/wAOPSvWvh5+0pFq3kWvimzh0q7dWP2i3ctCcEdQeRwQeCa0VSI07q6PcqKr2OoW2qWsdzZ3EV1byDKywuGU/QirFaDCkNLSUAcd8Vv+SfeIs9P7OuP/AEU1fzvaopE7hR1Nf0P/ABbby/hz4lbGSum3Jx/2yav529SlLXTtnnJrf7JB1/hPWvA1no8UGteC9T1rUdxD3drrX2ZGyTgBPIbGBgdeaK7r4S6z47s/BkMeifE7QvDGmK8gj07UNTjgkRiTlipQkZOSKKaMXv8A8Fn7qCnrTBT1oOglSrUVVoxVuNahjJK+Zf2/fEjaX8IbXR4jm41i78hUHU4UjP0G8H8q+m/518AftueNJPF3x28MeFbGSOZNFCu6ozbhM+HZSPUKqdM+lYzegdGz2T9ijw0dH8Ewlo8IGbyyDkbQSD+Oev0FfTtee/B3Q00Lw7Y20YwsdonYDrz246g16FQtEY0vhEpjLUlJVGtiErTGWrBWmmOqTApSR1ynjD4e6R4zVDfxSR3MalUurdtkqg9s9x7EGu0aOoJIavRqzA+d7n9nXWbGbdp2uQyww/6tJEaNnBUgg4yO+e+favLLfXtP8P6xrGmapYm01qKSK1+z3m3eg25DYyeCMnd0PHXv9qtCa+af24vhDe+Mvh3F4m0FvsuveH286SaMlXktCD5i8ddpwwzwAG9a550opXiLl5nZnlmveLPt1rLbW8LWyRSCGzuWf72FU7iQOTuOPeuPvkuNWaNRrCmY7FhitAA7vuAJOSdq8jI59eK57wn/AGhHbRz+KEl1DVbMuttMBujlTy925lx0IDDbjnByegrofCN9a6pqmmahYGO/s1BkSGBSsMCgnrxyyk8DHBbPFefpc11jue4fC3xPf+F9PuHtb17SeCbybmNWVoztXO7ZjGTx2z16V9F/Dn4k2vjzSYJigt7qRSwUHKSgHBZD6ex5H6182+FfDU/itY5BHBcJd7XZyWyyjrhccclep7eld/4Z+Gl14RtlFlNuulkZgu8oQCQ34Hr0HeuiHMtehjKcfsn0NSVleF7+61HRoJb2Py7ofLIOOSO/FatdJW5xnxaAb4deJQV3D+zbnI9f3TV/O7qkflXUqg5AYgN64Nf0RfFrP/Cu/EmDg/2bc85x/wAsmr+eKaPzrwK3K7gP16V0fZJ6nU+F7/4eWujxweJNA8RX+qh2Z5tO1SGCIqfujY0DkED39aK9E+F958Sl8Kxnw34r8KaXpbTSsltqt7psc6ksdxKzjeAe2eMdKKaMm9f+CfuUvWpFGajWpE60jdE8a1ajqCNelWVqGMcBX5iaZdWvxQ/aM8X667LNew3sxtw7kcLLJHwAegAHPoK/S7XNQXSdD1C+c7VtbeSYn0CqW/pX5tfskaCuseLtU1u9hZUvpWaDaxAVw7Flb1JJrmqa6Ck7QZ+g/wAOEddBiLnc2xATz6Z/rXWVkeGE2aWvy7QWPbHTA/pWvWpNNWigooooLCkzyRS0UAJtprLT6SncCLyqxvGugz+IPBuu6XaGNLq9sJ7aJpPuh3jZVJ4PGSO1b9FO4H5g/C34a3dv48uI9Qe4Notv5V9DvIVbhQQIz/FwTk9O+fSvRR4TXwp4ZeKFI3eS4nmH2SPDCN3LKNvIDHnOB1bgcV9DfFT4J383iObxP4WAlmvGU6jpbOFEuP8AlpGTwG6ZHfn1OePs/g54n1ZmkfTpLIJ8+JmABIbgAZ7gn6dK8ydKV9Foa+16M+f/AIC/GbxUdauILXTPtVhayPBeT3biJ4MBmQKuARuI2DceT/vV9g/DvxCfGkFteW8nn20y4OU2yKcYGQRnsDXH+Af2YbnT7i9fURa2NtdTmWeOD5nuvnLAyH6k9+/QdK938PeEbDw2M26bpdoQO38Kj+FR2Fa04Tvd7ETUJao14YhDGqL0FSUUV2EnG/Fj/knviP0/s64/9FNX88N/Mbe6AHJR95Xtn0r+iD4rf8k+8RY6/wBn3H/opq/nZ1D/AF785Oe9br4SOp2PhGT4YLo0f/CTweK5NX3NvOlS2ywYz8uA6ls4680V3vwht/irN4LgPhTw/wCH9Q0fzHCT6hYaZJKW3HcC048w8+v4cUU0ZOWu/wCJ+5q1MvaoFNTLSZui1G3SrS1TjarUZyBUSGcB+0NrT+H/AIJeMryL/W/2dJCv1kxGP/Q6+QP2HPDVxfQ3Wp3U3mWAvJZYIDzmTJzj0GF6H196+h/23dUfTfgDqcaNtN1dQQnnqA3mY/8AIdeb/sn+XovgndajCPGHCkZYkKPMYD0Jx/k1zS+JIzq25dT620cf8S2A8fMC3HuSau1ieC45I/DFgZZGlkkQylmGD8xLYx2xnGPatutSo7IKKKKCgooooAKKKKACiiigAooooAKKKKACiiigDkPit/yT7xF/2D7jt/0yav52dRG24fPXNf0S/Fltvw88RkdtOuDyM/8ALJu1fztagd9w575rdfCR1O08H23wxl0OM+JtS8V2+sbm8xNLs7eS3Az8uGeVWJx1460V3nwn0v4l3Hgm1k8NfDbRvEemF5PK1C80K3uZWbcdwMjjJwcj2xRTRk3rv+J+5AqVTUIp6mg2RajarcbVRjNW4TUMo+T/APgo5rT2/wANfDukRnD39+zj/gCgf+1K2v2abWJtBka1Vp9N8gwxSnHQcHb6ZbJrM/4KJaSlx8OfDGpPN9nS11dIWk7qsmMt+ASuq/Zp0+HSvBskEC5gzGwz6soJ2/7P+e1c1/fMqkb2PoKzj8u0hXGMIB+lTU2MbY1HsKdWhqFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHG/F7P/Ct/EuOv9m3P/opq/ne1D5J3A5Oa/od+Mrbfhj4pPppd0f/ACE1fzwXzfvn9c1uvhI6nbeEtM+HdxoUMniDxZ4g0rVSzeZbafpEdxEoz8pDmdCeOTxRXVfC/TfHM3hK3fRPg/p3i/T2d/L1W60GW6aQ7iCvmKwBwcj2xRTRk3rufuvTlpzJSUG5Ihq3A1Ul/KrMLc1Iz5o/b8mW88F+C9DdI2i1DXY2fzW2qVRT8uffePyrt/gxZNZeGYTMSZWlHzgYB+XGPw/z3ryz9svWLfxB8V/hl4QYyM0MkmpOsffOVUE9vuH1xuzXuvh+yUabZufK8xArJ5fPRMKfrg/rXK9G2YT1nFHpi/dH0p1ZPh3Unv7MrMUM8fDBT2yQCfyP5VrVobJ31QUUUUDCiiigAooooAKKKKACiiigAooooAKKKKAOF+NreX8K/Fremk3R/wDIL1/PFfHEzH3r+hr45Er8JfGBHX+yLv8A9EvX88t//rjWy+Enqd14N0rwddaHHLrHxD1Pw9qDM26xttHe4RBng7xMoORz04zRW98Nm8Qt4Xt0074M6f4xti7BdWuNJvZ2kO45BeORU46cDjHNFMxe/wDwx+9jJTDHVvZTTHSOgq7TT061N5NJ5J7UgPgX4yX13rn7cF3b2sm9dPsYEEuN6wloo8+w5J69zX154fUafoMMKylzHGgMnQEn045wP6V8O+KtSs9F+MvijxXc3Tx30mtyfZbPtPF5pUswAJ4GCucDPP0+wtB8YW3jDwWmsWRP2aYBo1YgkfKpA69t2PrXFOVoyaOdXlWTa0PUPCrJJayOqEHdgse9btcd8MfM/wCEfRndmDEsAw6c4x+ldjW0dtTaO2gUUUVRQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBwXx04+EnjAkZH9kXf8A6Jev55r/AP1zfWv6G/jku74R+MFAyTpF2OP+uL1/PJqC7bh89c9K2Xwk9T0XwLa6NJ4dtzd/Fi68LXBZs6XFZXcix/McHdGdvPXj1oqz4BuxH4ZtU/4UzB4v+Zz/AGs66hum+Y8fuZAny9OB255oqjF7/wDDH9AW2jaKXn8KWsje4gUU/aKFFOqbjPzi/al/Zl1/w14suvEsCzXOjvdPNBdW67lhUncqSdwRyMng13HwD8dQQ+Dx4biVkuoW86K2VCByOQp75YE19w3FvFdQSQTxpNDIpR45FDKykYIIPUV53B+zz4Ds9c/taz0ZrC7Ll2FrcypG2RjGwNtA9gAKwdMmSbS5Xaxt/DS3Nv4cjVhhgzBuON2fm/DNdbVexsYNNtY7a1iEMEYwqL2qxWqCK5VYKKKKZQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBwPx4x/wp/xnnp/Y15/6Iev55r/AP1pzX9C/wAfG2/Bvxof+oNef+iHr+eW9/1zZ65rZfCR1PV/h7cSw+F7ZY/jX/whi7nP9jhtRHlfMef3MZT5uvB7880VR8E6xoFt4dto774St4puQzbtSW+vIhKNxwNsZ28dOPSiqTMmtf8Ahj+g2nKB6U3NLuxWJsOpaj3U7cKQx1FFFIYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHnX7Qkhj+C/jdx1XRL0/wDkB6/nqvjunc+9f0IftGtt+B/js/8AUDvf/RD1/PbeN+8Ygd62Xwojqez/AA11TxDB4Pso7H462/gy1Uvt0WW/1CIwfOcnbFEyDcfm4P8AFzzmiuZ8G694Ls/D8EWsfDe98QX6ljJqEOsS26yfMcAIsZAwMDrzjNFUpeZk1rt+R+wH/DxP4EYBPjJhn/qHXP8A8bpR/wAFEvgOzADxoSTxxp11/wDG6/DlZJDnHQck0v2rHAJ+vrU3XY217n7lf8PCPgTuIPjZcjj/AI8Ln/43Tv8Ah4P8B1YqfHUQ/wC3G5P/ALTr8M/tDscZo+0Mf4jTuuwWfc/dKP8A4KCfAZv+Z9gH1srn/wCN1Ov7f/wGb/mf7b/wDuf/AI3X4Tee3qaf9qfk5qfd7Bqfu0v7fPwGZto+IFrn/r0uf/jdTp+3b8CpGZR8QbHK9c284/8AadfhBHcSZwGPr/8AXqT7U+4/McH1PWi0Q1P3eX9uj4GMAR8QdP8A+/M3/wARSyftyfA6FirfELTgQcH93Men/AK/B8Xb/wB406a7YyE5PJzRaIan7uj9ub4Gn/moem/98Tf/ABFSL+3B8Dm6fEPTP++Zf/iK/Btbp/WrFvdlZoy3KAjI9adoi1P3hH7bHwQOP+LiaUM+vmD/ANlp/wDw2l8Etpb/AIWLpOOn3n/+Jr8HZrplcgMadHduwYbscUrRC7P3h/4bR+Cf/RRNJ6Z+8/8A8TTP+G1vgj1/4WLpH/fT/wDxNfhC908a7d2e1RtdNxycU7RC7P3j/wCG1Pgnz/xcTSOmfvt/8TTl/bQ+Cbf81F0b/v43+Ffg4bmQoW+YqMDd2/z1pi3T8/MRRaIrs/elf2zfgm3/ADUfRf8Av6f8KcP2yfgoVz/wsfQ8f9dj/hX4JyXzvIWJwW5/GmteNtxupWiO7P3sP7ZnwSXr8SND/wC/x/wpsn7Z/wAE4wCfiPomD0/fn/CvwS+1N0JNRtcOR1OKLRDU/aj4/ftg/B/XvhD4y03TPHuk3l/daPdwwW8MhLSO0LqqjjqSQK/FK4fcxOfehpWK+tQMxaq0tZAj334W6141tvBNhFpXxt0nwjp6mQRaPd6tcQSQZdskosTAZOW4PeivAGPPtRRzEcl9T266s7OTxV8dkFvBstre6MC7BiMjUYRlfTgkcdjisu8srP8AsX4MN9mgLXHmi4/dr+9xqDj5/wC9xxz2oooXT+upP9fgbB0uybxZ8d4/sluUs7W7NsPKXEONRhUFOPl4JHHY1i6lptkvhX4QSrawh7p7gXLKi7psXpUb/X5eOe1FFFthX/r5G9No+nf8LA+O8P2K38mxs9Qa1j8pdsBW/iVSgx8uFJAx2OK57WtPsY/AfwnmS0hWa5kvPtMixrumxdgDef4sDjntRRSsP+vwOpl0TTR8Tfjnbrp9r5FjZam1pGYVC25W7jCmMY+UhSQMdAcVzeuadYQ/DH4Y3S2kKXVzcX63EqooaYLOgUMepwDgZ6Zooph/X4HX6h4f0eP4z/GqxGmWgs7HT9We0gEKhLdkcbCi4wpXtjpXHeKNHsIfgz8O7+K1gju7q/1JJ51QB5QhtwoZupAy2M9Mn1oooEr6f10Oz13wzo0Px2+Kmnx6ZZrYWOl6pLa2whURwuluSjIoGFIPIx0ridX0uwh+CPgy/jtYUv7jWtSimuQgEkiJHalVLdSBubA7bj60UUwXT5fkd/qXhLRF/aH8c6ammWa6ZZ6LqE8Nr5QEcbrpzOrKuMAhvmHoRmuGl0vTU+CGi6stlGt3J4lu7d7jA8xolt7dlQt6AsTj1JoooJTenyO/n8I6Ev7R2paQNNtX0hNCluI7YRjyt40cyBwPXf8APn15rza30mxb4D3uqfZov7RXxJBbC42/vBEbaVigP90kA49hRRQEW9Pkei2vhfSG/aE0bQDYW50abRLe6ksdv7lpTo4k8wr03byWz6mvP9J0fT5/gH4i1WS2hOoweILG3iuio8xI2t7ksgPUKSqk/wC6PSiigab0+R2+l+EdCk+Pvw10qTSrVtNvtI0qW6tSg8uZ5LNGdmHcsxyfeuF8P6Jp918FfHmpSWkUl/Z6npkVvcMuXiR/tO8KewO1c/7ooooBN/l+Z2um+D9Dm+Nnwc0x9LtWsNT07SZb23KApcNJ/rGcdy3euM8O6Bp118KfiXfy2cL3mn3enpazsvzQq8soYKe2Qoz9KKKAu/y/M7zw34H8PXnxP+EVhNpdq9nqfhyO5voSvy3EpFzl29W+VfyFfOM+FkYDkZoopPYqDbf9eZHRRRUmx//Z) | SJM 679 x308 080701 Fibula af kobberlegering
Spinkel, antagelig båndformet fibel, bøjet i vinkel. I bevarede rester af ornamentik/oveflade på oversiden, mens bagsiden viser rester af enkeltfliget nålefæste samt -skede. |
![](data:image/jpeg;base64,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) | SJM 679 x309 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af hovedplade og dele af bøjlen. Rester af nålefæse med rustspor på undersiden. |
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) | SJM 679 x310 080701 Fibula af kobberlegering
Korsformet (?) fibel, fragment bestårende af dele af hovedpladen og bøjle. Markant punkt-cirkel-ornamentik, på bagsiden rester af enkeltfliget nålefæste. |
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) | SJM 679 x311 080701 Fibula af kobberlegering
Mindre fragment af ubestemt fibel. Fragmentet er fra overgangen af hovedpladen/bøjle evt. arm/bøjle hvis der er tale om en fibel af ypen kort ligearmet. Rustspor fra jernnål. |
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FNf2Ns8KZZ2DLHuDPkHaAfbgZ4wM89K2tJ8G6zrF/ptxql75MEBKEoAPOJycKAM5zjnHQH0rP20pyXKbezjTj7x9c6Hrlp4i02K+spN8MnqMFSOoI9RWhXm3wl1SytbMaVFdCSUEs8bOWKt6ZPXjrjvXpNezTnzxucbCiiitRH51/8ABWQD7X4AYnGILv8A9Cir84nYNMC4/dKckZ7f41+i/wDwVob/AImPgBc4H2e7P/j0dfnKxLTIEXJB4GM5NbdBH1J8B/GHwUuPjd8O4NL+H3iK01aTxFpq2t1PryyRxTG5jCOyeSNyhsEjIzjGaK6n4G+MfilcfFzwDBe/BzRdP06TXdPjudRi8FLA8ERuIw8olEY2FRk7+2M0VEhRP1noooqCgooooAKKKKACiiigAooooAK8r+PnwsufiFotpd6X/wAhjTWZo49wXz4zjdHn1yARnjqO+R6pRUyipKzKjJxd0fF+l+Or7wfpt7pOp2k0GqWiEbGGJiByEOeeM9fQ13Vlr1hofhu11jUJsGa0+0LGM52bd2MZ+ZuPx4ql+2Xodnpc3h/xEIdss0jW9zIM7X27WQH3xvGfQV806t48v/F2s+RcXDWdhkARR4BUAjGD26D/APVXiVm6UnE7oUo1UpdD6P8AG3xZ0658D7bN3ma+HmBYhh0UANz9BjP175rwiW/1TX4fsiQrHb6fOWla6fCKhAOGzwenQA9elZOm6k2xRNIUZlLJFnLMAyg49MkY+gNN1ZjfOsF3J5FsF3Q2cPyvI2cDPXr1P17VyXcmmzblUU4o1m1HTA9zbaYYU+ZHnupECokeDlVJ5xz16/L9K9RufFkN34PtJtJuZDYW6Au4YozmN2AB9RnBODzzXzV9rNtfSNd2y3MqsBFYx/6sKDn5vwB5r6Q8Gxz6j4Pmj1ezhQkmWOGPAVIpAPlwBwd3T/ePtWlnZnPK0Grmr8NfElnfzw6wLu5/tG3ygt8+Wi4zztxwCD719D/D34o2Xi+NbW4eO11RVB8kuB5o9VHX8K+HL3UZvD939gsmWW+nm8uHYoPBABBxyf4ce/aug+GOi39hdfaLexluNWZzKbme5+SHc2cnnGDtPT0rfD1pQ0RnUppat+h9/UVh+C9Sn1Xw7a3FzJFLMRgvCxII7H64xW5XuJ3VzlPzg/4K1yD+1vACd/s10f8Ax+OvznO4SgA7GJwGJxiv0X/4K0fNrngEY6Wl1/6GlfnSyr5oLZ2554zW/QR9nfA3wn49t/i54Amu/jv4f1WyTXdPebS4vF0s8lzGLiMtCsfR2YZUL0JOKK5L4CaR8DY/jZ8OX0vXvG02sL4i05rWO6022SBp/tUexXIlJCbsZIBOKKiQkfsrRRRUFBRRRQAUUUUAFFFFABRRRQAlLRRQBzvxB8F2nxB8IaloV4FCXUZCSMu7y5Byrj6H+tfm940+Hup+E/E17Y3NiGvtNmKsrtt3gjgr/eUjBH4V+odeMftF/BBPiZo41PTYx/b1lGQqjj7TH3TP94c4/L3HHiKPtFzLdHTRrOn7r2Z8NL4lXQ91xJClxqkyZDyH5YQc8LnuAB+eO1U7XxIJGKWLo91KCv2hznaMHOCfbNN8X+FbvQ9iXEMkewhJFkUhl5wRg9KwksraC6CMgkgU/LHuKh/r+hrxXHoemnHfc2tF0V9a1T7fPO66dbYlubhjjzQDyqf3i33fxr0Cw+Iskj3lukMdhbSy+bceYxzy2fqf5DHSuI0K/uL7zLdpFt1Zl2bjiNIx1UfXIOePuV38nwxfVNRgijgjjhk2s25/nO1RuOecdP61S3SWxy1pb825avPC9zcapYeIbaKKy2SxCZJyWYcle3Cg4xgckCtPTfA+s6t4xu59MM2nxXcTRTM5G+FtrEMoIxjJz6n5frXqnij4dz6pptgr3E9lFHGzutvt2x4HAJJHYHn9PTM+DOgTeMdaTUxJPZWFvKIZIyuTdbRkA/UYye/P4dcafLP3Wed7acormR7f8J7G80Bn0YyNPp9tZwhZHAB8xcq3TucZ9sD1r0is7SYfJ87kAM2QqgY6D0/H860a9aK5VYiOqPzk/wCCsSbtZ8BnHS0uf/Q0r87Wj/egldwB+6e/tX6J/wDBWD/kN+A/+vS6/wDQ0r89Y1dp08skSbhtI45zW72LR9PfAT4geGrv4zfDu1t/gnpGmzya/p8aalHdX7PbsbmMCVQ0pXKn5uQRxzRXpnwf079p1fil4HbXdYv5PD66zYtfxvq9q4a289PMBUSEsCgbgAk0VLJR+nVFFFSMKKKKACiiigAooooAKKKKACiiigAooooA8h/aB+Edj448L3WoW1gJNYtl3/uhhp0HVTjqQOR34x3r4Ru/C8NjfXirZskgfB3Angemex5r9TK+dP2gPgadSvG8SaQkhywa6t4V5X1YAdQe47Hnvxw4ijzLmjub06nLoz5cm0G102KK302Mtd30ccrBW6IRk5B6c17PpGoW+l29gZV2zRmPcoO8ZwQTz04PPUkYHGK2fBPwus59Dee6RoLiJsByQrSBsblYn0GTjpx70/xBfeE/CscFwtlJq0kiSqBIzuEkCnaePl7N9MCsYU7e9JnNVqqXuxR2eraxa6rpk6OsgsriyWM3EZ25csNgH90HLnP1zXSfDPRbvQdPnkkWMC8PnpCq4EKBcLg9ztxnGR2561xHgu6u9c+GNpBdRW9ncSzme3uoE3h9pJAA4xkdO2Ca9o8L6RdR2sM9+Nk5RSYg24Lx0BPYV1xim00ctPmbu2amj27QWqhskAYUnqR6n3NX6KK6DsPzo/4KwFP7W8B5J3C1uvlxxjelfnduDSgMdoJ+9jpX6H/8FYsf2t4DywX/AEW6ODnn54+K/O7IEillLLnkZ61q9ho+p/gP8Lfh/ZfGb4eXtp8Y7DUb2HxBp0sOnppF4jTyC5jKxBmXCliAuTwM0VD8B/GvwjuvjT8O4NP+GmrWOpyeIdOS2vJPETSpDMbmMK5TyRuAbB25GcYoqBH7E0UUUgCiiigAooooAKKKKACiiigAooooAKKKKACiiigDC8SeDdM8TwoLqAJPG4kjuIhtkRh057jrwfWudvfg/pWo3VvcXKW8skUTxFvs4+YNjJIz146+5rv6KlxjLdCsjntL8D6XpnlkW8cpjIZFMaqqkADO0DGeByfwxXQ0UU7W2BJLYKKKKYz84f8AgrM23WPAR/6dbn/0NK/PGF3Nwnljc+4bVxnJzxx3r9Df+CsrFtb8CJ2Fnckf9/Er88I1/wBIQBhH8w+Y9vetOgz7h+Cvir42TfFbwLBqXwrtNO0ltasEu7xPBkcBhhM6B5PMEQ2ELk7gRjGaKyvgh4N8RW/xc8A3E/x78PavBHrunu2mQ6/dSSXSi4jJhVGQBiwG0KeCTg0VDJR+sVFFFIYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfm7/AMFZGH/CReBB3+xXH/oxa/PJdnnLvztzzt64r9Bv+CtEwXxR4ETv9huD/wCRFr8945NtwjbBIAwOxhwfY1o9hn1T8BbX4FL8Z/h22l3/AI6fWR4g077Il1b2iwGf7THsDlWJ2bsZxzjNFbvwN8efbvi94Bg/4UNoWjiTXdPT+0obG9D2+biMecpaQqCudwJyPl5oqCTkf+G3fjCzE/8ACcahyc/wD/2WpV/ba+MH/Q73/wCSf/E15NH8KfEh+Ikfgk2sf/CQySLGtv56bSzIHA352/dI71R0PwfqviDTtcvLKFZbfRbYXd6xcKUjMixggE8/M68Cr5ilY9p/4ba+L4b/AJHe+I+if/E0xv23PjCzYHja/H4J/wDE14xeeEdVsfCun+I5oQmlahcTWlvLvBLSRBC425yMCReT1q9cfDfX7TxNomgy2yLqesxWs1lH5qkOtwFMRLZwMhh16d6OYND1/wD4be+L3lrjxpfcH5jhOf8Ax2lk/bi+LxYFPGV6q9ACqf8AxNeSW/w61zUNS8R6bb2ytP4et5rq+QyqNiROEkIOfmIJ7de1Zv8Awhuqt4NbxQIF/seO9XT2m8xciZkZwu3OfuqTnpT5hHucP7cnxcVZd3jG7ZtvGUTg5H+zVdv24vi9kkeM73A5PCf/ABNeN33gHXNJXw/Jc2wVfEFv59h+8U+ahkaME8/L86Ec1PH8KfE1x8QNQ8GLaIdfsWuFng85doMCM8mHzg4VG784o5hHrP8Aw3B8YG5/4Ta+9cBY/wD4mkj/AG3PjBJIsY8b3wZm6kJx/wCO14hpnhDVtU8PazrdrBv0/STELyXeAY/MYqnB5OSD0p+qeDtY0fw7oeu3cIj07WjL9ikWQEv5T7H4ByMNxzTuB7bcftvfGK3yh8aX6sDzuVPy+7Rb/tzfF/zQZPGl4yHqNqf/ABNeUan8MfE3/CxrPwXLZoviG9lgjht/OXaxmRXj+fOBlXXvxWXpPgHXNXi12a1tdyaDD9qvyXC+XH5ix5GT83zMBx7mjmEezx/twfGEl1bxtfY9cJ2/4DUNx+3B8YGkGzxvqCovHGzJ/wDHa8hvPBer23g628UPAv8AY11evYRz7lyZwiuwx1xhs56VDrHw/wBc8P32hWt7brHLrdpDe2QEikSRSsVQk54yQeDRzDPXo/24PjEzc+ONSxgj7y/4Ujftx/GNFA/4TnUPX+D0/wB2vKoPhT4kl8Y6/wCGktV/tbQ47uW+h81cIturGUhs4OAp6de1ZVn4J1bUfCOp+JoYFOk6dcw2lxL5ihlklDlBtzk5Ebcj0ouI9mH7cHxi8v8A5HrUuvXcvp9Kh/4bi+MfH/Fdan15+Zf8K8j1fwLq+heHdB1m7hRdO11JZLKRZAS4ikMb5HVfmB61oj4M+KP+Fmr4CFpD/wAJIZPJEHnpsLFN4G/O37vvRzAelL+3B8YwpJ8d6pzz95f8Kb/w298Y5OvjzVAf+ugH9K8h0XwDrHiHSfEGo2cKPa6FbrdXzNIFKI0qxAgH73zOvApt94F1fTfB+k+J54VXSNTuZ7W2lEgLNJEELgr1A/eLz3o5hns8f7a3xf2lX8dat0/564P8qqTftnfGBlOPH+sjPpcEV51dfCrxFp/i3QPDc0EY1TXIrSeyQTKVdLkKYiW6DIYZz0qCz+F/iDU9U8U6dBBGbrw3bz3WoI0qjZHC4SQqf4iCRwOtTzD0GfEX4ueK/ileW914q1+912e2QxwyXspkKKTkgZ6DNcZHIVkDKSGU5BFbmp+BdX0/wbp3iqaFV0bULuayglEgLGWJUZwV6jiRea51WK4pNgfS/wCz/wDtIfE/Wvjn8N9LvvHWu3en3fiPTbae3mvXZJYmuo1ZGBPIKkg/WivNP2am/wCMivhX/wBjXpX/AKWRUVN2xs9eHxG8Ot+2FYeK11aE6Atzbu9982wKtsqsemeCCOlcP8MvFGl6P4U+KNte3iW82p6MtvZxtnM0gu4X2jjrtVj+Booq2SkJr/ijTrz4C+D9Eiu431Oz1nULie1GdyRuluEY9sEq35Gu28catbaL8bPhVqWoTC2s7XSfD880z5wiLFESx9gAaKKkdtSl4f8AHGiWPxA+MV9JqMSW2saXqcNjI2SJ3knVkVfqBnn0rmo/FGmD9nS+0E3cY1ZvE0F6lrzuMItpVL9MY3ED8aKKYWNvXPFWma43wStrO8S4n02zjtryNM7oZPt0rbT77WU/iK6/UPE+meEf2zPG2oatdx2VmLjV4jPJ0DyW8yKOB3ZgPxoopkta2PK/BfijS9N+D/xK0u5u1i1HUjp/2WE9ZRHOzPj6Dmn+OPFml6t8IfhbpUF5HNf6T/aP2yBc7od9wrpnjuOaKKOgWPSrPxRpPjD9tjwXqel3kd7YNc6QizRHgutvCjLz6OCD9K4nwT4u0/SbX4x2WpaglrNqGlPa2cbk/vZBeRNsXjrtVj+Booqiba2KWpeLtNv/ANmrStB+2J/a1r4jmuvsoHzLC1uihj7Ehqv/ABK8caJrHin4UXlpfxz2+l6Hptvelc/uJI5XLofdRjpRRUF2Ow8J61p/iX9oj4w6pp9wt5p17pXiCeCeMnbJG0UhVgT6givNfDvizS7X9n7xxoc96kesXus6dc29qQd0kcazh2HGMDcv50UU/wDgiS1sWPH3jDSdW+EHws0u0vI5r/S4b0XsAzugZ7pnUHjupzxnrXbSfFDw2v7aEfi8avCfDgvkkOoYbZs8gIWxjPXjpRRSHyo5z4PyJL8N/jYyldraHCQSf+n6CsDxV4q0q8/Z98D6FBepJqtjrGpT3NqM7o0kW3CMe2Dsbp6UUUdAS1Z1fiP4jeHbv47fCrXItSjfStKsdBivrgK2IWgSITAjGTt2nOAenFU/DfxC0Cx8d/Gu8m1GOO11zSNUt9PkIbFxJJcI0arx1IBPOOlFFAcpl+MbgP8Asl+BQDnHiTVAe/8Ayxtv8a8KVhuoooewonp37NTD/hov4V/9jXpX/pZFRRRUFs//2Q==) | SJM 679 x312 080701 Fibula af kobberlegering
Kort ligearmet fibel, fragment. Stregornamentik på tværs af arm g bøjle, på bagsiden rester af flig fra nåleanordning. |
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) | SJM 679 x313 080701 Fibula af kobberlegering
Emaljefibel med korsmotiv (korsemalje), fremstillet i grubeteknik. på bagsiden rester af nåleanordning. |
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) | SJM 679 x315 080701 Fibula af kobberlegering
Skålfibel. Tydeligt dyr med hoved, øjen, lårbuer og fødder. Alle flader rigt ornamenteret med tynde, indstemplede ringe. Fladen fortinnet. På bagsiden rester af nåleanordning. |
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) | SJM 679 x316 080701 Fibula af kobberlegering
Helt usædvanlig stor skivefibel, med fremstilling af romansk løve i profil, med hovedet drejet bag over ryggen og ansigtet en face. Halen snor sig mellem benene og op foran kroppen. Benene krydser elegant.
På bagsiden ses meget tydelige loddespor efter en tabt nåleanordning, inkl. påloddet øsken forneden. Her ses også et lille hul - formodentlig en erstatning for den påloddede øsken?
Diameter 45 mm. |
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) | SJM 679 x317 080701 Fibula af kobberlegering
Emaljefibel med central indlægning (rester bevaret). Herom seks grubeformede fordybninger omgivet af smalle furer. På bagsiden rester af nåleanordning. |
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) | SJM 679 x318 080701 Fibula af kobberlegering
Guds lam, typen med opsplittede ben og kors over ryggen, dyret mod højre. På bagsiden svage rester af nåleanordning, samt lidt rustspor fra jernnålen. |
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) | SJM 679 x319 080701 Fibula af kobberlegering
Urnesfibel, dyret vendt mod højre. Forneden særpræget udvækst med tværstang, måske til fastgørelse af en lille rem i læder eller tekstil.
Gilså 2021, type H-G. |
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) | SJM 679 x320 080701 Fibula af kobberlegering
Kort ligearmet fibel, den ene arm afbrudt. Arm og bøjle med furer. På bagsiden rester af flig fra nåleanordning. |
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+nF5aw39rNb3EazQTIY5I3GQykYINfE/wAeP2e7vwDcPqWjs13odxI2yNgc2zHkKx7+gJ/n18zE0NfaQ+ZvSklozwtkm0+4mSK6MDqq4WJVz83GckHA/Xmui07xZLfWv2O8jM10iFd2DjkA9BwDxXHabqF5Jq96bu0YgKYpIGOHXHTB7nr+tTrYgrOVuZra8HzeXN8u5eyg/nXnyi72kaK1ro9Y8K30Gl2csCxNJ8wZTKDuiJ747etdgkMOvzTQ2s7Jd7N8QY9cdQPyJ/OvENJ8UfZbi3W62rMzhFkjcliQRjqOc/jXp+ird6xe211a3ESTKxUxkbDt65GOjDHGPXpRdRktBcraep6F4f8AE08MCx3sCrcQP5f3cfjx1/Guy1DVY7zw5Iyths7XXOCV/wD1ZrzW51JlZvtcYivVUA8fK4PGO2efaqmv+OY9H0OSR5Ak0qttCsNwUDkkfU/pW0q0nHumRClFS80RWev30PxRur+3kMNilslquMgeYRuBB9sY/E17F4A+JWof21HpmsTLdQXCloLhR/qsbRtY9WySeT6V8XL8XDda5MGBR7ZgpaLIRlb5g4BPUluPb611Xg3Wdc+I3iy20rR5ZhMZS8kw3KsEKn/WM3p39/ypU/aQkuU6uWMldn6E28+GyDWzazeYmM14FqnxusdNYWGgouuSWzJBLceaFRTwDgn7/HPBxz1qvqH7QWt6PYuDplnFdFGdGYO6MQQNvDDB565xXrOvTj1ODrbqfSMb9eamDcc18Z6t+07rrqzy+KbDTBIoaOPT7ZJmXr13BjXA+OP2l/FSaLJPYeIL4SJk+d5rQ+YMDkKDx+lZvFQWyCMXJ2SP0IkmSCNpJXWONBuZ2OAB3JNeFfGT9q7RvAc0WleHvs+vavIfnmWUG2t1xySVyXbkfKOOeSOlfAOkfHLVfG0ZivdYuTqky5aaeVtsuCcBsk56ntzxXpWi3WnXnh2XWdUMMN6qiOKLbltqqQpGM8kgHJ5PJrOeIlZ8qsRKTpys0c3468RX+q+J5da1ON7meaQytMV3B2ycggfX9AK2/g3qredqdzDDtmYokGyQ4XcSp4PQ528YyOldL4EtrPWtNittQQpLcZfc+1kD5AKZHcZHXH3q6nwT+ztrn/CXR6jpEC29i0gFzNMdsXB4IAILEdePpxmuCnzc3Ja5vWhCtFzi7M9V+IWrS3n7IHiq4mVkkbQNQyrHOD5UowCO2eBX4taDdtZ6/YXAuLy0aK4jcT2H/HxGQwO6PkfOO3I5xyK/cP8AaIsodP8A2e/GdggHlR6BdxAYwD/o7ivw80WTy9fs5BPd2oinQiawXdOh3D5oxkZYHkcjkDmvfiuVJM546RsekeJ9a0HxV9mh8Q+KPH+ppDuaFdTgSQKcZYrvnOMgdvaisT4iX8l5p9sza34u1UR7wF8S25jWPIA/dnzpMk9+nAHWiqBH9ALDFRtUzCo2FIohao2qVhzUUnFAEbVVvrODULWa2uoY7i3lUpJFKoZWU9QQeoqyxzUbcUgPl74y/sd2euR3WreDbmTTtSxn7A75ilwAMBicg46ZJH0r5J1qzk8GzXNpq4nsru3ZkmW4cLsZRggHue+BX6qNXiP7Rn7N+j/Gzw7dNFFHaeIo0LW9191ZHAO1ZMdug3YJFclWgpL3TWMrPU/Mq6+IFwWj8uNQoc/LJ93bn5cfl1rr/CPxO1GPWo457i3sIGfaZ0VsLx94EZOe/wBam8Tfs6654V1RLDWbGfSrpR/qQgkST3R+jDjsaTVvCcOj6KFud0EMPKEON+fcd64vaxi+VrU3nQ5ldM971jxS9xZrJfXEU1rGgdpVwC+ORkj0yORj/D5z+IvxMk1TUbsQzMqgeWVikxsHyjAPf7x59fxrndY8eT2uizadbzSSliEC8sy89fY9OPpn29h/Z7/Yx1TxdcW3iDx3HNpOjL80WluClxc5xy2eY1/8ePbHBqqdBylcXMoqxxXwk+Enif4t6st/psH2LSV4v9Uuxst4wAAWz0YgAnA/HA5r6A17xV4e8H+E38M+CI5BYb9mp6zI2JL9gMYJHJTnoMD0HXMvxq+J2n2tsnhbQPKtvC9iotjbWJCLcMONgx/APbqRnnivI/OudZkVnVvK6ANyowAOD24x+laTttHbv39COZ9NzsPh/eXd9qkNlMkkunM2JFjUgbcEBiB0OT19q9K8QeOrZbgf2ik0MEYZLdolDJIjHK7v9oED8jXlHg2+XTtSju45NsURKEA4DKTzn27/AIV1FxHHrQ+z3TlWuSJFjAAH3sAA8cEY7dqxjHdo5qtudJ9Cl8UPDi3Ojx61p0Ua7irOY1Awccn6f4150zQ3FteWWqxxXF3bhRGxYnejKSCMHBPI/OvRPDuoS6fdX+hawd+l3TOnmzH5o3ABOe46/wBfWvNviN4Rl8LasmZZPs+cxsEyCo4C+xxWfLy+jO2MnPS+qPEpLO80TV3EweCMEsvGf178V7X8N/FS3jW9nd3HyCLAkUBt+G3BWH+9jkdjWRe+H7a7UNIdqMnG8ggjj04zio4dHvvDrtqWmxxtbxOpKqucOPTHQf8A16JVFfUqVJVoux9KeA7ObxF4pl0Cztt8t4iASR7dsLAZ3MO2BtbjjivtrT7T+y9MtLRSG8mNULKMbiByce55rw/9l3w/aXWkHxObKOK6nto4RIq9DglwD3/h7dz6mvdt1ejhKfLDm6s4W3seV/tPuV+A3j5sbtuiXpx6/uHr8PNHvPs+uWbiW5tgJkzLp4/fp84OY+Rlh25HOOa/cL9p5fM+Avj5c7Q2h3ozxx+4f1r8QPD/AO716xxLeQOtwm2fTl3XKncOYxuGXHOORzjmu3qHQ7f4gedrWg2htrzxlrL+cSF16LKqu08oA798Z6dqKtePPHev6Jb2R0zxh4+DSM3mHWmktQemNhWZ9x9c4xxRQSj98WXFRsKmao2FIogYE+wqF1HFWGU1DItICBuKiNSt1xULd6AGGo25zUjelRNTAw/FnhPS/GWjTaZq1ql3ayDgOOUbBAZT1DDPUV+fnxq/ZT+KFmdSOmadNr+nxuWimtblWZoxyo8sneSMdAOvTNfo21QtWcqcZO7KjJx2PgL9mz9je80j7J41+IUP9mi2IurTR5mAK4wwkuM/dAwDsPPHzYxg938bvjWLjSb+x0K4H2Xbs+0xk/vmI5weu0Z/H6des/aQ+NVlb3Fz4QshJJcW7K96QQA3y71jHqOhJ9setfLPibUPtTLIBHLBgOVjOCM84Jz9eeK4K1XX2cNuppyt6spaaEv8JPEs0yctN82BnqQPwrsU0pPsttA9wsCbikkqH5OAOfrgDnvx71zPhmK3utahtkm2faGCjc4Xj0ya7bxB5ui28lhc2kc9ux/dXMbAOASCFz6ACpSfwtnPUn73MlYrtpFpp9xBpzsiW5O83Srnj1HT6c0jeLNPstctjBatdBV8tPkCurbgByc9ufx/KNbpP7PsftJjS4jUTREgkTxEsCGx0IIyPxyelYd9Gj30clrm2RuRtUMwbB9+Fro8jk0b1PUvilp8Umn211lYozIqFjzknG4nA4yOc+9YWk2tp4y0N9D1GdFuoM/ZJt4YuCpIUn2H86stNF4r+Hgnum8q6jzhU53MjEKxH0x9cfjXA6fNqNvLbxWSf6SSWW4DYOHHI47/AErjl7qszroX6dP6sY+s+H7vQ754X4VWMY5x+J9+f1qfwRDc+JPE2l6LDh47u4jjmUE7SufmJ+gyfwr0q0W2+JmivNJAF1uyYLcw4wGPPzYHUHHI7flXZ/sn/CObUviNc+I72JksdM3GJSPleYgqBn0AzXFCHtaige5zqnBy6n194T8N2vhHw3p+kWUYjt7WJYxgYye5/E5Napp1I9fT2srI8Q8o/afA/wCFBfEDPT+wr3P/AH4evw80Wfyde09vNu7dUuFPm6eM3C/N1j5Hz+nI5xX7h/tR/wDJvvxCPT/iRXv/AKIevw+8PyeT4i05xJexlbhG8zTTi4X5hzH/ALfp74oW5XQ6b4n6gt/Bp4GqeLNQCs5I8SJhV4HMfztz6/hRXR+LtS0DULe3XxNqHxEukUsYF1UxsoPG4rvY+2ce1FMhH74mo2qVqjpFET1BIMA1O9QyUgKsnc1Ax5qd6rseTSAY1Qt3qVqiamBGx6VGx4p7d68u+Pvxcb4S+EUurazN7qd87QWqk4RGxks3fAHYd/SolJRXMxpOTsj4Q+N3iNNe+MXifVIHW4sZr51jkjO1ZEU7OMHn7oOc84z3rl7G+CWjZlkeKQFTuOWjIPGQTnHv7VL9nWO7dbmaS4JXmTbkq2D19Tx6965y8uJ9LkMoRJOqyoR99TweteCpc0mz1pR0sdVqVrDpc0apP55MfmdMFc9aJPFVzeK0eoX8wVUykcgyDjHOT+NYWk6zY2rSRzBpbW7QxxOQfNibGdmcjjGfqODVuGE6PeQym5i+z3SlHkljEjmMk7vlPRhwf5GnHmUr3JdOEoWa1NzTtajuIBPGA0cUbEoXweTjP1zg/hWr4euhcXhuX8uURjjecqD1GSOorV8Px+CptJjtL51sZYo0iLSKwSU5PzqQPxOcdapzx6Nb61bzpNHd6crFW+yEhUJLYDA454H4flXXzS7nkyjD+VnVaLqEckl7p7GGO2vsskaISqEJyfoRk1yOvyzaTcW4WPMkL7YVRMKNuNp65J+pz1rak1KxjutO1IQxgtIrrEpA4Pr6jhqd4oubOe8iZZftQLsdpAaJSxxknn19/wBawm/daky6WlSLitDtPhnoZubV7qQm3l3BpvLwGkJyTj1GRivq/wCBOlmx8ExSuI1klOJFQY+ZeCT9SSfxr448JaT9jk03WLW5XbFJhLiTiPoAU5HTJIx3wfTj7h+FaWi+C7FrMsUlBlfc5b5mOTz6ciqwPvVPe3SOmvFJtxejOtprCpO9Mf1r2zkPLf2o1Qfs+fEDeMr/AGHeD/yC9fhr4fy3iCwIN4rfaEIOnjNwDuGPLH9/096/cf8AaskMf7OfxCYdf7DvB+cLCvw20M7ddsQfthHnrn+zz/pHUf6v/a9PejqHQ6/4rNL5GnCSXxc43PgeKEKr0X/V8nn1/CipPHWg6jri2Q0vS/Gl4Yy+/wDtuJpQucY2bV46HP4UUyU1Y/oOao2+WntUTHigojbvUEjVK1V5DSAryNjNVmqaU1XZqQDWJqJjT2bNRvxmkAxm718bfGP4gP48+Kh04KJdG08tEI2yOBuErezE4x7AZr6O+Ifxg0PwA5s55ftGrtH5iWcfUA9C56KP146V8VeJvEKaX4sudQdSpvmMrGPPBJ5H0zzXnYqpGS9mnqdNKMo+/YqfEjwMvhe1u9SsAtxp0wwzNyUbPXPY9fzrxa+1G3kuvKLeVIo+bPfrjOfpX0reXtt4k0G50O4hylxCDA0P3lZeQxB74Ar5r8XeB7vQtSuLe5YsknMEu3BkPTGcferzIKztI74SU0cZrd1JuDWzMqRtu3Rj7rdiPSut0Txhaa9Bb2N5Ek+qSJ5ZldfvAHhs5ADfTr6ZrkWims2mEi7m3HBXDYHpWdcwMGDRjbuOd2RuA/x4rssmrFOPVHp2sJf6fZwzxztLDhQ0e354lBxjvgc/rU9jqy6nscwSQ6lkCXjEUo67sdm6Z4wevBHPKeFdavTZyfbZWnSZtvKne4Bz6fNxjntkV1194gF9b2kK3Vu8H2fEUKgKYWTGBuHPOMe+fxrKXYcVbeOv9fedE1+htUSaURpboQskinPc49+S3tV7TtNPia4MJV4rGNQ8zL6dQB9efrjtXI2evCXy/wC0kZ15aOOEB14+9nuMFsgnFdL4f8XQXmtR20BYKy4SIMWx8pxyffv/APrqORtXZ59Wpytwhse86XJbnQzbxfvbONTE1tIowm1QFHH5Y/HvX1H8DdNl0v4Z6RDKcvtZuucc4xn2xXxlofieW+s1aN0ke3kV7lLdgRlslQeeeFA4r7J+F/jzStVsbfSY50W5jX91Hkcrzx9RzXRg6kVU5ZGcqMox5z0SonqWopK9swPJ/wBq9sfs3/EL/sCXX/opq/DzQVLeIrALHeysZ1Aj044uDz0jOD83pwa/b/8Aatl2/s4/EPv/AMSW6H/kNq/ELw/C1x4jsI0ivZmadR5Wm/8AHy3PSLg/N6cUuodDsPiBqeq6Eln9k/4TTRvN37v7eumAkxt+5hU6Z569RRVT4paa+nJppk07xbYb/Mx/wk/R/u/6r5F6Z569VopkrY/oUZqjZqC4ORnpTWagZG7V5p8Vbvxlb6z4X/4RUXDWJuh/bPlwxOBaebCGZN4z5wycAceWZzgusQr0iRqrSNxQM+Xdb8Las2j+O7RfB95dWOtXdsmn+XZGFbGVopkluWt/OZpHiAR/ODDzZHQDYE8wei+GLO5sfi9qU62WtGxudCsoTfX7O8TTRmQkfMxCtsdM7QAW3Hrk16hKeahNIAqK4cJGzHkKM06mn5u2RQB8FfGS6vPEXii41qKdri4ZnZoic/IMgID2AA4z615j4xuNRutLMiWTMYc7i3LKwODkemK97+MfgkeC/EkwmKm0MnmQBWKExsc49+Bg9uKveD/h/B48vrGaw3pZNue5eSMZjXpjI4yTkYPPX048GVKXtbdTenX93lZ4x8MfOv8AR01CXTdSuLO3RsXUEchjJ3DA3KMA84xz0rq7z4Pa38Qlhj0nSrttOndml/tAGGJVYdVZxkEHj5c9a+ydH8P2ujafbWFjAttaW6COOKNcBQK2bXSx1xXp/VIyd5MzjLld4nwN4i/Y18a2+mXEtjZaXqM0jblt47vEq8cfM6Kv681w9j+xP8UtUYs+kxWiSv5ZW5vIvkXj5jtbkfTJ4r9PP7PX0qaOxVe1arDU1sa/WKh+ffg3/gnb4ovLjzvEvi620vy2Bi/s1HuZPQ5LFAv1+au98O/8E29BhtJRqXiq/ub1n+WaGBVTZx1Uk5Y49eM96+0Y7FfSrlvaBe1bKjTWyJlXqS3Z8g6/+wDbLcWA8M+J7i2tY42jlXVFErrnunlhRjk/LgfWuH8b/sHeKfCNh/aegatb+IRApaWzjgNvMRzkAEsJBjtkHI4zX6BLCFwaf5Y9KiWHpyvoRGpJan5K+GdSkstaTTYrUWoEgkn2gIxIGADjqWyoH0r62+Eeg6iPF2iXttIs8Ezh7iOFADEAcnd9Pfr+Ar1vW/2WPhxr3ii48QXOiSDU7iXzpHhu5UQvxzsDbf07n1ru/C/gbRfBVm9ro1hHZxud0jAlnc+rMSSep6nvXFTwPJLmbCtWnUduhf5qGQVeaHmoZIq9Jog8V/a0Yp+zj8QiOD/Y9z/6Aa/Erw9G9x4i0+IQ312XmUeTprYuX56RnB+b04Nftp+2B+7/AGb/AIgY6/2ROP8Ax01+Jfhu3a88R6fCtnfX7STKotdMbbcyc/djO1sMe3yn6VPUHseh+ME0LTYbdfEegfEG0Zw4tm1a/RQSAM7Q9vyBlc49RRWF8VNFk0htN83w34q0DzBJg+Jrgy+djb/qswRYxnn73VencoJWx+/y31ruZhNHk9fnFOOoQf8APZP++hX89b6peqCDNKADgjcetJ/bF7uUGeXbGcAbjx6/yqtR6H9CEl9D/wA9V/MVXkvYf+ei/nX8+Umo3fBM0uRwfmPFCatexuSJpTjgjcceuKWoaH9Ahu4m6SKfxpnnRn+Nfzr+fxNc1CNTGLy4VGPzKJGwTxT21++37zdTGToGZySKWoz+gDzIz/Gv505Wj/vCv5+Jtf1W5ZmlvrlgTklpW6/nTP7cvo42CXE+0jDfOcE09RH74eLvBfh3x1p6WWvabb6nbo25FlyCp9QwII/A1dtNJsNNs47SyghtbaMYSKFQqj8BX8/j63qDKF+2T7R0XzDgfhUY1u/VuLy4yP8Apo3+NHnYLI/oMW3jU9RVhDGo6iv57ZNe1CXAN5Px/wBND/jSHXdSj4F7cjt/rW/LrTuyj+hQzJn7w/OlWZP7wr+epfEGpc/6fc8jH+tb/Gm/29qPAF9cj/tq3+NFxH9EEUyf3h+dWo7iP+8K/nXj8Q6krYF/dDdwcSt/jSr4i1RMkX91k9xM3+NHMxWP6LPtUe37w/Omm6T+8Pzr+dc+JNUxzqF1yc/61uv51H/b2on/AJfbg/8AbVv8aOZhY/or+1x5++Pzp63Uf94fnX86Da/qJGPttzj081v8aZ/bV+f+Xu4P/bRv8aOZjsf0ZNcRckuv51XmuIsf6xfzr+dVdZvl5F1Pk8D5zTH1a9kJLXMzFuuXJzSuwP24/bLvIV/Zt8ffvVydLlA+b1Ffif4bszqXiKwtfsF9qhmmVPsemttuZs/wxnY/zHt8p+lUZLmeQYaR2HuTUPv3qet2HSx6p4s+EHiW++zHRPhz44sgu7zf7Vje63dMbdtvHt75znOR0xyV5V5jbs7j+dFMWp7j4t8QWniXw78RNbtC5sr3xfZ3cQkXDbHTUGGR2ODWV4s8e6TrR8dGATEax4li1W1DIBmEfbM7vRsTpx9fSiiqJSJ/E3jzTPEeoeLFtPNLax4sj1W23x4zDm5+9zw375OPrVzxt4qsdJ8SeNNPmDm4PjNb9Pl+Xy4nuVf8cyLx3/CiikFjE13x5pV+muCNpGN34nXVYv3eB9nHm9fQ/OvFa2peJrO80XU9biBFlJ40F4jbPn8srI449cdqKKY7IypPH2kNeXEmZFR/FcerLiP/AJdwXyfY8jik0jxTY6heWNjbs/nTeK1v0UoQPJYqBn3z2oooCyJ9Q8WaZpmtLa3BKTWXi+XUJsR5HkhkB/HKHiqej+ONHsbjTGlL7YPFa6tJ+7z/AKOCnP14PFFFAJIl0jWrbTdD8N6xPkWVv4vlupGVMnYq2zHj6DpUej+PNGsrzwvJIW8uw8VzatPiInFsxtsY9T+6fj6etFFILFz4W+I9PuPEngHTFUtcp4zS8dSnHku1sq8/VG4rL8M+MtI0dfBkd1vB0rxPLqd3tjz/AKOfsmMep/cycf40UUBbUk8F+PNH0e48Btdl1XSPFE2q3ZWLcRbt9jxj1P7iTj/GtHwvrlh4f0X4cazfjFjZ+Lru4uWRNzeUi6e7YHfjdxRRQFkUvBfjrSNFj+H5vN5j0TxPNqV4ViziBvshX/eP7iTj/Gp/hbr1lda18ONJXJvLbxVJdygpx5chs1Tn6wvx2/GiigGkVPBvjzSdB/4QAXbSZ0XxHNqd3tjziFvsmMep/cycfT1qPwb470rQ38Bvc7z/AGNrk9/dKqZ/dObfBX1P7puPpRRSuOyNLw3r1n4b8M/D3VLwuLa31zU5ZGVNxI8q0HA71m+EfHmk6L/wg32nzT/ZF9d3F1tTPyyeXtx6/dNFFArGn4D8RWeo2uhaXEGNzp+j+ITPuXj95YzlcHvwK8jaiikwW4lFFFBR/9k=) | SJM 679 x321 080701 Fibula af kobberlegering
Hovedpladen af korsformet fibel. Små halvmåneformede stempler.
Passer sammen med x322 |
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) | SJM 679 x322 080701 Fibula af kobberlegering
Bøjlen fra en korsformet fibel. Små halvmåneformede stempler.
Passer sammen med x321 |
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) | SJM 679 x323 080701 Fibula af kobberlegering
Fragment af korsformet fibel. på undersiden enkeltfliget nålefæste. |
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) | SJM 679 x324 080701 Fibula af kobberlegering
Fragment af korsformet fibel. På bagsiden rester af enkeltfliget nålefæste med jern fra nålen. |
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) | SJM 679 x325 080701 Fibula af kobberlegering
Fragment af hovedpladen fra fibel - evt. korsformet? Enkeltflig på bagsiden. |
![](data:image/jpeg;base64,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) | SJM 679 x326 080701 Fibula af kobberlegering
Foden fra en fibel - måske korsformet? Helt afgnavet og korroderet. på bagsdien rester af nåleskede. |
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) | SJM 679 x327 080701 Fibula af kobberlegering
Fragment af korsformet fibel bestående af del af bøjeln og foden. på bagsiden rester af nåleskede. |
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) | SJM 679 x328 080701 Fibula af kobberlegering
Lille kort ligearmet, hel. Rester af ornamentik på arem og bøjle. På bagsdien flige fra nåleanordning, på den ene rustspor fra jernnål. |
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) | SJM 679 x329 080701 Fibula af kobberlegering
Lille kort ligearmet fibel, hel, kraftig korroderet, men enkelte partier med bevaret overflade og fureornamentik. På bagsiden rester af nåleanordning og spor af rust fra jernnål. |
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) | SJM 679 x330 080701 Fibula af kobberlegering
Lille kort ligearmet fibel, kraftig korroderet, rester af bevaret overvlade med bl.a. fureornamentik. På bagsiden rustspor fra jernnål. |
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) | SJM 679 x331 080701 Fibula af kobberlegering
Skålfibel - meget smal og hvælvet i forhold til længden. Angiveligt glat overflade uden ornamentik. På bagsdien gode rester af nåleanordning, med kraftige rustspor fra jernnål. |
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) | SJM 679 x332 080701 Fibula af kobberlegering
Skålformet spænde, fragment af en type JP 12. |
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) | SJM 679 x333 080701 Fibula af kobberlegering
Ligearmet fibel, fragment. Stora Köpinge typen. Simpel streg- og geometrisk ornamentik, dobbeltfliget nålefæste med rustspor fra jernnål. |
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) | SJM 679 x334 080701 Fibula af kobberlegering
Emaljefibel (?). Helt bortkorroderet overflade og ornamentik. Bagsidens nåleanordning svarer i type og placering dog helt til emaljefiblernes, hvorfor der nok er tale om en sådan type. |
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) | SJM 679 x337 080701 Fibula af kobberlegering
Emaljefibel. Fiblen består af tre dele. Nederst/bagerst en dåseformet skive med små udvækster. På bagsiden af denne rester af nåleanordning. Nederst i dåsen en lille skive af bly/bronze, se konserveringsrapport, som underlag for selve emaljeskiven. Øverst løs skive med motiv i celleteknik.
Motivet består af fire små hjerteformede figurer, to lyseblå og to grønne/turkis, anbragt i korsform på en mørkeblå baggrund af emalje.
Hele stykket er af usædvanlig lille diameter. |
![](data:image/jpeg;base64,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) | SJM 679 x351 080701 Fibula af kobberlegering
Mindre fragment med muligvis to dyrehoveder. Der kan evt. være tale om et firkantspænde med gribedyr? |
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) | SJM 679 x363 080701 Fibula af kobberlegering
Del af fibel med rektangulær hovedplade og affladet top af bøjle. På bagsiden rester af nålefæste og jern fra nålen. |
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) | SJM 679 x364 080701 Fibula af kobberlegering
Korsformet fibel, hovedplade og del af bøjlen. på bagsdien enkeltfliget nålefæste og jernrester fra nålen. |
![](data:image/jpeg;base64,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) | SJM 679 x365 080701 Fibula af kobberlegering
Bøjle og fod fra formodet korsformet fibel. |
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) | SJM 679 x366 080701 Fibula af kobberlegering
Kraftig bøjle fra fibel - formodentlig en korsformet fibel |
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) | SJM 679 x368 080701 Fibula af kobberlegering
Hovedplade og del af bøjlen fra en korsformet fibel. Rust fra nålen på bagsiden. |
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) | SJM 679 x369 080701 Fibula af kobberlegering
Næbfibel, fragment. Dobbeltfliget nålefæste på bagsdien, med lidt rust fra jernnål. |
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) | SJM 679 x370 080701 Fibula af kobberlegering
Hvælvet knop. Midten af en ligearmet fibel?? |
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) | SJM 679 x371 080701 Fibula af kobberlegering
Urnesfibel - fragment. |
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) | SJM 679 x373 080701 Fibula af kobberlegering
Skålfibel, fragment. Tydelig maske. På bagsiden enkeltflig fra nåleanordning. |
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r/KSskY4LD1HuMV+5S18k/tSfsUj4gXF14o8FxxwavJmS604YUTt1LoegY9179ueKzlG+qGmfnddRzrHbTwyeZCOQ6HG09fw/oa9g+G/wAaNUutJk0a+kDG1jEhuC253jUgbc+nIPX1xXn2oeE9Y8A6xNa6jps0UkbFLm0nQqc+hUjINUFittN1KC/twxtGByjZCkHIOR6jkfhXDUgn0L3R9SaLr0tzONYvLgWuj3DAtKsp3ABCxAOM9Dn0yK9v+EN9c6Yt0vmRXWnyuJEmjbLLnpkDgqQw5HpXxj4L+I9ncLF4Z1lAuj3LMkF0vJicggZHU84H5c19G/A/WP8AhGNWm8O3d+s621rj94wHnfMiqOnBCgf99fSvMqRcd0aL+v8AgH1Ho/xJm8L3T3cbBrZV/f72xG+OpOOn17V7V4T8eaN42so7jTLxZSy7vJb5ZAOMnaecc9a+NJvENzp6zWwgUQujbvPA2Hg4z6DP49PXFbngS8hs9GRLe9ks/szkxR9GjychUOOgGMDsMCujDVZ04vT3TGpbmt1Z9oLS15p4H+J0UlnBBrFx1A8q9fA3j/b9D05r0sMGAIOQehr2KdSNVXiZNNbhSGlpDWohprN13/kF3H+4a0WrN17/AJBdz/uH+VAj+cfxwwfxVrB6A3cx6Y/jPavVv2eI/i/Joeqn4b2Fnd2H2hRdNc29jIRJt4wbgFhx/d4ryvxnGF8Taszyc/aZTjGT988Vv/DjRvh9qVjdy+LvE2taDdJKFgi03S1u1kTHJLGVNpz2waqOxEz2LQrf4jQ/tf8AwSb4j2tva6o3iXSPs4t4rWNTF9vjGf8ARxtJ3buvP4Yoq5+z74d+DcH7QPwzl07x14ov9UTxPphtYLjQY445JRdxGNWf7QSqlsZIBwD0opMcdj9lHWq8i1cZahdaRZRkWq0iVfkWoHSgaKLLUTLVySOoWSgogxTlFO205VpjHxrV+1iqtCtaNqtBJzXjj4O+EPidbiPxHodtfyBdqXO3ZMg9nGG/DOPavnT4jf8ABN/wzqXhvUj4V1jUodX8otaw6jKkkLP12lggIB6A84OK+wouKtRmk4qW6Fdn4b3PgufwP4mvdF8T2Utlq2l3JRreTCsrKQeAeCecg5wRyM5rpfDOrz/8JBC1vI1xcNeKGkkY7vMP3dzE9TtOPTHev0h/a6/ZY0z49+FX1LT7dIPGemxlrS4QBTdoBkwSHvn+Enoe+Ca/KTRNQv8A4e+LI7fUI5reeK/VLyOYFSuxiMMDyCDn3rza1F8176G0Ze7ors+67jUXu1jlcZXAz1xnHX/PpTbLX7azkuVvHdYpsFWAJ2vxnjt9a5+PxALiwt5oisqOisGB4YH0H0NS+dby3sHmSxokxCFzg57f0xXnUovVSRNWa0cHqeh+D/EsmseHrqxF2QYmZEOOVUnPU9vevUfDfxQ1TS1FvbXxl8tdxtJArjgc+4BOehrwhrGLw3LENLu8GTcS27cQpGSDn9KPtUr2LxwbjOAWW5jbBBPfJ7c//rp2Sk50nYUZSSUamp9l+Dfipa+JZIra5h+yXEgAWQMDG7eg7gnsOenXPFdzXyF4I1CWSxa3u7pReqnnKzL/AAnoVPGf8f0+jPhp4nm8QaTLFcP58trsUXGMGRSvBPvwc16uHrOfuy3M2de1ZfiD/kE3X+4f5VptWX4gONIuv+ubfyrv6C6n843jIeX4k1SM8st1IG+oY123wf1O+sdPvltfhdp/j9HlUm4vLO7mNvgfdBhkUAHrzk1wvi9jJ4o1RmO5mupCfxY16B8GY9Xm0/UDp3xbsvh1EJQGtbnULu3Nwdv3wIUYEDpknNOOxE9jsfh3qV1fftcfBd7jwJafD+UeKNHX7FZW1xAsy/b4/wB4VmZiT1XI44oo8ALqEf7XXwWXUfiBb/ESb/hJ9H26hbXVxcLCPt8f7rdMqsD1bAGPmoqWVHY/cFqiZasEVGy0iiqyVC0dXGWomWgCi8dQtHV9kqFo6oZT2UqpU/l0COgoIVxV+Hiq0a81ZjpklyNqtRtVKOrUdIRajavzv/4KcfAWysbvSPiXpNqlu97L9g1Xy1ADSYLRynH8RVXBP+yvqa/Q6OvOP2l/h/B8TPgX4w0WVUMv2CS5tnfjZNEpkQ57crj6E1nUjzRaKi7O5+av7PXiVb7w28M0skzwFo1jnbJyFyApPOcV6gpN00GLZSAxYkHpkf8A66+X/A2oDTfD9/JZ3Wy9tCt40TAggRtyVPoRtU+vzegz9aeFrcX0UF1HjayZ4bI5A4rw6k1B3SB0nN2voOtLe2ezltYY5ftZ2hZR91cZ6ZPTrW3d6na6FbK07LKyrhV7scYwKp69r8OhQqI8SXsh2QxqCxckdABVHwDFLfa5fy6kmy7twRFHMf3ZbgFwcnPQrj/aJ+vLKTqSu9jojFUY+Z6N4NvJoXuJL2Ii5u4l2iMBltwv8Gc43Nk8e3tk/Svwc0VNN8OzXSGUpeSBkEowQqjGAOwznA9q8R+HPhRvGnicWBjktIox58t1ACygA8DLdc5xjHHFfVFvbx2dvFBCoSKNQiKOgAGAK9XB02/3j26HNU3HHpWV4kbbo12fSNv5VqtWR4k/5At5/wBc2/lXqvYhbn84HiRidZvXI5eZj+prpPh3rXgDS7O7Xxf4X1jXrppAYJNO1ZbNI0xyGUwvk575Fcz4jIbVb3g/65sfma9X+AcfxQOj6m3gIaJ9j89ftDan/Zu/ft4x9q+bGP7vH40LYmRa+Deo+FdW/ax+DkvhHQtQ0HT18VaOstvqF+Lt2k+3RksGEaYGMDGD060V6j8MPiv8WfCn7THwp8N+KLvRUXU/EelJJHY2WmTBoXvI0YeZAh2n73Qhh144opMcdj9jKaafSUFkTLTGWpitN28UwKzLTGjqyVppWgCp5dHl1Y2Um2mBEq1NGtIFqVVoAkjFWY6hjWrMYoAmjqfaHUqwDKRggjg1CnFTpQB+X/7aH7NcPwN8eQ+KvD8X2fwfr7SReQFzHZXTAkx/7MbAZX0+YY45xvAfiQ2mmy2fh68hS9YtL/Z+pIyqhHGI5F425GQCDwT+H6afE/4a6L8XPA+p+F9eh82wvkxvQDzIXHKSISDhlOCPy6E18F+IP2K/if8ADPxdbT+HbO38Z6LblRbXcMyQ3EaDPyvE7DnoOCwwOeuK8zEYdy1ii4zcdUWE8Py6JZ2eqXQIuGQSyGM5ABwWVQSAV4/HHrXdeBfh74l+IF4DoV3azWpCvLc3URWFAGwORyScH16dutdz8Of2ede1m3t7fxRpw8P6VakFLf7Sks74csANhZQuAoyTnjpivpDwv4X03wfo8Om6Xbrb20fPqzN3Zj3NY0cLJu9TRDlK60MP4a/DmL4f6bLG14+o39wQZ7ll2g4zhVXsBk/WuwalpGr14xUVZbGIxqyfEnOi3n/XJv5VrNWR4kONFvMdfKb+VMFufzgeI0Mes3ytjiZhkHI+8a6X4e6L8P8AULG7fxh4p1fQ7tZAsMOm6St2jpj7xYzJg57YrmfEUm7WLzdgjzX+7/vHpXofwdm1W30y+/s/4S2XxFjaYZurmwu7g252/cBhdQAeuCM047Cmbvwb07wppn7Wfwbi8Ia1qGu6efFWjtJPqVgto6yfbo8qFEj5GMHORyTxRWr8PJr6b9rr4Ltf+Abb4ezf8JPo2NPtbW4t1lX7fH+9KzMzEnkZHHy0VLHHY/cmiijNMYUmKWl60xjCtNK1LSYoAhK0m2pStJtoAZtp6rS7akVaAFVanUUxVqVRTsBItTJUS1KtICUUvamA0oNAC0q0lFAC0lFFADDWP4n40O9/65N/Kthu9Yviptuh32enlN/KkT1P5wteupG1K8yxJM7/AM69F+DcOq3Om3slh8VdM+H4SYbrW9vLmBpzj74EUbAjtyc15trmG1S754MrfzNdX8O9U+H+m2NxH4v8L61rt40uYZtN1VLRETH3Sphck5zzkfShbCkfQvwX8AjWf2j/AIXavqfxt8NeJr+08SaY8cDXV5LPMEu42EUZeHGWOQASBk9aK8z+Dd94X1D9rT4OSeEtE1DQdPXxVo6yW+o3wu3aT7dHlgwRMDGBjHbrzRSHHY/d3NL6Got1LuqgJactRBqerU7APopM0tVYYm2m07Ipu6gB2KetRhqerUBclWpVFRKalU07CJVp9R7qdupWAfupc1Fvpd1QBKKdUKtTw1Ax9FN3UFqBjWrC8Xtt8O6gf+mL/wAjW2zVz/jaTb4Z1I/9MH/9BNJ7CW5/OLrH/IQuP+ujfzr2P9n9/iuui6kPh/fWdppxuV+0i4u7GFvM2jBAuCD09OK8Y1R919P/AL7fzrrvh/pfw9v9PuH8YeI9c0a9WXEMOl6Wl0jx4HzFmmTBzkYx6c0ImWx6/wCE5PHMn7ZHwYPj69t77V/+El0bypLa4tplEP29MAmAlQc7uDzz9KK5n4L2Xhew/ay+DsfhPVdS1fTj4q0cvPqlktrIJPt0eVCrI4IxjnPc8UUio7H0dJ/wVw8aKFK+DtC990k3/wAVTW/4K5+NBjb4M0LPcmWbn/x6vhl/COtrqOpWB025N5pqSSXsAjJa3WM4kLj+HaeDnpVKTSb6PSodTe1mXT5pnt47kqfLeRApZAe5AdSR/tCq5RXR95D/AIK7eNh/zJegn/tpN/8AFVIn/BXbxqVIPgzQQ3GD5k+Pf+KvhVfB+uPr0GiDSro6vOqPFZeUfNdXQSIQvXBQhh7GqcOj39xpd3qUVpNJYWkkcU9yqkpG77tisexOxsf7po5Quj71k/4K8eNw3yeDNAx7vP8A/F0f8PefHHGfBmgf9/J//iq+D5PDuqxyaWj2Fwr6ogkslKHNwpcoCnqC6svHcGpm8K6wLjV7YadcGbSFaS/QIc2wVxGxf0w7BT7miwXR91N/wV58bKR/xRmgkY5/eT//ABVN/wCHu/jjaT/whmgZz/fn/wDiq+DJtF1C30m11SS0mj066lkhgumQiOR0Cl1B7kB1z/vCr6+CtfbXDog0m6/tbyftH2Pyz5nl+V5u/Hp5fzZ9OaLBdH3EP+CvHjr/AKE3w/0/vz+v+/S/8PefHfbwb4eH/Apz/wCz18Gw6NqFxpFxqkdrM+m20yQS3IX5I5HDFFJ7EhGx/umrKeFtYa60m1TTrg3OrKrWEflndchnMalB3y6lR7iiwXPu9v8Agr147WNSvg3w9kH5stPj/wBDpYf+Cvvjxt2fBvh0Ac/en/8Ai6+ELXwzq90NXWLT55P7KQy3+1P+PdQ4Ql/QbmC/U1FNouoWul2mpyWkken3kskEFwwwkjoFLqD6gOmf94UBc+9G/wCCwHj35CPB3h0A9cmf/wCOUx/+Cv3xC5A8IeG8544uP/jlfD8fgTxA+v3GgjSbk6zbJJJLZbP3iKiGRyR7KC30FZseh6lPotzrMdpK+mW88dtNdAfIkrhmRCfUhHP/AAE0WYXR93f8PfviK3Twl4ZB/wB24/8AjtB/4K+/EVT/AMin4ax/u3H/AMcr4bXwbrr6jotgumXBu9aSN9Oh2/Ncq7lEKeuWBH4VHb+FdYvo9YkgsJpU0ePzb9lGfs6+YI8t/wADZR+NKzHdH3L/AMPfviTj/kVPDGf+udx/8doP/BX74mdvC3hcD/rlcf8Ax6vhS68O6nZaNp+rT2kkenag8kVrcEDbK0ZUOB9Ny/nWh/wr/wAR/wDCUXnh3+ybj+27NJZJ7LA8yNY4zJITz2RSfwo5Quj7aH/BXz4nsQB4Y8L5z/zxuP8A49Syf8FfPiZtIXw14ZBzwxhnx054831r4XXw7qTeHZ9cS1dtKhuUs5LrjaszKzKn1Kox/Cry/D/xFJ4g0fQxpc39q6vHBLY22RunWYAxEc4+YEYz60uULo+z5f8Agrt8VWUbfD/hZT3/ANGuD/7WrF1//gq58WNb025sm0jwxDHOhjLR2k24AjHGZjXx/Y+FtWvrHV72CzeS10gI19ICMQhpBGuee7EDj1qyngHX5l8OlNOkb/hImKaX8y/6URL5WF54+cbecUcoXRgzSmaRnPVjk12vw/8AioPANhc23/CJeGfEJnk8zztc083EkfAG1TuGBxnFcdqFjPpd9cWd1G0NzbyNFLG3VWUkEH6EGq9O/YGk9z6l/Zz+P76z+0J8L9P/AOEA8D2K3XijS7f7RaaMEmi33cQ3xtvO1hnIPYgUV5T+yz/yc58Iv+xw0f8A9LYaKQJJbHYaLq1rrHxc+NV/Y3CXVld6Xrc0E8ZysiNJuVgfQjBrg9T1ywuPgX4f0pLmI6lB4gvriS2B+dY3gtlViPQlGH/ATRRVXItqd9a+NdEj/ab8M642p26aVb2WnRzXm7EaMmnRxuCexDgr9RXBaB4gsLX4LeNtKkuo0v7zVdMmgt2PzyIi3W9lHoN65/3hRRSuHKjoPE1/Hp83wRu7h1hgg0mGR5G6Kq6lckk+2BVtvGWjr40+ON0uoW/2fWLK8jsH3cXLPfwuoT1yoZvoDRRTegoxujlNf8QWFz8DPCGkR3Ub6jZ61qU81uD88cckdqEYj0JRsf7pr1Xw54k07xH+1Il9YXUV5aS+HmhWaI5XemilWH1DKQfpRRQmEloeV6H4i0+3+Bfi7R5bqNNSuda024htmPzyRpHdB2A9AXXP+8K6VfGmjx+MvgfdDUITBotnZJfyE8W7JqE0jBuOMIwP0NFFFyuVEPhnxdpVtcfGZpNQiiOsafNFY5PFwxv4JAq++1WP0Bqv4qnEf7Pvw+2nAGtauCf+AWdFFCJtqjtv+E+0GP8Aag8Qa9b6pA+i3thexR3QyUkZ7B4wo4zkuQB74rznT/EWnWv7P/iTQZblY9Yn8Q2NzHaMMO0SQXKsw9gXUH/eFFFK4KKOy8O+IrDW/i58A1sLpLltPh0u0uQn/LKZb2Rih98Mp/GsDQfE+m6JZ/GazvbxLe61OyNtaRsDmaQahC5UY4ztVj+FFFF+o+XWxkeJ/FGmXvwZ+Hujw3SSahp17qUt1AM7olkeAoTxjkI3T0rvrr4j+H4/2lPGfiMalC+jahZ6nFb3m1trmWyljiwMZGXKjp3oopXY+VHL6bs/4Zc15d6knxbZHIz/AM+lxXRQfELw/H8ePhTrzakn9kaNY6LDfXW1sQtDEglBGM/KQegoop3sJRTv8zkvC/jDSLHwP8WLGe7WK71iK2WwjKsTMVvEkYA44woJ5x0rrPC/i7TNZ1T9nfS7S6WW90e+Ed7GAw8ln1IuoJIxypB4z1oooi9UhSirN/1seR/Er/konij/ALCl13/6atXNj9aKKk1PUP2Wf+TnfhD/ANjho/8A6Ww0UUUAf//Z) | SJM 679 x374 080701 Fibula af kobberlegering
Foden af en fibel, antagelig korsformet fibel |
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) | SJM 679 x399 080701 Fibula af kobberlegering
Skålfibel, fragment. Maske i enden. |
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) | SJM 679 x403 080701 Fibula af kobberlegering
Lille, kort ligearmet fibel, Hel. Rester af nåleanordning med rust fra jernnål på bagsiden. |
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) | SJM 679 x405 080701 Fibula af kobberlegering
Korsformet fibel, hel. Slank hovedplade uden sideknopper. Overfladen ganske korroderet, men dog med oprindlige flader flere steder. |
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) | SJM 679 x406 080701 Fibula af kobberlegering
Urnes- eller fuglefibel, ældre middelalder. Fragment. |
![](data:image/jpeg;base64,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| SJM 684 x01 080701 Fibula af kobberlegering
Fragment af en bøjlefibula af bronze. Fragmentet er foden og en mindre del af bøjlen. Bøjlen er profileret og har et tagrygformet tværsnit. Der er ikke bevaret ornamentik på bøjlen. Det ser ud til, at der godt kan have været et dyrehovede i spidsen af foden som det ses på de korsformede fibulaer. Der er en mindre rest af nåleholder i hele fodens længde. Fibulaen dateres til ældre germansk jernalder Største mål: 4,7 cm. |
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) | SJM 740 x01 080701 Fibula af kobberlegering
Emaljefibel. cirkulær med ophøjet midterknop/indfatning med glasrester? samt fem gruber. rest af nålefæste bagpå. diameter: 2 cm. |
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y8DAz9a7mbSYrvY0TGPHJkQ9GA7H8DXD+B/hnqVrrkl9ePGqqrLGmdx7ZJxXTSajZ+GdSD3Mc7QKCD5LAc44JU9aHboUnJbo9i+Avx21L4X+KLTQdbmafw5eybA7N8sJOAGHofUDg88ZxX3da3gaNJI3EkTgMrKcggjIINfmFrFvH4q8Oi9sG3KreYjK3IK8g57EHHHtivp39jv4u6h4o01vDuqyvcS2yERySEEqyBcoP8AZKsGHp8w+npYSu4v2cjkr0/tI+r43DrkGnDms2OZo+nStKNw65FeyeeKfalH0pMck0tAgpaKUUALRRnpRQSZtKKSlFBoLRRSGkxhuqN2pS3WqtxMFU1JLMvxBqX2a3bBwTxXkfizXz80atya7bxrqBhtSc14rrmqLDDdXk7YihRpGY9gASTXPO4jw74w+Mk1vxZaeGjh7K3mjluB18yTIwrf7IDZx6j2rzT4j3l3q2vWmjwEMnyjZjHznv74HP51b8MXA17xVJqbqGu5pWnbByBvw2Mn0BNVdY1RNI+Jn2qYfu0iCF2z0IO5se2f514zlzSuepCKjGxnXHk+CZkuYIzJLHnexYruPTOO3Fct4m1pPGNlJfJK0YiO1lkPzKcVt/E/z9YhjewH2iJzyYT1rkV0Oex0GaCQYmmy7Bf4TjgGiNtwleOi2NT4aeH5LzT7nUHEslisgRYEbZ5754DH+714HPWu5s55LqaWGxsg9xau5it0YD5drO5Y+wXPT19BWD8KZBqPg+9sIZHgvrdw48sBs7SWOVHJyDx3JGKp6erx6w0ztPGZgxRkUjf8pyo6nPJBz6nrU1HqZQSlueo+BPEllrHnG33re28YeeFfuorjIP55H/ATXC/FT7Vfa7CLSFmTyjuKc7vTp0rofhDZww694j1G4YEPiKBXGCsYPQ8kZyD0zjJ55qfVvFWmaFcTRXLspLEIxAIC5/P9KErS0Nou8bSLXwi0y60/R20+/wB24ZkVeuFbkjp1/wAa734A6vJ4K+L3yBsPPEJADwEBaNif+AvXKeFLyCbUrGVJN0bHLuDyyMD09+R+JrrvBCxw/F+ILuJZBJzgDIaPt34/nSb5ZKSLWsbM/QQdat2smG21UWpI22yA19KeWaXJ70ooXkZoC4qjMOpp22kpw/KmAu2ijpzRSJMunLTAad2pmorUxqcTmmGpYDWas3UG3Ka0H4Wsq9bdkVmSzh/G0JuNPcD7y8ivIL61W7t5reZA8cisjq3IIIwRXt2uR+YpHavL9e0h7WVpEGUJzWbIPizTNN/4RH4hf2LK+2S1nKsy5BZSCASD2Pykfh6Vl/Ea1lh8RmUAEXEY2tgNkgncBntk5P0r1f48eCRY69ZeL4N0anbb3ZjXOCPuO3scBc9sD1rgdZlPiTQ/7Rghf7TYDeUbBXoN65715E48k7HqQkpwOb0vVLmCMWURjkW4YNsCFmc4+6D+lP1KxTR1m+3SFC7fdYZ28e3auh8ArZ2d5bzSlZpsLGrMD1Oc9RwehrP+MtolsGmTadwAAxksf6CsnbmsOKbjc5TSPDt5b6gNS0G+W3n5wVGUkHoRXW6Xb+Ibp4o7yGzjxIHa5jGd2Bg8EcjGRjP8hWF8NYZodHLvglpSyo2cBOATn6/yr0rUtMNl4dW6tpHKPEs3B5G4Dj360pSd7BGMXq0aGgaTDpGn3KqE81gMKowqeoHsM8V5J8WbaDz4p0bzI8FNqjGDjOaveFfHlxc+IHsJpmYOxaOTHKH09wa7abw7aeI4yL2JnRTncuQpHT8ec9PSiLcHqOSjUM74FW8z6DDfXORFHG8MaMQC3z7iR7AAD869S+B1hNr3xRGoRxSSQfbLe3VpRkbmkV2/JUHA7GuK1m6ttJ0c6FaInyxqisp2sARgY9yeK+if2SvAd9b3FvcXyM0Wn+ZPNKQcPdOAu3PQ7V9OhHvVQXtKiSLl7kD6wbFGdvNMLc0de+K+iPLNWFsoKkqCHiMduKmqkSH40+m06mIKKX+VFIkyafTKfTNQqNqkpjVLAifpWbdp1rTaqd1H1qBM5jUoPMU1yt/aK4ZXXINd5dQZzWDfafuzgVDRDPLvEngm31SxuLaWJbi1nUpJEw4INfHvjrwrrXwh8Q3NqyTf2LdOTa3DDMbD+6x9VHGPYV99S2boxP6Vj+JvB+neMNFudL1W1W5s7hcMp4IPZgexHY1z1Kami6c3Tdz4XGm2+rwx3umTmO9KYZSm1WfpnH9ay/Et813aqt3atDPGoBLgkY3YPB68fhXcfE34J+LvhLfXGo2Ftca74YQFxcWRPnQKOT5iAccZ+YcY9M4rzz/hYVnqSrDJE00MpLuY0ywBzwynPp2rzZUpReqPRjUjLrYZZ3G66hsxasksoLxnIzsAznggdj+RruNHvrifwybS5CsVCxRkcbSV4UnGM/4VyFjr+iTMk6h4LmPIiDqV4JGRxn19PxrXvbqLQ7FriSMLJOySTFcn5AQdw5zn29/zykvI0ikupn+F/hvBpd8b66mMz3KuE2NjyzjPJxyc/ljvXcXGsQeHtP2RFvKCYEfYNg9R35B/OvPLzxRqElxZ3CJhXm+RpeFGTuBI7DBA/OvQvh54efxlciKws73V9UjKvA0MeVxk5yuOOCOewNDjN6spOC2KXgvw3fatqEl7cWUj6jMwjigaMOxYAdAP5dfyr9E/hb4Yfwj4F0zT5YliuQhkmCjHzsc8++CAfpXF/Av4Kr4I09dU1u1hPiCTO1QQ4t1yehH8RzyfTAHevXi23g16+GouC55bnFWqc3uoXAxTo13MBTN2as20XJY8V3HMXE4WnK3y00U7jpnBpkigmnbu9M+lOXp0piHj60Ui0UiWZVOU0xTu5p9BqLTGbHXinCikBG1RSLuBFTlaaVqQMyeGqM1r1yK3XjzVeS1B5xQSc3LYLIx4qBtLHXFdI1n3Apo09qiwjnk09Qcba4nXv2dvAPiu4luL7wxZpdyfeubQG3kJ55JjIyeT1zXraaep9qsxWSqORmp5U9x7bHytcfsC+EppHNhrWrWiyZ3LMIp8A9gSoPH1rbT9hvQbxv8AiY+I9Su0ZdrKsMSE/iVOPwFfTMcIHQVYSP2pexg90WpyXU8K8K/sb/DrwzdpdLpc2pTL/wA/05dCcg/cGF7dMYr1TRPBej+FzN/ZOkWWmmbBk+yQLFux0ztA6V1CjFJw1bRhGOyFzNlBY3PamtbM3UVpLQ2O9WK5nx25RxvPFXVUKBikdR+FIo8sHmoGSbsUvbmmj86cDzViF4wDTqZ0pd1Ah2e1FN3du9FICtHpN2vHlcf7w/xp/wDZV1/zz/8AHh/jXQ0V2+xj3Ob2jMAaXc/88/8Ax4f40f2Xc/8APL/x4f41v0UvYRD2kjA/su5/55f+PD/Gm/2Vdf8APL/x4f410NFL2Ee4e0Zzn9k3X/PL/wAeH+NL/ZNz/wA8v/Hh/jXRUU/YR7h7RnODR7kf8sv/AB4f40v9j3P/ADy/8eH+NdFRR7CIe0Zz40i4/wCef/jw/wAaeulz/wDPP/x4f41u0UvYR7h7RmKumzr/AMs/1H+NSCxnH8H6itain7CPcPaMyhYz/wBz9RR9in/ufqK1aKPYx7h7RmV9jn/ufqKT7DOf4P1Fa1FP2MQ9ozJ+wz4PyfqKQWE/9z9RWvRS9hHuHtJGT9hn/ufqKX7DNn7n6itWij2Ee4e0ZlGyn7R/qKBYzf3P1FatFHsY9w9ozJ+wzf3P1FFa1FHsYh7RhRRRXQZBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//Z) | SJM 740 x02 080701 Fibula af kobberlegering
Emaljefibel, Cirkulær med ophøjet indfatning i midten, herom syv gruber. Diameter: 2 cm., Rest af nålefæste bagpå |
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) | SJM 740 x03 080701 Fibula af kobberlegering
Den ene flig af et trefliget spænde/fibel. Stykket har en del korrosion, men der ses rester af en akantusornamentik. På bagsiden er der rest af nåleanordning. Mål: 2,2x2 cm. |
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rIaMpseSen3fb0+lS/l19vX6VEy/u+rdPf0PvUu056nr7+o96pnOrgO+PT+n0p7E8dev9R7Uzaffp6n0PvSsPX1Hf3HvRpcNeVj9x9+nv6H2pyscn6+/t7UzA44H+c+9AxuPA6+3t70aCuyT+JevX396dn69Pf2qP5dw4HX0HvSgL6Dp7egoC5Iuffr7+ppjP5YLMdqAZLH6Uo289Ovt618+ftW/F6Xwfotp4d0iVF1fVT5ZIK5jjI69OKmUlFOT6D1dkluP+M37Sg0KafRvC8kUl8hKz38gLRQYIyBg/M3PTt3r5e1bxte69rLyXUd1dSXTlFupSGdyvTBJ4AycduK5jVJJpFsYreRkggkP8fzS5GWY+pLdCe/65Xxu1JU/eaasn2iRFWw+y53E4+UjHfJ/Cvi8RiKmKlrt0R9RRoxw8dN+50viS3MfiyyhjMm19sTrGxBK9WY98Dr74IrK8XeINYaTRb/AESztLi2AaS/juAN0UIQ4IHUkn2yfbrVjQ0vPE8ml3TSC6uLG1VL+6UBVSdQoJ8zjoOevf6V22k2Fm7LfSgXiouz9ztYHbnAJHHHPH1rj+F2Z2N32I/DWv6jpcf9oWt+9jcxRx3EdwmI+oDbOOufmHTHSvsH4G/GiL4laYbe9CxavbkpKBgBiCee3JHP0r481xbvxFpLS6dHHDZQ7TLGGG9zxhT9ODzgcCpfhR40fw3r0d5aiaC+06aOG7R1GTC7Hy5D7DDfgD1rsw2Inh58y26o461GNWNnv3P0V3Db17e1Lkeo/Sqml3w1LSbW6AA86JXwpJHK5NXP896+2TUldHzdmm0xMj1pePak/iP0paYLYXNA70ULnmkXqFLSUtIYUUgooBGOzDyzwPu+o9DUufm6L19R6j2pjf6s9env6GpO/U/r7U7nMl5hz6Dp6j0PtTm3dwvX19x7UgznGT09/elY/wA/f296L6hZ23HBnz0/X6+1Lufnj9T7e1C53dT/AJz70KevP+cD3oB37jtz7hx39T7+1Lltp47ep9PpTdw46df6n3pdwCn7vT29PrTFcbNMY42Y8Ac9/Wvzi+Kvjh/GHxo1HU5HJgtWcQ8thVRMDGfWv0N1lhJYzxgqGZWAPHr9a/LZrKXSvG91bSlI7vfLb4fH3iCp4Bye9cWKu6FSy6G1CS9vTTZd8N+KbfXpJLPUrE28wdvJuoWJRgD0564Ppnp+fnvj7VL7wrbx6Zay7zql4lvHcxnJiDHBGexOR+X1r1m302efwna3O0tOm5p1jBG1txwvTgYHI9z9K868XeGZvEOn30aS8xtG8Ezd2Qq3GRzyB+VfGQlFTv0PrZKThvqek+JNLi0XQbXSNN3JFbxRgpG+AzkdWbuSef514T8H/FWp+B/2kYdHnuWk03XT5MsDElQWUgMB2OV7V6xa+LZfE9gN6NZ3aARx3EaedC425z1DZIwc5PWs7wj8L9CsvHEXi7UtRubnW7NF8iFoxDCmRt3AZLEjJxnHrzWlOSi5c/VGMot2cT1TxJfXHgxrtntGn02WQEzQnJjYcZYdhiuG8F3aXvibWLq5lYnUrMbJFT5VjQFox3OOXY+pIrqta1m/VZU8uC7glkzc/aSwZRjaNuAQxLEZBxxXMeD8XTyWMFqkENrbCCFl5wzEIsYPptz+AGaiOqbNXGzP0J+A+vR+IvhfpV1BMs8AVkSQEEMvX9M4/CvQ/wAf5V5/8B/Cv/CF/C3RtL6siM7MFxuJJJOAK9Bzz3/WvtsLf2EL9kfL1re0l6iD7x57e3vSn6/yoDfN/wDr96M8Hr0966jHSwv4/wAqAOvNFGev/wBf0qSxfxo/GiigYDvzRR60UDMchdpGB09venLs9v09qb83PH6n39qVS20H29/QUzm0Hqqlu36e9B2qpPy/p7e1Cltx/wDr+ppG3bDz29D6D3pdQfwkqgbuNvX29/ahcbT9P6D2pFDZ69/Q+p96Rd+04P6H0HvQgd9NCXJ4+v8AX6Uu47f8+n0qNt/r/EOx9frQd+3qOnp7fWjQd32Kl9kjHPX39fpXxd+1J8LJtL16PxNYQP8AZbogzGPd+7mCNz04zwfrmvtC6Vz3Xqe3uPeuc1rSbfVLV7O9ghubaVdrxSICCNre9KElCV3qnuYVLu1tz869G1DUNOujdSzqlosgeXzGG9ZApXIGP41PU9xxiprW0h8WSXVzDNGLKJTu67goBIZTnvtAP1/CvpH4h/soWurC5m8N3q2Lygg2sqgoenGc9PY14d4m+Bfjv4ewi5ghksYIzuMtsFntzjIKtjJRT6EYr5bGYH2cnOm7x/L1/wAz6XC45VI8s9Jfn6Hll5r+oeFvFWiaWBHJYalciBRkmTDDIfP0IOfeui8SW6TeJrURyvHFcMwO08dAQPwII/yao3C6rea1aalc2EDtatmL7KQFBICh+nYDHU4BPvje121t7u8W/gMzFd58lFDMCQo4A7DJ9uTXn1OSLXI+n4no0+Zp8/8ASLzCfUIpVjJS5yilyPv8kLz2ztwT9DXbfCP4bz+OfGGnaRZxNDpljMJLiVcjzSCT1zkgeuetJ8MfhX4p+Jl8iabYNbaMFCyahdLsRRxgKcfMcenT07V9rfDb4Z6X8NtHjtLJVkumQCe6IAaQjH5D2/GuzCYOpWknJWicuJxUKatF3Z1ttbLaWsUEYOyJAi+uAMVN3/z7Uzbx97+Xv7UvPr/nj2r69K2iPnbi/wAR/wA+tL/D+H9KQZ3Hk/5J9qOdvU/5FMOg7ik45pfxNJ37/maRQtLSfn+Zox9f1pFdQ7mijHXr+tFAtTHV05+7+nqfeiJl8sfd6e3oKVWPoevv6n2ojY+Upwfu+/oPaqMe2o5WTceQPy9TSMy+U3IPHt6U7Pzd/wBfWkb/AFTdenv6UuopLQfuT1Xr6j1pFK7Tyv5j0+lO/i79ff1puMKeT+v92pG0xzsOOV+8O4/vfShiNvUdP6H2ofPHJ+96H1HvS4OB16e/ofejSwmnchlzzg9/6j2rNuozIUAJH/6m9q1mUlj16/4e9QSwksvB6/8AxXvU6CkpGV8y9mP4H29qkiBZujdfQ+p9qu+QeeO39B70+OHnoOv9T71HKrE+9c5G8+FnhDVmLXfhjS53flnazXcTjrkLnNW9D+D3grQ2LWnhfToyzFjut94znqNwOK6uOMLjgZ+g9PrVtcDHA6+3rT9lC92jWEp6q4lvElvbpHEgjjVcKqqQAMdMVKfvDr+R9RTAQF/D29DS/KW6/wAvath30Hfn+R96UZ9+lJxn/wDV70DG38Pb0oGKM7j1/wAmlOdp/wA9qTjd2/yaD938P6Uw6DvwpO/TtS0gzu/D/GkUL+FH4fyoyaWgfUaO/wD9b0opR3/z2ooEYY3Z6r19Pf60sf8AqV5Xp6D0+tIJDkdevofX6URufJXr90dj6fSq1MHy33JP4uo/Iev1pG/1Z5H3fQelLvO4fe/X1HtSO/7s8N9339D7VOoO1tx/Gfvd/RfUUm0f3u3+z6GnbuRwx5/2vUU0Nlv4un+16GpuDSvuOkA4+buP7vqPalC/7ef++ff2pJG/3uo7N6inr1/i6+h96fQLLmGquSfm7+3t7Uvl/MPm7+3v7U5e/wB78j6Cnc+/X39T70xWGCP5Tz29vQe1SLGf7x6/1+lKudvQ9P6fWlQN15PJ/n9aRSWobSNvzN/kfSpeeOW6/wBfpUTZ+UYP+Qfen7vm6d/6j3pguo9fqenqfejb82fm6ep9qare38vf3pd3zDjsfT296Oo+hIB9evqfekVfl79PU+lJuHp39vWkDDaOO3t6UFaD9vzd/wBfWl2/L/F096buG4f/AFvWl7fh7Uw07Dtv1/WgL83/ANf60flSD7x6fn9aB6XF28dKXA9Kbzjt0/z2p3NIrQQY54H+RRQCef8APaimToZX2G4z/q+/qPUe9C2NwEAMWOMdR6H3rZoqblezRk/Yp9wPlfy9R70j2M5UgRZOMdvQ+9a9FIPZoyxZzZz5f8vb3oFnLu/1fH/Aff3rUooD2aMxrOXH+r/9B9qetrJn7n/oPvWhRQHs1e5nrayYPyfy9BTjav8A3e/t61eop3D2aKX2ZwuAv6j0pywSf3R19R6/SrdFIfs0VDbvx8o/Meh9qd5L56fqPb2qzRQHIiusbjt+v1o8t/Tt6/SrFFA+RbEW1v8AJ96QRttxj9fapqKA5URbG3A4/X3pdh/yakooHyoZtNJtO4n/AD3qSimHKiPadtLzT6KLhyojwfSipKKLi5UFFFFIsKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/2Q==) | SJM 740 x08 080701 Fibula af kobberlegering
Emaljefibel. Diameter: 2,3 cm. Velbevaret nålefæste bagpå. Ophøjet grube eller indfatning i midten, omgivet af tre mindre gruber, symmetrisk anbragt, den ene er (slidt?) igennem så der er er hul. |
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 | SJM 740 x14 080701 Fibula af kobberlegering
Fragment af ornamenteret skivefibel. Diameter: 2,3 cm. Rester af nålefæste på bagsiden. |
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MKPvd6+mLDR4bO0RLdFWFUCxqgG0DHGPaui8tOeBStCCuMcV3U6cKK5YKyPOnOdaXNN3MO3sCZQT2rq9MXbbqPSqMcCqwrUs1AjrOsrxN6F1ItrUlRqfSnZ4rmR2js0lJmiqELRmkopiHUU2imIs0UUVoAUUUlABmk3UhpM0mA/dRmmbqXNSMKRqWkNSMiZagkj3VZNMYVDGZ00TBTis+SNlrbkXdVOaHdV05cpjUhzGciMzCrvl8UscQWpqqVS70JhTSRXEJq7CNq1EBUqnHSplLmRcYqL0JgadmosmnA1BoP3Yo3U3NJupiJA1OqLdTt1MQ+img0VQFuik3U0vWgDqQmm76TdQA6mMaC1NLCoAM0mStN3D1pRUjQ/dS7qZtp22lcYtNIp1IakZGwqBlFWWFRstSMrNHSbamZfam7fakIZtpdtO20u3NMBKdSbaWgBc0UlFUSKKdTKUVQh9FJmimBaJxTSRQ1Rsa1EOJA6U3dTGIpjNjvUsCUtTGaozLSFzUsY/dRuNRbjS7qzbGiYSH6U9ZKg3UBqm5Ra3Uuarq9PVqVwH5pDijIooAaVpuBT/wCdNYUDG7aTFPpKBDaOadikxQA2inYoxVIQlFLijbVkhRS4opgWirUwxHsKnorUCr5DH+H9aQ27f3f1q3RSsBQa1k7L+ophs5v7v6itKilyoDM+xzf3P1FH2Ob+7+orToqeRAZv2Wb+5+opfs039z9RWjRS9mhmf9nm/ufqKcLeX+7+oq9RR7NBcpiGX+7+opfJk/u/qKt0UezQXKvlSf3f1o8qT0/WrVFHs0Fyr5L+n60eS/p+tWqKPZoLlXyX/u/rR5L+n61aop8iC5V8l/7v60eS/p+tWqKfIguVPJf0/UUvkv6frVqinyoRV8l/T+VFWqKOVAFFFFUAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/Z) | SJM 740 x22 080701 Fibula af kobberlegering
Hel lille fuglefibel, af den slags der er fremstillet i bronzestøberværkstedet i Ribe. Største mål fra næb til halespids: 1,9 cm. Fra nakketop til kløer: 1,5 cm. Med fine rester af nålefæste bagpå. |
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| SJM 740 x23 080701 Fibula af kobberlegering
Fragment af urnesfibel. Let bøjet. En af de typer der er fremstillet i bronzestøberværkstedet i Ribe. Største mål frea bagparti til kløer: 2,7 cm. Største højde: 2,7 cm. Rest af nålefæste bagpå. |
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) | SJM 740 x27 080701 Fibula af kobberlegering
Fibelfragment? Hvælvet, ornamenteret. Største mål: 1,8 cm. |
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) | SJM 740 x28 080701 Fibula af kobberlegering
Broche/spænde/fibel. Cirkulær, let hvælvet overside med påloddet rand. Spor af forgyldning. Indridset motiv med brystbillede af en mandsperson en face, bærende en hat. På bagsiden spor efter nåleanordning, og forneden spor efter påloddet øsken. Diameter: 2,2 cm. |
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) | SJM 740 x36 080701 Fibula af kobberlegering
Fragment af rektangulær pladefibel. Rester af dyrestilornamentik. Nålefæste bagpå. |
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) | SJM 740 x38 080701 Fibula af kobberlegering
Et formodet fragment af en fibula eller et beslag af bronze, med rester af listeornamentik.
15x14mm. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKSikzQAnNGTRSGgBc+9NyfWikoKF3H1pu4+poNJUgBc+ppC59T+dIaaelIBTI394/nTDI/94/nQaaxqQBpH/vt+dMaaT++350GmNQMGmk/56N/30aYbiT/no/8A30aGqNqQCtcS/wDPV/8Avo1G11N/z1f/AL6NI1RsaQCtdT/89pP++jUTXk//AD3k/wC+zSNUTUAK19c/8/Ev/fZqBr+67XM3/fZoYjntUDc/Spdxjm1C6/5+pv8Av4f8aKrOfyopXYj0OkoptdRAtJRRQUJj8KKWmmgBKKKQ0DENITSmmGoATNJn1pTTGpADGmGlNMJpAIxplOamUAI1RnvTmNMakAxqjanmmNSAjb2qFu9SmompARSVA1TsagakBA3p1opXNFSB39FFFdYgoopDQMM02ikJqbgFNpaaTQAGm0Gmk0gCm0jSD0rmfiF4zi8D+FrvVHXzJVGyCMn78hB2j/PpWU5qnFzlshxi5OyOkb3ppb0r4I8dfEbWdajmu9V1S58pSWa3SZlTr0wD1rlPA/xO1+5sRd6Xquo6fb28hWIC6cK5A3H5QcH6c5rw/wC1V/Jp6nofU3/MfpA1RtXyr8N/2yrRmttC8STLe6muVN9brtV+flDDs2PTj86+g/DfxC0nxRAJLO5Vs9s8ivWo4inWV4s4p05U3ZnSNTGpPMVxkHIpCa6DMQmo2b8qcW/Go2qQGsaibPentxUbUARM1QsTUjfWomNJgRMaKa9FSB6FSUmaSuq4DqSkpKQC02gmmk0gA03dQTTGagAZqYTRnmkNJgcd8TPiHa/DzQJbyQLNeMjC2t2OBI/bPt/9evmDUvi34n+KGnlddWysYbWUTpbQIUDDBHzElifbFaH7VfjYaZ8SIdKubZ7hPsqSRHcAq54HPbndXm2oa5FoPhnVNZniUx6dZTXzQ8/NsHAOOxYhT9favkMbialSpKmnZbWPZw9KMYKbWpl+J7i1vYbyC+kisLMuN091MsKjnPViOgAP4isL7TZWOiQQaTtEUSu1tJalfKPJUMCOGAOcY718CePfH3iH4qeJptU1m9mv7qQ4RXb5Y0ySEVeiqM9AABXv/wCyz4d1SNdS0m9nc2N5GXFtuJAbaRn2PIP4UquD9hT5pS17FQxHPKyWh6h4H8IzQayNSnTzpwVRISdgHzKGfgdcA445PU85r2TR/Fk2g67MNPuCuxVfCt37qf0P4mvnHwx49vNH1m/0G+ulmS3QvBJ/E6AfdOO/vXSeDfFGo67qN1cPbC2s4JNiKSfmbHb1+Xn8KinKdOqpM0nFTjY+8vh38aItTSO2vm8u46cng167aalFeRqyMDkdq+DNG1F2jSSNirr0I6g19F/Cfx62oWccE0mZEGDX0tOpfRnjThbY9wNMLdap214JlUg1Z3ZrqMRGqJjTmao2agBjVA7VKzVCx/OkwInaimu1FSI9CozTM0ZroGLmkzSbqbuoAdmmE0bqYWoAUtTGozTSaQATSZpM0maQHyP+0dYWk3xmivNQjja3htYtjSHgMATnB7g9PTOa8l8XXumeMdP1TQLO7X7NfWM1hJN1KMwJBI+p9M19NftWfD2617wbca9otu02s2URUxxrnehONxH+z1+g9q+Nvhj4VfS4JpryWOWJnMsrS5BUgDAXGO+c5znOMdTXxmNpunWk31d0e9h5KdNLsfInhD4eal4N+JVtZavpLTiGUj5o98Ug5AYHoQfWvseK40/4e+EbvxHdQW1l9njItrX7oklZAFXHPA55yTy3pXKfEpbTbNdPql5ppLLFG9pMyb1OSF2ZweBjkV5xcfB2Pxl5d7qXiTWtXRVEcbXlyzeUuScDJOBz0470VKixFpVXZEKi4P3TzLT/ABO/iT4ireRx4i8zZy3JTBHPSvpKxuIrHT/Lhkw7x/dxxuwcE49wBivKPC/wZ3eLpEin+y2EJbLnBcLkgEZ7kAc9q9R8T2B0mSysoZt02N8+zABVWOOCOc8YOe1XV5a04wpmkb04NyO38JXjpHCrHcJEVsZz2r1P4f6odP1xDv2hsAjpXjPhudjDbsfmHUV6FpcrJdwsCcqwx+de1H3WebLU+wvD9/51uhByMV0SNla828DXjSWMRY9hXf28hZRzXfF6HIWmqNqXd7VGxHNaEjW75qFmp7MOahZqTAjZqKjduaKkR6JRmmZozW5Y7NMY0ZpCaQgZqYxpCaa1Ahc0hbimmmlutADt1N3U3dTd3agBZAroysAysMFSOD7V8w/HD9mm7mnbWPBEELu2TcaW7hM85BiJ+X14J79e1fTdNaMN1rnrUIV1aaNIVJU3eJ+XXxO8BappNvANe0u+sJoJBIqyRMuTwRg9+QOmagHiTRNH8GQW1uk1zJgkLBbMS+TuwOADjIHHp9a/UG80+G7hMciBlPHIrxr4ifs7aR4q8yVI/JmPIZOK8t5XHrLQ6/rsux+e0PiDXbtC8NlHpSybgftB8yVQRwQFOM9OprSs4Z7q4Mk0r3EzY8ySTqeAM8cdB2r6I1L9lHU7SZhBcLJF23rzTrH9mnUIZgZJQB7LXXDD06OsFqYSrTqfEzyrR7Py9iqNoXpivUfBejSaneRMUOxT1rvdD+AsFkymUGQ8da9I0PwLb6YqhIgMe1NU3fUJTXQn8L2BtbdARiuxtzxxVO0sRCoAFaEce0DiulKxiS7qYzCjp9KjY8ZqyRGbrULn5cmlZiOtRSNmkBG7e1FRswGaKQHo26jd0qPdRurYofmkJpufQ0m6gAJpu6gmmk+tBIham5pWNJQAlJt4paQtQAdPekY0hNNJoAGqNlFOLYqNjSAhkto5Oqiq7afH/dq2zYqPzAwNKwFT7Cg/ho+zqvQVYZqjY0gIjGq0009mqJmxQAjNt4qF2PrTmbvUDtQAjHg1BI1OdqgdqQxrH3oqJ264OKKkR6Pupd1RbhRurUok3Ubqj3Um7NAD91JuphakzTJHZpuaQtTS1ADt1IWpuaTPSgBd1NZqQtTS1IAY0wtmlZveoyaQCsT61H0zQWpjNzQAjNUbGhm9aiZutAAzYqJm/KhmqF26UgCRh3qCRutKzGoHakMa0nPpULtRI3vUDNUjFkbjjg0VBJJx1ooJPUv7Puf+ef8A48P8aP7PuP8Ann/48P8AGtqiunlRNzG+wXH/ADz/APHhSf2fcf8APP8AUf41tUUuVBcxf7PuP+ef/jw/xo/s+5/55/8Ajwraop8oXMP+z7n/AJ5/qP8AGj+zrn/nl/48P8a3KKOVBcwf7Nuv+ef/AI8P8aP7Nuv+ef8A48P8a3qKOULnP/2Xdf8APL/x4f40n9lXX/PL/wAeH+NdDRS5UFznDpN3/wA8v/Hh/jTW0e7x/qv/AB4f410tFHKgucw2jXmP9T/48v8AjTDot7/zx/8AH1/xrqqKOVBc5I6HfH/lhz/vr/jTG0G/PSD/AMfX/Guwoo5EFzim8Paj/wA+3/j6/wCNQt4b1M9Lb/yIv+Nd3RS5EFzz9vDOqkf8ev8A5ET/ABqF/CmrN/y6Z/7ap/jXo1FHs0PmZ5o3hHWD0s//ACKn/wAVULeDdaP/AC5/+RU/+Kr1Gij2aDmZ5U3grWznFj/5FT/4qivVaKPZoVwooorQQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/2Q==) | SJM 740 x41 080701 Fibula af kobberlegering
Grubeemaljefibel med 8 gruber.
15-16mm diameter. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAqOYkKuDj5h/On0yb7q/7y/zprcmWzJKKKSkUMZj5yDPG0/0p9ROf9Ij/AN1v6VJmmQnqwzSbjupu7jt0/wA96bu+Y8j9PU+9OxDkO3HB6/5xRuOe/wCvvUZIx26eg9velyN3Ufp71ViOZ3FVjz1/M+go3HPfr6n3qNT1/wAB6CjI3Dnv7e9OwlJj9x9/19qRWPq3U+vqajyPX+XtSJj17n09TQF3ck3HPU/r7Ubjk8t+vvUPHHzdvb2o4z97+Xv7UBcmVm2j5m6e/tQGbd1b9ff3qJcbRyOnt7e1A+/94fp7+1FgT2Hs7bT8zdPf296Xc27q3X39/eoGxtPzDp7e3tTtvzdR19vf2oC+o7c/PLdPU+g96q3E0q31oodwrFsgE4PH1qUDhue3t6D2qpdr/p1kc/8ALRh29G9qBXL+99v3m6evsPekDv8A3m6+p9T71F/D17e3oPagd+e/p7n2phfUgkuJRqUCB3CmGRiNx6gpjjPufzoqCTP9qW/PHkSdv9z2opoykzoqjmPyr/vD+dSVHcdE/wB9f51itzulsyTNJupaTNAEMj/6VGOfuN2/3ak3/X8j/hVaZwLyEZH+rf0/2al3D26+3r9au2hhzO7DzPl/i6eh9PpVG41yzs7loppSkigErtboScdvarYb5O3T0HoKqW7g6ld9MAIB0/2qqxN3oRN4jsAMec3T+4/t7U7/AISCxY8Ssf8AgD+/tVvK7ew49vQUvy7u3X29TRYFe5np4gsjuxK//fqT0HtS/wBv2m4fNN1/54S+/wDs1bG35ug/L0FL8u4Zx19vegEUT4gsw2N82f8ArhL6D/Zpseu2rZINxwf+feX1PtV7C47dPb2pEA9up9PU0ugdSidctgw4uDx2tpT6f7NEeuQMM/6Sf+3WUdz/ALNXdqn06e3oKNq5/h/T1PtQNblJdet2UYS76f8APpN7f7NKNag8z7t1/wCAsvv7VaXbsH3ent6D2oCr5h5X8x6n2odwXQptrUG0ZW5G4hQTbSgZOAOSK0Nxz0br7+p96oakQtmM4/1kfp/fT2q2OvYc+3qfakC3FDHB4bp/Qe9Vbxm+2WPDf60/+gv71YX7p6dP6D2qpfH/AEqw+7/r+/8AuP7VQuhc3Hb0PT+n1pNx5+Vuvr/tH3pP4T06f0+lIpPP1/8AZvpQLqVJWb+07fg/6mT/ANk96Kjmf/ibWoz1gl/9p+1FUjGR09Q3P3U/31/nUhb2qteyYEPH/LVR29frWUdztlLRlk9Kbu+vX+tNaTjp/L0+tR+Znt39vX600iHIgmY/boOv+rk9f9n2qxz/ALXX1PrVGaQf2hb8f8spPT/Y96s7x/d7+3rV2MlLUcD8o69PU+gqpb/8hC76/wAHc+9Tq42/d7e3oKp27A6jefL3QdvQ0wT2L38Pfp7+go7/AMXX39TURcbenb29BQXG7pj/AL59TSY01ccv8X3v19BS/wAQ5br7+9ZcmqSRzSxpYz3ATAMkbRAZKqccsD39K4/4kfE4+D7ERQWhXU5lLRLMyYCg4LfLu7kYyP5EVnOSirsqOrtY9C/E9Pf0HvUFvfW807QpcxvKpOY1fLDk9s1+fnxh/aK8V+GW+12tjfazBcYYM0hC7sc7VzwBj0A60nhn4lar4h8P6VrOqtJpcV4ofyY4WYqOgJz0yfb6HvXG8Q0r20Z0qjd26n6E46cn7vv6D3pcHPBYc+/qfevlX4bftBS6H4h0bRNRv59Uj1VxbWkLR5bccAYc8Y49cAelfS7apLHC0r6fMiKu85eLjrn+KuqE+eN0YSjySszRUfuxy33fU+g96Ap3nluvqfU+9QwvvhVsLyucEj0HtTgf3h+7+fufatHchNaaFTVsrYjGc+ZF1J/vp71e/Pr6n1PvWZrLYsRnb/rYucj++ntVxc85Vc59R6n2pagmr7Eqg7W69PU+g96pagrfa7Dk/wDHx6n+5J71OucNwvT19h7VV1An7Vp/C/8AHx6/7D+1VqLSxewdn8XT1Pp9aBn/AGuvqf731qPcfL6Dp6+30oVm5+Vevr/tfSjUWlyjcZ/ti06/8e83c/8ATP3oqOdm/tm0B6m3mxzx/wAs/wDZoq1c55WOtLf5596panIV+z4B/wBeg4z6ipmdckcdPb3qhqrL/o2AObhM9PUVmlqdbk2i8znb36e/pSbvr19T61GVTb0HT29DSYX0HX29auyJuyvMf+Jjb9f9TJ6/7FWt316+/rVKbb/aFuMADypPT/Yqz8voOvt60BHdiqfk79Pf0FVLQn+0L7kn5k9fSpxt2jp09vQVUtNn9oXx4++vp/dFAk9i62dp69Pf0FBPzc56+h9TUbbdpzjp7egprFOeF6+3qal7DT1OA+KHxBPw68O3Woo8EbzX8Vsst1ny03RoSTyOykDnqRXzj4u8WXfxKW8nl1FYpJ4TGJYjzEDxtXuMk/rmvp/WJPLS/Kbcls9V/wCeae1fHfxI1yLwz4q1A2Wj3Nxp8dwXvWtIf3dtkDliOF3Nk+vX1FebXUr3udFKavaxn+EPCdro/hPVUfxS2nxwuY5bpoEuYoS20AEEH958w78ZGRjrn6Tp9/4R1u8t73xTF4msLhPOgYxqHEecLyoGD04HGD0FddZeItO13wvdabDaoIryNgjBFAUt14xnIIPPFeHeM9Mns/iboiaNZXxtbpHjum3gLvR3AAwvAKAcnOCa5pe9G0em51R+LmfU+ov2a77Q7rxdqN1ew26XEJVNNmkUfu+okVD2ycfXBr6ah8UaZ4gh1e206+juriz3wzIu7KOA3Hv+HFfnP4q0fx/eXcdx4Ljt7LSrNPLf5wJJMkbiSyn5ef0Ne1/s1+Ip49ZvTr15Hbyf2YUYzlYkZy6YxkAE4BrqhVlHlg9mZypxlzSjuj7FhU+SuM/c9/Qe9O58w9f19T71V0+4tryzSW3lhniK8SRurKcAdwKn+XeeF/T1PtXecUemhS1rmx5zjzIvX++nvV7ncevX+p96zdbXOn/KQD5kXTH99PatBVHPC9fb1PtSBbgu7a3X/Kj3qnqBYXWnjJ/4+fX/AGJPerQA2twv6f3R7VS1IKLrTuF/4+f/AGR/aqErF7nb36evt9aBn3+96/7X1ppUBegHH9PpTcD0H3vb+99KBGfcE/23Zf8AXvN3/wCufvRTLgAa3ZdP+PebjH/XP2oq4nPM6UsxY/T396p6ox/0b/r4T19asblyeR09veqmqOn+jDg/6QncetNnR0Lu5tv4e/pR83r39/Wo9y7eo6e3pSqy9yOvt60AVZi39p22f+eMnr/sVaO71xz7+tUp2X+0rbkf6mTuP9ire5M9Vzn1HrSBdRBu29e3v6VUsy/26/8A+ui9jz8oqyrLsHK9PUelUrNl+3X+SuPMXHT+6KBKxdZnKnnt6H0FMk8za2Dz24b1PvQzJtPK9PUegoyueq4z6j1NQ9ik1c5uaF7tL7sQ+Put/wA80964DxRoeyG486IXUMgKyQMjESKd2VxnnI4/GvSbK3VptRG9Svn8Dj/nnH7VyvxOv7Lwz4ZvNXu1aWG327khCljl9o7dMkZPpXPUTsSkrnwyNY0vw1rFtpdkNSS5kbc9tc28kYh6gZ3DkY4yK6TXr6a8hjsdGCTa1HH5hlkH7teOC2Prxjriup+KUlh4q0W2n05tl3DKXVnjAZF2HIyB0JUcg9q8h0zQr3w7rFvdNqkWsLdgXCahZlhHFglSm3PYgncSMg9BzXkSVrtapWPWpyvZS0buaS+FfFC6DFFpM99P4gvp83F3JdBbXgqWAj24CcYwOeBzWXqHxXvPB/hGHXbq1e+1LLxPY24/eCRN271IUYJzjpXoOraxqGmaaLu2lGyU4kjaMlewJAIIB4zkc/livP7jUI/h/puu6vIyXWnyoZZIp4g5jMg2sQT6n9R2rZ1I1JQsvuCMZQjJ30PsX9jvxRF4r+Fcd/Hcyy3VxcSyXEU0m4xOduAAD8q7QMAADrXu+H8w8/ofU+9fnl+y/wCMYvEXxC06HwrHfWMLTCa8aRQkXlhCXBAJGG6D3INfoRA2VUsV3cZ6ep9q9OlzcmqtbQ8+py8907lbVg32Hr/HH2P95feroD+vf0PqfeqGrMv2Eklcb07j+8vtVzcpz8y9fb1PtW2pkrXD59p5/Q/3frVLUt4nsDu/5efQ/wB1/erIwVPK/p/dHtVLVNoksuR/x8r/AOze1PUFYv8Az7ev6H+79aF8z1/iPY/3vrTCRs7fp/d+lN3L22/e9v730o1FoZ915g1yw7j7PMM8/wDTP/aoqO6df7csOn/HvNz/AN+/aiqVznnynTZ69env71T1U/8AHryf+PhPX+8Kn47t29vQ+1UtWbb9jw3W5QdR6/SqZ0p6bGkc7R16eh9KMn1PX0PrUXVfvdvb0+lKMf3h1Pp6/SlYL+RVmb/iaWwyf9TL2P8A0zq71Pfr7+v1rMn41a0G/rBKe3/TP2q8cZ++Ovt6/SlYSeuw4Z8vqenv6fWs+xJ/tDUuT/rl9f7i+9Wgw2fe7e3p9KoWI/0/UvnH+uX+7/cX2psE/I0Tnyz97p7+g96Xnnk9ff1PvVfaPLPz8Y/2fQe1OwAfvY5/2fU+1Q9ilLXYpadkSageeZvf/nmnvVTxDawalY3FndxLPbXCmKWJwcOrbgQefQ1D/ZWpRzXbwarDGkzl9jWobb8q98jsBWNrWm61Jwur2w+b/nzHqf8AaqGib+R8l+PdD1T4Qau9tfyzX/hm4f8A0bUwhLRcZMcmOjDg7jwcZGOceR618StQ0+7uI7SBbm1hBYyoMfLnIJx6+ua+y9W8K+I7hZVbV7CWGRTujl08MDwOOXrhPFvwGvvHlv5Oq6lZHZmOKSGx8t41LHKghxx7dK5XhYSd7lxxUorlsfN0PxobWtNlt9kcFyUVAsoba2eCf7vH9a7L4W/CvVfG1vf6hfXcq6Ja2My/ZRECLrgleSeACM11lh+xFaz61bSy6tGLOMAm1+zHY5UL1O/PPfBr6b8L/B+TQ9DbS4NQso7NozCVSxwQpyMD5/et4YenTba17CVec1b7zZ+F3wx0r4faUy6faRwG4Alfy1x8xRQT19hXdc7z16j19T71WgjEduoDjATHb0HtUgX5j8/8vU+1byu222RCySSRU1pjHp5OSP3kY7/3l96vc8/e6+/qfesfxFhdKzvC/vYemP8AnontWnt5Pz9/b1+lKw01fYcM7T1/X+79aoasSHsic/8AH0n8yPWrO3KH5/5f3fpWfrSlVtCHGBdR+n9/HpQwi12NNt3l9+n/ALL9aaNw/vfePc/3vrUBGY/v9vb+79KT0+cfePp/e/3adieZdindMf7asBhs+RMf0T3oqtdp/wAT3Tzu/wCXeYdv9j29qKpI55vyOoLHnhunv7+9UdZk2rZnn/j6jGef7wHrVr16dPb39qoa19206Z+1R+n94e1OR1LY1Nx2j73T39D70oY/7XU+vr9ahboOnT+h9qXI9R1Pp6/SkPQqXDH+2LT73+om9f8Apn71e3E/3uvv6/Wsu4P/ABObLkf6ib/2n7Vo8f7PX29fpQJdRFz5Y4PT39PrVGxJ+36kfm/1y+v9xfera48scjp7en0qjY4XUNS5X/XL6f3F9qTEi8Wbyz97p7+g96GZufvdfQ+p96j48s/d6e3oPan8An7vX29T7VLLW5GrEhuG/X+6Peq80PmcENncOx9T71OuMPyv6f3R7U1tu7OV+97ep9qTJRlnSw+S24jHv6D3oh0hcnKsfnJ6H+8fetHaoXkr09vQe1PiVeeV+96j+8fajoJJXKdrpqxkEK33T2PoPetWMMv97Gff1PvVddoGcjG0+noPapFZWzgr19R6n2pjjZMchbyxw33ff0HvS7m3H73bsf7x96ijK+UOVzt9R6D2o43Hleo7j+8faqYo7Gd4iZv7J6Mf3sI7/wDPRPetTc2Tw3X39frWP4kkSPSdzMoHnQDqBz5iAdvWtTI55Xr7f3vpSBbibm2nhv1/u/WqGuMfJtshv+PuH1/56j3q5x5Z+6PxH936Vna8w+z2/wB3/j7h9P8AnsvtQxx3NHnZ0bp7/wB360m58jhup/8AQh71Hu/dnO0cccj+79KQ4/2fvHuP7w9qZJSvMtrFi2GyIZh37hPeiobz/kLWJ+X/AFMvp6L7UVSOebOj2/MeW6f3j7+9Uda+WO35YZuoR1P99fermW3Hj/Pze1Z+vMwhtcD/AJe4e3+2vtRK50Lltsae35f4unqfQ+9Lt5/i6nufX61Hk7enb+h9qXLeg+9/Ue1Go/d7FK4j/wCJvZn5s+TL3P8Ase9aHln/AGsZ/vH1+tZtzn+1rHjnyZR+ie1aPOeAOv8AX6UtQXLroNWP92MbunqfT61QuNFM11JJHeXdsXwWWFxgnpnnPYDp6VeXPljgdP8A2X6Uv/LQ8D/LH2psSt2MptBmMf8AyFNQ6f3154HtTv7Dfkf2jfHnHMgz1NaDZ8s8L0/p9KXB3Hp1/qfapdxq19jIGhN83/Exv8f9dB/dFD+H2c5/tG/zntL7mtNRw/C/5Ue1LtOc4XqPT1PtSaYly9jI/wCEfJjC/wBoahwv/PY+gpY/DxKkf2jqH3j/AMtyD941p7PlJwvT1HoPaiMYzwv3vUf3j7UrOw1a+xmjw91I1DUPun/lufQUq+HcMSNQ1Hk8/v29TWj/AA5+XO09x6D2pynk/d6+o9T7U7MS5b7GbHoR8kf6dfn5e87f3R704aKvmHN3fE8f8vDj+I/7VXUx5K52/d9R/dHtRj5z93t3H94+1W7ijy9jNvNBtrq12TNczKpWQK88hG5cMpxu7EA/hWls56v19W/vfWoJP9S/3funuP7v0p+B/s9fUf3vpS1ErXegBT5Z5b82/u/Ws3xApW1g5b/j8tx1b/nunvV3b8jfd/Mf3fpWZ4iYCzhztP8Aplt0I/5+E9qHcqPL2NLb+76t09W/u/Wk5yOX+8e7f3h70xj+7525x6j+6famH/gAO49x/eHtT1J93sZ94SNb08ZfBgm7n0X3oqnqGW8Q6UTt/wCPefoR6J7UU43OebXY73+zLvcT5R/76Hv/ALXvVLWNEv7qK3WKEsUuYpG+dR8qupP8XoDXW0Vz87Z6nsonPnTbvH+qPT1Hv/tUv9m3X/PI9f7w9R/tVv0Uc7D2UTlbnSr77bayLbPIqq6sVdflyB6t7dquf2fdf88j1/vD1/3q3qKOZh7KJz/9m3ewDyj0/vD0/wB6j+zbvdnym/76Hr/vV0FFHMw9kjnv7Nu9mPKOcf3h6f71L/Zt3z+6PX+8PX/eroKKOZj9mjnF0u8+b903P+0PQf7VSf2bdf8API9f7w9f96t+ijmYvZROe/sy72/6o5x/eHoP9qhdLuucxHrn7w9T/tV0NFLmY/ZROcOk3eD+6PQj7w9B/tUo0u85/dEc/wB4ep/2q6KijmYezic2mk3ixgGI5xj7w9B/tUv9lXm4nyz/AN9D1/3q6OinzsXsoo5h9HvWjYeUc4x94en+9S/2Pedoj1z98euf71dNRRzMPZROV/sW+2keUc/74/u4/vVl+IfDmrXlrbx2tuXYXlvI+XUYRZkdjy3oDXfUUczBUoo5BtBv9mBCc4/vj0x/epn/AAj+of8APE9Sfvj+8D/ersqKOZh7GJ5zeeE9Xk1mwnW2zDFDKjt5i8FguP4/Y0V6NRT9ozN4eDCiiiszqCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/2Q==) | SJM 748 x01 080701 Fibula af kobberlegering
Fragment af fin urnesfibel. Nålefæsterest på bagside. Mål: 2,4x1,7 cm. |
![](data:image/jpeg;base64,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) | SJM 748 x03 080701 Fibula af kobberlegering
To fragmenter, muligvis af et noget atypisk, trefliget spænde? Fligene er i så fald mere spidse end afrundede, men midterdelen har en trekantet forhøjning. på det mindste fligfragment er der en gennemboring. På bagsiden af det største fragment er resterne af et nålefæste med jernkorrosion. Fragmenternes største mål er h.h.v. 4,8 og 3,2 cm. |
![](data:image/jpeg;base64,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) | SJM 750 x01 080701 Fibula af kobberlegering
Næsten hel næbfibel. Der ses ornamentik i form af listeornamenter med tværgående streger, også kaldet perlede lister: Dobbeltlister langs fibulaens kant og en enkelt liste midt på bøjlen i hele fibulaens længde. Desuden ses en fladedækkende stempelornamentik af rhombiske stempler. På bagsiden ses rester af nåleanordningen.Største mål: 4,5x2 cm. |
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ODn6n2rBudD3NnYc5Pr/te1dayj2/Ie1QtED/d/Ie/vWLgmir6nAXnhxWlGYux9f9n2rA1DwiGZtoYHt1/2vavVpbdWkGQvT0H+z71RuNLWQkjbn6D396zcNBdWeF6p4Odo2Dw+YrLgqVyP4f8AZrzPW/gXpGvXUsTaZHECd3yxKVUkvkgNGQOg6Cvq2fw9uI3BSPTH+771mzeHk85sIoH092/2quOHjP4zL2k6b9xnyPD+y6Le3SLTr5lMZLKphRVGQMgAJxnNe0fCb4NHw7JEklsuEPLYznlu+2vUrbQBEchR+X+7/tV1Gl2LQcng/wD1z713Q5KMWqaSMv3lWadRt2JdLsRbR7doUKMAY/2R7VfZR3A6+3qfakTOG5/zge9DBs9e/v6n3qGzVLTYbtXaeF6e3p9KYI0bIIU/Nnt/e+lOw23r29D6D3pq7ufm7+h/vH3pX0GlrsMZU2g4X9PT6UhWP+6vX29fpQ27aOe3ofT600s2evf0PrQ2JJEe2Pyl4Xp7elFIufJXnt7/AN2irW5hJaI3Fbjp+v8A9elVj6Hr6+596FJx/n29qFP8z/M+1QdfUXcc9D/nHvQWPPB/zn3pP4v8+3tQ3Q8dv8fakICx44P+ce9NJP8AtdPQ+9O49v8AOKTj26e3vRYBrNz/ABdfQ+ooLf73T0PvSyAe3X29RTeAP/1ehpD6i7vmPDdfQ+1Ndug+b8j6Gjjcfr7e1IxHy/8A1vQ0g1F3ezfr7Uzdx0b9ff2pxYbu3X29RSYG0dOnt6H3pJDbdyNstIPvfkfb2pGHs3T0Pv7VKSA4GB+nqPekY8Hp0/oferUUibu5AR9fyPt7VXaFWkJIPT0P+17VdY454/zj3qPhmP0/x96pWJd7oqiFF7fp9ParCYVv/rfX2p7Ke38/p70c57/5z70aWGk7kasvzcj/ACB7UM656r1/qfalGdzdf8ge9I2d3fr7+p96NCVcZ5i7T8y9PUeg9qYsic/Mv3vUf3j7U/naevT39B71GueeSPm9/wC8fejQLO4xpIyuCVzjpkelNaRP7y9fVfWnE8dT09D6CkLHnr1/2vWjQLPuV1kTyR8y9PVf7tFOVv3K9fu+/wDdoq0c0k7LU3xj2/zj3pVH8z/M+9NDNt6dvf29qVWb07n19/aoOzS4vf8Az7e9DdD16ev196Tc2Rx/nj2pGzg8Dp/j7UhOw/06/wCce9IR9env7+9HPoPz+ntSEn0Xp6+x9qA0FYe56+/qPek28d+nv6GkftwOvqPUe1Jn5eg6eo9DR0C6uLty3fr7+1NZfu/e/X0NLnk8d/b1FMZvu8fy9DRYHIk24bv19T6im87R97p6n0NDMP7vf29R71GGG0fL29vQ+9Owm9R7Z8wcn8z6j2prE7ep6e/ofakZv3gyvr6eo96azfL93t7eh96AvuPOc9T1/wAPaov4mOTnHP6+1OLHI47+3qPeoyx3Hjt7e/vTQPcc2c9e/wDh7U3B9f5e/tSOxz91uvr7j3pNzeh/zn3o6B1GD7zc9/b0HtSEfMOR19vf2pcnc3Ddf8PemMx3Dhuvv7+9BNhCAR94dPb0HtTFxzyPvH09T7U5mPTDfkfb3qJWOejfePY+po6B1GnG373b/Z9B7U0kbj83f/Z9TQZP9/oezegpvmfMeG6+jepoErdyNWHkryPu/wCz/dFFRrJ+5HD/AHfRvQUVa9Dnlay1OrELf3f5e1Cwv/d7+3v71aorn5mejyoreW2Qdv8Anj3oaJ9p47f4+9WaKOZhyor+W/of8496TyX9D09fY+9WaKOYOVFZonPY9fX3HvR5L7en6+31qzRRzMOVblbyX5+vr7/WmtBJ8vH6+xq3RRzMOVFUwyenf+97037PLtAx2/ve1XKKLj5UUmt5S4OOP973FI1vLtwF5xj7w9DV6ilcOUom3m9P/Hh6j2qP7JNz8vbHUe9aVFO4uUzWs5ifu559R6j2ppspj/APzHv7VqUUczDkW5kfYJ9xOzv6j2prafPkER9/VfetmijmYuRGIdOuM/6r9V9qiXS7nvF3J6r6mugoo5mHs1e5zh0m57Q9vVfak/sm63E+R39U9TXSUU+Zi9mjlV0S7EYBt+duOqegHrRXVUU/aMh0YsKKKKzOgKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/2Q==) | SJM 750 x02 080701 Fibula af kobberlegering
Fragment af mindre næbfibel. Stykket er formenligt endepladen, idet der ses rester af jern omkring den bevarede del af nåleanordningen. Dette stykke er ligeledes korroderet, men der ses rester af samme type ornamentik som på den hele næbfibula. Største mål: 3,2x1,5 cm. |
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LnnOD6gVznjNYprprmSKS5njmUPN8wKOcYHK/xZHGOueK5bLsZynJPmaOut9Gnhhu1TUBd21xCGG9CoZVPJIzksPM456/WsLSmmhtzphLfZY3lkt40QqYstnYRtGctxwR94dBxVCys5IW86QLcwbQ7xLEMKTxleg+7tBB2/dPGemtHY3El59otbhbkLtL5i3IuF/hBO7btJA4/QZrZLsbwatzdTc0mJmjUyT28dk0ipLb3ULqIWOF++du04YDngj6U/SrE6bYw2d/o+j6tc2Uk0f2m/CoQpTeH8wSgsPmUfMpGWA9AWWevW0d+1lcCaQGMyRww2aSIF4LK3HRieDg+nuaaz6nfeOrWC/sHS2YmN5JIvKjdlJ+cKSVwQcg/hWsbvU5K05qaa6IvzWV/ounpNFYWWn2RjVX8myhR3JGPvqvO7r8xOeSOelu38MpqkC3TeO7L+y4bMSf2ffTTyvE7FVETYA/eKVY9/lz/DxUF5eXdnuuHuZ7OwWQSecgG+UdQsZA+UAN6n1qpb61bTKXt4bjaXBZt2wS4yNrnJ3cd+Bx0qrS23PNhiHG91c2tN0O3nkWytNOh1QWs0sr6tIWa3uo0wEAQruC5B28gYY5+7mu9vINM8L25ur+RoWZVZ7hCTKGLABGKdhgZCjnHQ1zPgnXr2SaWKOKOKBoeVh5yh/iIwu4YDHA9+hOKx/GHirQfC2g/YQttfNMUk+wTPJK0jtIAu0sDtx8xycdM/XCSfNy2IUnXaJvtUfxOvrmbT7WOO3t0LSLLIRHEzcbcgKzMSc7QB0HzHpWbb+MLfw740MaXq319EqR7vJjkAUR7ACiARg9umcnk5BNch4w8SXmtaVdTXT3iaduxHZmQwwxqTj7q7dwIOOnHfmtDw3pekzaBeXflLPdTxkhrl9zMQQpO8Hk5PT1IrVe67o9anHSx0Xw58Xz6H8SvClyJm2w3kTRIjsWgQNGTkEkAHa2R+Jzur9Y6/G34dSf8AFc6XBazSSXX2iKFQ0ZHJkxxxz0PNfslW0JOV7m8ugUUUVoQfKn/BTdtv7Ifib/r7s/8A0etfh0uWukKusbbhh26Kc9a/cf8A4KaTeT+yL4lOxZAbuzG1s4/16+hr8PFkRrlAbZZcsPkBb5uenBrpj8CJ6n2h8E/GHxGX41fDb7d8YPC2tWT+JtJgm06xvY5J54nvIkZFUQjPDHuO9Fc18EdLFt8cPhk3/Ch7zwzt8WaMf7alk1Irbf6dD8+JG2c9Pm45opVt1/wSaex+4NFFFc5oFFFFAFbUkeTTrpI13u0TBVBxk4OBX5W+H9DutB8YeIoriCFZ0uBsHJMe4MD2yrE546ZP0r9Wq/Jz48X0fgX9qTxJZ2V2Lazvp5kSFHIUSM5wj7gAMngY4AK89cc9aPMroznFyWh55ew3oha4REZYbuSYqyAFWJBKkHqCd5GTwTnIp8FvLeXskz7Y1j6wzPkqVA+TB6ABcD0+XOMitXXLyTw7rl3a3VlLYrfKrxTKxVVZUIZXjYEE/M3P+11OSKydL1RrHxBLaOVv4bhjHCGR3EfKrlecjK7RkckEDGcVxdjphKNSNi5q9xqepyQw6dcxWMf7whrh1Ifhd2DnnIY8gDOO2OO78L6OdX8Oxme33zW0XkxSG6LJKdoBywBUH5ce+0fj5Te3V7H4s86xl+z6ZK5uPs6MTCrfKxQ57/KB/wAC4756vR/EOo6bqEclpdwwfuwWtYCXj2ZYAbRwOQDhe5PA77djlSlB2WtybWtLsby9sJri4e2iMTW11NLD5klg4wodinzFWx75Dd609L+Geq3PzaXr8XiawtVaGSFVaSJ4iSwbyyQ4ZcnquM/TlLLxJB9su72NYoprsbzZyOPLLFMH5mHRgABzwecHrVmz8P23iDGq6TLJpN9CFdV80Kjy9QFHGA3IHTkYq1LRodaM4xu9jK/4TDQtMvGsbtri2a3GTKweWOQ9QcAFgoLj5QMdOe1bmnx6PcXgmj1aFoYYQwussdzlchShycnOCM5G057ivOPGE1trmvXkUPkNNEPKlm2mMK/L7SoY8hic849Oa5PS9M+xxtcSFpRbFmlaPMm/cCqlue5PX5TyPbAqiu4N2Ob6lGSU1fU9OuPiBqkPiq1P2yUafbx7IGtYBCkqE4xjgc8AsT/CfTnir5p/FFzaanbQSXSLehmgYGQ/Z0VSTyfmUbiT04x71LpLa3r3h2aztQ0rRxM4aMlAqEZPfOdqscAZPXPWpPD8a+HdU0+w1O3ZPsvmM0KPgsDncGB6DbjoT+JOREORXad2dcqTpW0sbmreNraaxuv7RGpR2FuqTbIn+YDO3IDcEbsD/Z44Oa57wDbyf8I3rmowyBrKRnjtluAQwxlucfLxgDjue9M8eeJ9L8bX2nWej281vAOQJYgCzbwTtxkYyCvWrfxG1aDSdGs9GWFFbaGWNCxWOQsQDwe3B4AHHQ1ad/dsaQVkrnYfsi2Gp+IPjt4ICW0Aju9TEzlkBJWAiaQ88jITAz0wPWv1/r84/wDgmp8PNU1z4ja/491CKL+ztPtns7dmjwxuJirEr6YjDZx2kHqa/RyumK0HLcKKKKsg+Uf+CnRx+yL4j/6/LP8A9HLX4d8G4Tc5iG4ZcDJXnrX7g/8ABT9tv7IviD3vrMf+RhX4hQsy3kXlpHI+9dqyAbSc8A54xXQvgRPU+n/gU3h9vjt8L/s3xg1jxDdf8Jbo+zTbjTbmOOc/boflLPKQPXkHpRXYfA//AIWDp/xs+HM+p+CPh5YacfE2lRzXFjY6SbiNXvIk3R+WxkDDdwVGQee1FKruiYbH7P0UUVgaBRRRQAjdK+a/2zv2V7D4/eB7nUNMtlh8baZEZbC5jO0z7efJfj5s44z0OOcV9KN0qJu9UhbM/DvSPFGqWKi28W2r3aq3k+dJ8xgIO3Dd0wB69h05z0kMMMdqpS6t720aUeU0JQorMCowx6nIXv6kdxX3J+1d+x6PFtvqni/wNaqddkkW5vtF4Ed+Rnc8f92Ug9OjY7Nyfzw1jwFq+lxS+IdLtZtJltZStxa3X95WO5SCOgIAIIyDiuGpDlfvdR+zjL3onStJd28MbZVIZ2XfDsxEVRQpOcblZsKfTLc4xWkrWrfYAmyyu3mRJ7cjBR8kcc9OuMfj2qXR/ihpPiCziF5on2S8aMrcwoioglJADK2cFDzkYXgY5wK5TXIYrrw7fahFsuFjmSNfLYKZIwMFsDo25sDI6etZ6L4tEa05ylK3LY7zS9c03Tby7vmJlsI7kGSWdFbCggOCoyMgggc9/wDa40Lz4ueCvEVveafFDcNPNlbcxW7eYHI3IrKu7I4zwfUAA15RpOkr4Zs4ri7bCXqRyyI43SRAEYymPmXkkjPQ9sYrn9b0sKl1dLNvgltJdQiYHaRgFFypxjG4jkfoa0jFGF1VerPXvD3hnTtQvGt7n7Qt5q0kcMVxp6o8UA3cLJuO48ckqeAc4PSsebwf/YetajaXWv2VtcW5ZCI5mmLD72FVRjO0evtkVR0vWUk8IaHcyTIYImSSWGNQzKWJyTkHAI2jJBAq7pvhvUdaIvIp1s7FnZRdSSbYwck9CQf88VldJaxuUqjj1NK21CPQ7zTtU0LU7nQtdtU/eSzRJ++YkdueoHfJ5x60/Xry+17TdSuL2edZrzgvGyKoOTuChR0YFuPzBrj9ZvIdFebzLmG6t4Wf7NJEpZyd3zKCWBA9ip6e9fSHwC/ZM8X/ABn02x1nxEsfh3whdMJdhOLmeLgjykVcAEDG4nocgHv0KPNFKOwSvLW55p8A/wBnTxH8VNcs4bK3uUsll2z6lcQnyYFPzFiRwTjkKTk5H1r648P/APBOvQknlbxB4z1XVYZIyht7OCO2Uk9SxO8kewwK+pPC/hjTfBug2WjaRarZ6dZxiOKJcnA9STySepJ5JJJrZjreNJRV3qxydzlvhX8L9F+EPg+38PaHGwt0dpZZpMb5pGxl2x3wFA9AoHauwpKWqEFFFFAHyf8A8FPf+TSdeXjLX1mOf+uwr8PW2faF83cY9w3beuO+K/cH/gp63/GJWvA8Br6zHAyf9aK/ECPK30RWUQMHGJWyAhz149K6PsInqfQ/7Psnwyb9oD4Wf2JYeLotV/4S7R/IfULq2aAH7dD98LGGIxnoRzRXf/CDxR41vvjN8NLfU/jto/iixfxZowl0a1vrt3uQL+DChWt1U4ODyw6UUqqs0TDY/aqiiisDQKKKKAENRmpajYU0JkbVg+KPAmgeNNJutN1rSbW/tLnmRZIhktjG4HqGwByOa6CmmrEfnl8aP+Cdeu2V9PqngnUF1TTo1DixlKx3nAJIXACMcgc5UnPTjn5muvCes/DfXtNsfFGiahoUaylHk1G1YLvAO0njG3DDOM9j71+0tZfiPwto/i/TH07XNLs9XsH5a2vYFlQn1wwPPvWMqMZF8zasfkB4m0u0ZYnS7TWICjeX9jLThV3ZX7m7aBnoehIyBWBo+j2kNlcC+23Fzd2/krDyTFD1CHAGPrjA/n+rvhn9mH4beENZOpaZ4bjjlEhlSGSeSSCNjjlY2Yr1GRkHB6YrS8SfAH4e+KruG6v/AArYC4i6SWqm2Ljjh/LK7+Bgbs4ycYyaUaPKtGZwhGnsfkD4fa/tJ7ix0WVplQqYLXG8x5wCFYDcRkDjOPrjFeu+FvgH8XPiPPZf2Z4UkMYQsuqXkrQWxP3lYFgAepxjPOMEYr9MfCvwb8DeB9SbUNB8KaTpV+w2m5t7VVk7/wAWM5OeT1PeuxqlSje7WpVle58e/Bf/AIJ8aNod1FrvxIvx4o1oEMmn22YrKEA5w2MNIT3zgduR1+v4YUt4UiiRY4kUKqIMBQOAAOwp9LithiVMgqNVqVRSZJJRRRWZQUUUUAfKX/BTLUH0z9lXWZ4mVZRfWqo7Lu2ksRuHoRnIPUHBHSvw+jXzL2FUiN0zOo8nB/eHP3eOeenFftr/AMFSP+TStY/7CNn/AOjK/Ef5PtCLI7RxbhukRckDPXGefzro+wiep9gfAvwvdaL8cfhrd3n7PF/4cgXxRpKnV7k6oqWjNeQqkhMj7MhiMBuCcCiuQ+Atl4Eh+PXwtbSfiH4i1rUB4u0bybG80MQQyn7fBkNJ9qfbgZP3TyAPeilV3X/A/QmGx+8FFFFYGgUUUUAFIwpaKAIqSnstMqyRtJS0lUAYpMU6koGJRilpaAG04D0pdtOC0riEUVItIq0+pY0FFFFSMKKKKAPkb/gqRj/hkrWCTj/iY2fbr+8r8RrfedQg8sRmTzF2iYrsznjdu4x6549a/bT/AIKnNj9k3U/fVLP/ANCNfiRGYlu4zOjyQ7xvSNtrFc8gEg4OO+DXR9hCPsX4QL40Hxm+GZ1PSvhhbWH/AAlui+bLoTaGb0f6fBjy/s7mXOcZ2DpntmiuO/Zy1H4Un9oT4Wrp/hLxjbag3inShbT3evW8kUcv2uLYzqLNSyhsEgMCRxkdaKmq7tEQ2P3hooorE0CiiigAooooASmstPpKYERWkK+lTbaYVqrkkdFOIpQtO4DdtOC04LTsUrgNC0u2nUVNxhRRRSGFFFFABRRRQB8f/wDBVE4/ZN1Hn/mK2f8A6E1fibayPHqFu6Ti0dZVK3Bz+7II+bgE8deBniv2u/4KrNt/ZPvR66tZj9Wr8UbFXm1K2jjtvtsjSqFtcMfOJIwmF556cc88V0fZQj6++EfjbxBqvxo+GVre/H+HxjbyeL9F36Gh1P8A0n/iYQHH723ROCA3zEfd45xRUPwf8L+ItP8AjR8MLi9/Z/i8F2q+L9FL64LXVUNtnUIADmadkG44X5lP3uOcUUq17q/6/qRDbQ/Rg/8ABSz4AAZHi65P00u5/wDiKWT/AIKVfAGPr4uuD/u6ZcHt/uV+G2LgxxyeXJ5cjFEbacMwxkA9yMj8xSstypnUwyAwf60bD+75x83pzxz3quWBVz9xD/wUv+AI/wCZquz9NLuP/iKZ/wAPNPgD/wBDTef+Cu4/+Jr8PdlzI0KLbyFphmMBTlxkjI9eQRx6Goh5phM3luYlYIZMHaGIJAz68H8qOWAH7h/8POfgDjP/AAkt9/4K5/8A4mkb/gp38Ah/zMmoH6aXN/hX4ftb3ayOht5g8aeY6lDlVwDuPoMEc+9NWO4ZYiIpNsx2xnafnOcYHrzRywGft/8A8PPvgF/0MOo/+Cub/CkP/BT/AOAfbxBqR/7hcv8AhX4gtb3KicmGUCBtspKH92xOMN6HIPX0qe2028u7iGCK2meeZd0cSoSzrjOQO4wD0o5YdgP23T/gqB8BZGCrrupkn/qGSAD6k9Kgn/4Kj/ASJ2Ua3qsgBIDJpcuD7jPavxKnjnFssojkFuzmPzNp2s4AJGfXBHHvTJLG7imnie3mWWAbpY2QhkAxywxx1HX1o5Y9gP2yb/gqZ8BgcDVtWb6aY/8AjTV/4KnfAdump6x/4LH/AMa/EyOzvJpLVI7aZnujiBVjJMp3bfk/vfMCOO4xTltrlY5ZfIlMcLBZX2nahOcAnsTg/lRaPYD9sv8Ah6h8B1H/ACEtaPP/AEDG/wAaRf8Agqn8CGx/p+t8/wDUMP8A8VX4o/2ffPdeQtpcNOYvPEYjbd5ezfvxj7uz5s9Mc9KiW3uPs6XHkyeQ8hjSTadrMACVB6EgMvHuPWi0ewH7Zf8AD1T4En/l81z/AMFv/wBnSN/wVW+BS9LvXmPoNN/+zr8VG0+/jkvI2tLhZLIE3StG2YMME+cY+X5iF57kClTTNQmmsYksrl5b7H2RFiYtcZcoPLGPm+ZSvHcEdaXLHsB+0bf8FXvgYvR/ETfTTV/+OUxv+CsHwOXPHiTp/wBA5Of/ACLX4si3ujayXQglNtHIsTzBDsV2DFVJ6AkKxA77T6VOdJ1P7UbUWF0blYPtJh8lt4i8vzPMxjO3y/n3dNvPTmi0ewH7OH/grN8DxnEfiY/TTo//AI7Sf8PZvgh2g8T5/wCwdF/8er8XTa3a28FybeYW87tHFKUOyRlxuVT0JG5cgdNw9ambS9Rhe/RrG5R9P/4+1aJgbf5wn7zj5fnIXnHJA60Wj2A/ZeT/AIK2fBNGI+x+Km9xp8P/AMeqNv8Agrh8FQpI07xWT6fYIM/+j6/G6PRdUnurK2j0+6e5vUD2sKwsXnUkgFBjLAkEZHoarrZ3jWDXwtpjZLKIGuNh8sSEEhC3TcQpOOvBotHsB+iH7cn/AAUA+Hf7RHwPfwj4Xsdcg1KTUILovqNtFHGETdnlZG55HavzohaI3UXns6Q7xvaMBmC55IBIyce4q1daHqlrNexTafdxS2SCS6R4WBgUlVDOMfKCXQZPdh6istpCaG1shI+oP2cx8Ln/AGhvhYLLxN41u78eKtKNvFeaVbJC8v2uLYHIumIUtjJAJAzwaK8t/ZYJ/wCGnvhB/wBjjo//AKWw0VnN36DSsW7PxDYyfDn4eadHcRvqNn4m1C5mgz8yRyJp4jY+xMUgH+6a6Xxt4gsdM8WftD2FzcxwXOoXksVrEwwZXXVonZV9wqs30U0UV082n9djG2tv63IvDfjjQ7Lxn8FruXUI0t9H0sQX8jDAt3+3Xj4b/gMiN9GFcVa69YL8E9V0drhRqUniG1u0t/4miW3uFZvoCyj/AIFRRScnYqx6H4y16y0X4peLmv7hbf7b4Mt7WHdkh5X0y22p9TiuPg8U6ZH4Z+GEP2qIXGlahczXad4lM8TKTx0IDfkaKKqUnzNf1uKKukzQ8ReKtIm0/wCL0cF9FKNZ1qGfT8NzNGtxKxYD02yKecdT6Gt5PEVj4Z+Jnw0vtRuFtLOLw3aiadskLmCVR09yKKKFJ7/1uNxW39bHns3iexf4NWWjtOr6gniCa7a353CI28Sh89OqkfhXYa54+0G4+JXxP1KC/R7PVtIuLezlKHEsjeVgDjgna3X0ooqed2HyoNP1a00Gb4A6pqEy29jZkzzTMDhEXVp2ZjjngAmuUt/FGmjwX8QLF7r/AEnUtTs7i1TBPmIjXBZvwDr19aKKbk1b+ugktP67nV2/jjQYfidp+qfbVFjH4QGmvMQxAn/sVrfZ0znzSF9Pw5rlrqYW/wAD/DzA4ZfEt+3H/XvZ80UUczaf9dgtaxta54+0W+8V/G+8S9DweI45hpziNsXBbVLacdvl/dxu3zY6Y68Uvh/x5oln4r+Bt5Peqtv4dWAam+xv9H26rcTnPHzYjkRvlz1x14ooqed3/ruPlRiWk4k+B/isjlW8TaawP/bvf10EnxE0D/haVxq63n/Euk8GnShL5b/8fJ0L7L5eMZ/13yZxjvnHNFFNyat/XVi5b3OSuPFGnN8P/BmmrOTe6bq19c3Ee0/JHILXY2cYOfKfgf3eeortbzxBZ+JLr9oHVdOlM+naihureRlILxvq9uyHBAIyD0NFFKMm9P62G46X/rcp6B8Q9HsviB8MdW+0v9k0LTIYL9xE2YmWSYtgYy2A6njPWuRh8T2C/CO+0FpSNRk12C+RNpwYlglRjnGOCy8Z70UVPOx8qO81TxJZ+K7z40arYyma0uNBtBFJtK7tt/p69CAf4TXhJoooqO6TCOl0en/sr/8AJz3wg/7HDR//AEthooorBln/2Q==) | SJM 775 x02 080701 Fibula af kobberlegering
Forgyldt skivefibula. Jellingdyr? Største mål: 1,9x2,2 cm. Nålefæste bevaret bagpå. |
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| SJM 779 x002 080701 Fibula af kobberlegering
Fibelfragment. Længde: 3 cm., bredde: 1,1 cm. |
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) | SJM 780 X109-01 080701 Fibula af kobberlegering
Korsformet fibula med rester af tekstil. I et stykke, men mangler en arm foroven og har en revne i enden med dyrehovedet. |
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| SJM 780 X109-09 080701 Fibula af kobberlegering
Fibel
Om fiblen skriver Karen Høilund Nielsen: Denne fibula er lidt af et mysterium. Den har ikke nogen typebetegnelse, da alt tyder på, at den er unik. Der findes ganske få fjerne slægtninge. Nærmeste eksemplar er denne fra Shakenoak, som typologisk set er en small-long brooch. Denne har en slægtning i Perlberg og en tegning af Shakenoak. Ingen af disse fibler bidrager yderligere til en datering, men er ikke i modstrid med de korsformede.
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) | SJM 804 x007 080701 Fibula af kobberlegering
Hovedplade og del af bøjle fra korsformet fibel. På undersiden enkeltflig som nålefæste. |
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) | SJM 804 x008 080701 Fibula af kobberlegering
Foden af en korsformet fibel, med dyrehoved. Lang nåleskede delvist bevaret. |
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) | SJM 804 x009 080701 Fibula af kobberlegering
Lille, kort ligearmet fibel, fragmenteret, bred bøjle, smalle arme. |
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) | SJM 804 x010 080701 Fibula af kobberlegering
Skålfibel, Ørsnes type N. Bestemmelsen udfordres af, at stykket er helt usædvanlig tykt og vejer næsten 50 gram. Samtidig ses der ikke overbevisende rester af nåleanordning på bagsiden. Anden funktion? |
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) | SJM 804 x011 080701 Fibula af kobberlegering
Venstrevendt fuglefibel, halen mangler. |
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+MrvU/DESCD7I4udPlQctCCQ7ds7sgjGOSaTXL6e30TWDezx2yxGO709UjOJJI2XIJxzhS4wT274JpfhbqEkerWl9qEj3s80DMsSvukdSzEZyeMsRhfT2NEBrY9g/Zmml8IaPoriWKOG4ZkEbPktN5pG9iMgZAKhfrxX2hDMlxBHNGdySKGU+xr88LHWLzwlNpmlFZrS2vG+02m1Fd0lVg5wQSOpOD1wAM+n2p8GfFkvijwbEbt42vYGaOQRtkcHqM816WBqtTcJdTiqRak2zuZv9W30r8XP+Ci5Mf7TviBmQL/AKPa7T/eHkrz/MfhX7Rzf6tq/F7/AIKPHzP2mNZA/htbYH6+Up/qK9p9DNHg/wAKJdfXxpbHw14gh8Matsfy9Sn1JbBIxtO4GZmAGRxjPNez+KvCvxQ8caO2meIPjL4b1jT2ZXa0vvG0Ese4HglTIRkV4D4OXQG16AeJW1FNI+bzTpYQz5wcbQ5C9cZz2rrvHC/DCPQdvhSXxU+sCReNWjtxAU7nMZLZ6Y7daoh7kPjb4M3ngvR31GXxL4V1RVdYzb6RrkF3Pz38tGJx6ntRXnzydgfrRSKP6UaaacabVDGmvnP9szxdcaT4Y0nRYJBFHfvJNOT1KxgbR/302f8AgNfRjV8L/twa5dzePltYm81bO0iVLf1LZY9uvzD8q4cZLlovzNKfxHz94k8R3WiaTF5MvlvcygSMhwDjnIGO2ByPevM/3c11G/nriYlyrAAgbiASO/Q/pWtrjTatbqxk+S2xENz85IJzjqaoadaRp5kMimRfKAT92cM5Py4I7r6eleJTgoxOm1ty74evJtGuObhntLmQCRWyrqR/dwMHIPbt70vi7WmXxAlqtyZoI2ZVAGAxK8nnpk8fTPpzn3f2y18lLy0mlvduxbr5j5eGyF79geBjj17cvr0DXE32l5CksEnytIDhSpAznGCDz/nFbLcrSx2MVvAmk3WqSyAQW6vJI+c7MZO0ccnA/LGetc/r1wPEWrC+jB33ZymFCIQQOmBxyAfwNRya1u0ifT1jV4rhw8iLkqwHt0IPf6VNeKNSs2FjarptqqgJGrsyoQoBVSck5P8AP8qjd7snRbHW+CfBF3f23mIY1jU7GvXbJVV5YAZ4GD17kgZwcV0txpOiaDLDIDdahdqW3GEM5ODjHAxgL1981PoPh+Twn4U+yfaDb38tl519Io3PBGW+SFQOQTjLFeeD0zmvSPg94Eg1TWF81mSO1tSJgygK0jZIQqBgMEVgVJ7YGBzUcqk5SvaMTKpV5LJLVnPNdWy3GnPp5FpMcERlQyRqwbJzjGCAVOOn1rqtL0/TNW8P2sNydPaKO4MskCuJIlJZhuK542qR6Dhs1wnxIvFh8YahFYt5yCDEnmIY2YswEYC/UZ+h960vCunT6FNYXVq8gurNPtEjof8AWxry4P1XdwfavOhN3tJ7m3LzR5loejeJvAqaX4PtrS+njuIIoQ/mJ8hVVcMH4PICE5GR0PPPHYaFZ2l9Y3LQ2kdjOZIoJI2KHKkx7/u/3gHI69eOMCsrTNWi1bT/ABXaXAhEfzNbXOAUSIoo2kY5ALA4wf0qLwhZnUvDtrpaRm3u1mWCSViVNyIwFDMQM4/djr6gZNaa9TKXvRaRF+0V4fh+xxqFs4IraNoiykbmYHnIH3cnt2ry3wT4n0RbpInma2vYi21UGyMoPnALfUYwB6fj3v7S3nah5GjwzNGzIJfkOZJDluTnACjaSTzkkCvlpB9khbe7PexzcpkFCvPIPrkeveqjHc0pQ5I23PrS90bSvFkthDY6gtzc6SFUW8aFUQ7/ALqsOpA7Z6A12/7HutajFf65Pq1xOFilNuyk5j3Ek8ep4HT1968E+G3jV7HTtLWKWOfVLy4EpgaQiSZmARgDnjhcDg8gdhXuekaW9oNbQTJpMb31rd27+WUWdWODD6hsbRyM5PQ9KalKm+dbjkly2Z9dR3UV9Yx3NvIssE0YkjkU8MpGQR9RX4uf8FFs/wDDTniQfKB5Vqcj/r3j61+zWj2/2PQbOHczCOFVBbr071+MX/BRRv8AjKDxQMKP3VmeOv8Ax7J1r6ndJnBHY8Q+FMevy+NbIeGtBi8SaxhzFp8+nrfI42ncTEykHAyc44xmvUPjGnxNh8DyHxT8MdL8L6S0yA6la+GIbGRWySq+aqAjODxnmvHfBGn2mp+IraC/8QReGLU5LalNHLIsfHpErNz04Fdp4+8L6JY+HftVl8U7PxbciRV/s2G1vY2285cGaNVwMfXmr6Evc8sxk9cCinSZDEdBRSLP6U2plSMKY1aAMNfn1+1xaXOpfGLWY8m3kQQNHzjIEaY59CM1+grV8A/tsI9h8XpZztMcttBL83G3Chf5r/OvNx1/ZfM1p7nytqltJY68Ydu1BIV3MpPlL1yAOoxWhoenmznMN0ySeahMJViWJzgYx0PGeaqarMy3tzLHMVfdvAPykfT9DxWxDBaf2VburkyEYmYAt8yg9P6/hXlXvE60u5DqGoRXTW9tNgwxSj96VYszEZCdcHpx07881yNxdxRSSPLGtyJtkR82MEBSQAfrx1rVl8QKGmjt7dj5x2lzgkDtg9qzLizuHikku9yxyMDt4+bufw6U15k7bGbd2sq3jz7Vks0PzxpjgHrheDwcdOOa6TSpllWMrkRqRjkDHJB/kPyrG1BfOmkuYZGikIOAjEAg9ckeuf5U5ryfT5raTLSWUkY3+XxjJznGOuex/Om/e0F6np/iLV007xRbX89qJomWzk25yoURrjPqx2tx7mvRtP8AG1w2nHwrp8cli+mq93dXVqm2a+uDuVIlIHA9WGemR1zXI+G9OtPGt1p7f2glvN5G2VkVTgqDs+UjaRkg8jp06Zr1LR/Atv8ADU33iDWry11dbe0+zQ2VvAyFmfIUsGY5+6MY4+tcVSq1BUeXqP2XNPnucB8TPC97pXxK8NS3dothLqGifaJ4GleR/NDBQTuY+p4GOprf0vQfJs9SkZScaZPueRtqr8hweTxknaPqMVX8ValqPxS8UR65ZacwlgtUtxHED+6RePooJJrqrfQxqWgy6LLP5l2txv1BgflWOPnbuHH3uv8Auj1rminKS8i5uyUFuaul2FtotrpVrfLbWMjtEqwwTDcRIqFkJPLNuG4nsM88EV09x4gGl3l3qhlUWMACu0bZZkQYHGPmLHAIHPC+oxxHxCsdA8feJra7M1wlxpkRiW6TCksPk3hRzjPGeAewPWsXxFbPdaGzWl4WKwki2DkHcqksOeMZJPTuP7ox07shR6knjzxc3jbTb97a2+1XVvJFZs8Yxtld2AYEZ+XB78Yb1FeLeKvAZ0LxBFb6tP8AYbJ4hM02wl+uCMY65DfhzW7oaL4f0e0mtIy+m308M/8AaEshQrcoSzIRk5UfyNdB8Sri0tVtJ5WbUNXniYtp0uFaANnJOR0yGIHY4xng01eMilucdp2qLa+JtJTT7eVolET20US7pMKVO9PRm5wD6HA7V9oeAbW61TWY7rW/JnV0tnsIEYZDqBvL8YJyF/AnpXyL8GVTUtfs7fUZ4k+xgTWsMYWNZGByEzgZOeQM+tfXngPQ/wCyvEFjIZpJokVmTbECuXYbUGPRmyD7D0q6kVygz6YjP+gRZ6mMfyr8Vv8AgokzN+1H4qXt5Nn0/wCveOv2r8vybNI852oF/SvxV/4KINu/al8UDpthtB1/6d4z/WvqFskeeup8++DdS0zSNdhn1fRV8Q2Khg9g1w8G8kcHenIxXpk3xM+GsKZ/4UzboOmW169/+Krj/g/H4mPjW1fwfq9voeuqj+XeXN/DZIq7TuHmSsq5I4xnJ7V6f8cJ/jEPA2zxx41sde0Rp4wbKHX7W8fzBna3lxOWOOecYH5Vp0Ie5434+8RaL4k1pbrQvDkPheyEKobKC6luFLAnL7pCTk8cdOKK5vcM8qP1oqSj+llhUbVYZahZa0GRNXyx+254AF9puj+KLdP30TGwuWIyChy0ZI9iGH/AhX1Qwrlfib4Pi8eeBdZ0OQZN1ARHwOJB8yH/AL6Arnrw9pTcepUXyu5+S3jy1a0s0u4mE0MK7JUABI5BJx78dfas3+1Hkjg0+3tWi8y3Xa3mAAk4BbHrz78V6L480FNG0u50e5b7NqG91khdMPjBUhiehzn8jXG+DdGlXU5VeJryeC1ZYmUkFfmBLdPTj8a+bpt8r5jv0sQ+DvD8N9bxXc7bX3hFjkIGGxnDfhkj6GqPi2+jbVJdPUeVNbsF8rHQZ68dq722vLG+02XYEtZLOXzEEYALEjhc+mST+Hvx5b4utVt9WFzbOqvJGwMrHI3Fskj1Gc8dgOK0i+ZiH3iRv5sCRnzVOPl5yTjp+lSvoN1dQpYXCiLzELpIxHyAZ5wBnqOQal0pX1C6tolz5rMDvUng55Ix+NdHrUclrdWdlAhD2/zzSg/vJGOCFz/s8jt70r2JfYzfC2n3XhfUoGbzWhmkQKIpMyIvOWwOqgjj+eBXp1r4w8S3l1b2MV9GTux5N9CrhmH3VTAJJAyOOp49qx/B9vbf2xcSzgidIJEQbjkZjJVVxnGOT6kn60aWy2MLXPyxyRsu1mba6FGG1jjPB3c+uB+OUnzbiXY7RfiMNN0i40qWb7HayMyXen2SJBLLIGzyfvBe3OBwRzxWrd62PLh0XT0OnwSRjcvO9F2hSJCO4zjJ6ZxnvXnFnfWknivVtY1NJ7jSrjciFQB5jknagJPAHqc5xXaaLNLJJZ3t2TjEjSRwoXQQmHJYsRtbAx3IBLd+DD2sHXQ0LW+vpNKtNPt7UPexiOzuppMFDmTaqhhxlcHscY6DJFQ5sdG0vU1vLuOK8jCuUuZAuzBG0N7EgnjAJbrxXS+GHg03wnPqyyCM3t1Lcx24UgKBjZkt3YFXJ4xnivl/4uaxea1r17bPOtvBcNG06xO2G2hex7HB/HnvinGPM7FW0PSLrxloOm6AmlXey/C3MbR+WVEKIygOy7Tg5IJ9s5q9a+HZ/H12dUuZt2mRLFaRW3BmA8kNt3DnOFGCeM/lXikMkSrGyYKghtzDvmveNL8VrH4Ne4jvGs2F5AkEYOTHCYiOo6j5QMdRk888242KRzfg/wAKSW2p2qM0q+ZfLFbfZ8swJfaTkdun+Rivvb4G6RLNdNdud0Kru2nJ2H+7nOPvZPToR6V81/DmO4vNV1ES2kcOnWtwYIpWYKHjbDKqkD73Pb8SM19sfDjTTaaCtw0Yje4OQB02DhT+Irpw0faVUn01M6srROiuf9W30r8T/wDgoQA37VHi3jkR2nPr/osVftlcL+7b6V+KH/BQiMr+1V4uIyPltPvDA/49Yvzr6F7o4UeD+Do/DQ1aEeKm1RNMZXLnSFjafPG3AkIXGc5roviA3wu/sNP+EPk8XPq4kUH+2lthB5fO4Dyzuz09utU/hWuuQ+MoP+Ed8LweMtT8p9umTaeb9GXHzMYh1wO/avVPHfhP4tePNCXS3+ByaJtlEouNG8JSWsxwMbd4XO055HsKettCG7M+budw+vpRXY+Kvg9458D6X/aPiHwjrWiWHmCL7TqFhLDHvIJC7mUDJwePaikXe+x/RcwqNlqemlasZVZaiYVaZahZKAPkH9sz4OxSSReNLOHCkrFd7R9yQnCyY6YbgH3x618b6tcSafqC3UW6JiCkgAGC2efw6HFfrb4r8M2fjDw9qGjagrNZ3kRifaeR3BHuDgj6V+fPxy+A+o/Cq6dL5GvtHnJFvq0UWFJI53qCdrjHTPOMjvXh4yi4y9pFXXU3py15WfOOv6hcRzTtAVSExhs54frnjFTaxpqPptixaS81G6AlZVQnCsTtByOv3s9fu+9TaloclxZy+Wr+SxI3bQSPw+vNX9DsP7J0n7RDK8t1GzeczkEEMOABjt7Hv2xzx3SWh1JHU+GdDTQ/CsGpW9nH/alws3lStKDtKkbmJC8ZUNgHuOvNa3w2cw+JJ11PS3nudSXCtGQxVHHJUk46ZGSfyxXDeDfGz6HcO2pRMbDZJEtuOQytleRnjg5/4CO9epeH9QgW4jvrTTXisrTExkeUOWSVmXGBz8pYfgO1ZuN0KSuZXxOa08Ey3kdhbMkdy4ZlkOeQP06t9M15jbeIp7ixmhukZo55VdpI2/eEKMY9+DXqfxe0aDVoV+xvJcOkbOGhLMuE+RskDHUckk84rxCG2kikELCRrhZGCqG3HvxnuKIxVrCUVY9m1C3tNZ8NaGGKRROXxGQP4cmMAD655/vVzt54pvpNJn0N2ed4i7GSM7d0ZU7846E/TgZ9c1nXmqSf8IxHZTKyT2jK8bR7i2Txj2xt/PNWvCOniPw7f67JA0qR/IsiMD5bBl5cHjDdMdfwNTyrqJJ3uj3fwLb2tx4HTRp4SstnEsqzqQVmDqpG1uhAOPz+teI/ErwHNcajdvJCqPHgxJEhPyEEklgcAgq35da7vRfGGn33hXTprWB4fssbpOMNudg65YEHrjy/lHfn1xF4Xu7j4jeJJdOvILiTTY0W6leMhX8o4Cknj5RuBwOSKqzvZFrRHgukxmS6jtGfa24Lu7bcgbj9K9k8M+Gbay1nVPDN7BNqwgmYBnyI0ZWwMKPvnrweMZrrtL+Dul654o1MaQ6h5GjUMigiGFsBiQ3y8kng9lz6GvrD4X/BGNbxdZvoEjlWRW85QBLMyjG7I6D9fxPGkYupJRhuKUlHcyPgl8H9UZLG91lFisokbMcjMZHY7SuBjAwBgt17fT6OjhWNQqKFVRgKBgAU6GBYY0jjUKigBVXsKmWOvfo0VSjZbnDKTk7srSx5Q/SvxM/4KHLj9q3xgMYG2z/9JIa/bqZfkP0r8Sf+CiDKP2rPGRx/DaD6/wCixc1tLdEI8J+HFnZXfiZE1DxWPBkAiZhqhimkweMLiEFufpjiuz8ftZeHdHW80H4zS+LL3zlQ2MMF/buFIOX3SqF4wBjOea4HwXqmiaTryXHiDQZPEmnKjKbGO8a1JJ6Heqk8emK6Hx94q8Da1oa2/hz4fTeGL8SqxvpNZluwUAOU2MgHJIOc9qZPU4vUPEuratCIb3U7y7hB3COednXI74J+tFZ3ck5oqSz+mI00jNOpK0AjIpjLUrdKaRQBWaOsPxd4Q03xt4fu9F1eD7RZXK4ZQcMCOQynsQa6MqKZspNJ6MD8+PjX+zBrvw8+16rbRJq+goCwmtk2PH8wCiRex56jj6V4TqdlIiQokP2SIAbt65PPYH39a/Xa+0631K1mtbqCO5tpkKSQyqGV1PBBB6ivIvFv7Lfg7XN9xpdoND1DO5JYQXiB46xkjjA6AivIrYF3vS+46IVeVWZ+Z0nhK7uljmgWJoZidvzY4AJIOehrd0fVLvwj4duLCZZWklZW8tiQjIMnBYdRyTtx1PpxX0z4q/ZV8TaFcsunadFfB5SVuLfdJGy44/d7sqemcg9Otc38Qvgfr/hvTrXVtd0M22ksiJNJA6uYpCMDIBJRc88jvj0rg5KqTTizT20b6nH6Zr1trJ0XTr2KOVTZmcyqw2jIC84PBUnp2x0rE1Sz0rwLY3FxaW2/XJ4nzdLnBUH5igOcA9Oee2a6Dw/4HGg+Hr2+FzHdwuGKeXlkVW27sZ6H/A/WuV1rRNR1qZIX8q40+GIypKpyyjJyMj/aP51ytqTsWmpK61Rk+E5v7Y1a3tbm4LwrKLi4dmXaG5Ulu+PmXn1+lZ2t+F7rT9Wn0iGZra3lkAbc+yNu4Lfof6V1Xw78Ny6bDd3BiEfnHECmMeWy7s4dicgZIAx6HHszXtB1TxtqcUM9vcLdyTGR0VSBHngHOOnPB/CtLxWiLRpeDbHTvsumwvMYltCr7oUJ8xhIwJfByeMc4x8ldre+HLrxR4jtJIIPsVpN8jLEgjVcDADHPJJyMc4z6c13nwt/Z31nWWsr6Vc3EcbW0k0sWyBRnlscbj2Cj8fb6i8J/B3Q/DtjbJcQ/wBq3kWGa4uRwXBzkJ0HOSB26V0Qw1Wvtou7MZVFHY87+EPwTtbNnuprcLpjKvlLn/W46/UHAOePxr3uK3WFFRFCIowFUYAFSxwhFCqNoAwABUm2vbo0I0Y2jucspOW5GseKdT6a1dBBXm+4fpX4hf8ABQ5d37V3jPbyc2n/AKSw1+30/wDqzX4hf8FDJnj/AGp/GY2kbjbYYjt9li6US3QI8k+C83ii18cIfCOuWGgav5Ei/bNSvILWEJxuXfMQuTxx1Nd98eL74p3Hg2FPGfjnRPEWk/akZLLT9Ys7qQSbW2vshO7aBuGenPvXk3giPwxJrQ/4SybVoNIMbDfo8Mck+/jHEjKMdc8+ld3LZ/ArkjV/Hzg9m06zGP8AyMaOhHW54zuPXvRXReOoPDEOvMnhGfU7nSNi4k1aONJt/O7hGIx0xzRSLP6QaSg0laAFJRmnUAN20m2n47UrUWC5HtpNlSqtDCmIh20eSrgggEHgg1J2pQKAOYvfhr4Y1G4knuNFtHkk+/8AJtDc5JIHBOe9Yt58Afh/qEbRy+GbUIy7CImePj0+VhXodC1m6cHq4oa02POJP2dfh/NDbxPoHyQIEjC3c67QOg4cVvaH8KfCPhu9a80/QbSG7bjz2UyOOMYBYkgfSusFFSqUFqor7irsb5YpQuKWitBBRRRSsAhpG+b2p1Mp2EQz/db1r8PP+ChEi/8ADVfjb59+Wtc+3+ixDFfuHc/cJ9K/Dj/goF8/7VnjcEqP3tuOvT/RoqmW6Gjyr4Nxa7N4u2+HfB1t45v/ALM+dMu7B7xAmRmTy1IORwM+/vXZ/Gy38cQ+FLd/EXwg0zwHp/2tQupWehSWTPJtfERkZjkEbjt77R6V5v8ADnTrPUvERhvvFcPg6EQsw1C4inkUnIAQCFWbJBJzjHHXpXR/EzQdH0vRIZ9P+KFr42uPPCNYw217GUXa37zMyKuAQBgHPzfWn0M/tf8AAPMmYMoGMfhRUYbLYzjNFSWf0wlqaZPevxhsf+Ch/wAaEmE154xLW6rnyxZWwLHAx0TOM/1qvef8FGvjNJs8rxN86qFH+iQhSf7xGzk/kPar5hH7TKwpfMBYj0r8VY/+Ch3xoji8pvF7yOxz5htYBjjGOE6Dk5+naqOpf8FBPjYMLF42uYn24YrbQYHU8fJ15/SlzDP26VhTtwr8OF/4KAfHOTAPjy7Bzxtt4B/7Tp//AA8A+N8cYUeO7ssQc5ghJGeP7lPmDQ/cTcKRmFfh1/w358bQoX/hOr4t3/dRcAc4+51NQx/t9fGuOQM3jm+cY2lWWPHTGfu9aOYND9yCwpd4r8M2/bw+Nsk3PjvUAB2AQDj8KST9vT42GMLH46v0Ud8ISfxKmjmfYLH7kW9tFayTtHu3Tv5j7nZvmwBxk8DAHAwKnDD1r8J/+G5PjU0OP+FgatkHJbzF7/h/9aoW/be+NbZb/hYesKDxhZsf0pc3kPQ/eHeKTePWvwfh/ba+NO5yfiJrRDAqf9K6ZHb8utVJf20PjQ0u4/EjxAPYXrgfoaVw0P3rLj1pvmj1r8Hrf9tT4ySbYX+IeusjHGftj7hkYzkHPvVeT9r74x311K8fxC8SKJH3bY9QkVVyc4ABwKfN5BofvT5o9aXzV/vV+D//AA118WYLiJj8RfETN5X3f7SmIyFK85bGcjPQ81k3f7XnxenUIPiH4jjVSThNTmBycZOd2e3rgc4pcz7CP338wHvSbh61+Ak37VnxangA/wCFjeJzjlsatODn1zu6VVb9qP4rNGqt8Q/E5PPJ1i4z1/36OZ9h6H9AFwy+W3Pavwu/b8kz+1Z475zieAdf+neKuDuP2kPifMoLfELxO3PQ6vcH/wBnrz3XNdv/ABBqU9/qd5PqF9O26W5upWkkc9MsxJJobbYaGp4H1DRdM1z7Rr+gzeI7DyyPsUN41qdxxhi6qxwOeMc5rpPHmueEte0eG28M/D688NXyzB3upNVlvA8eGBTY0a45wc5/h965XwX488QfD3WDqnhvVrrRtQ8sxG4tJCjlDjK59OB+Vdz/AMNXfF1l2/8ACwNcx/19MDTI1vdHmFzptzZKHuYJYQ3TehGaK6nxr8avHPxE02PTvE3ivVdbsI5ROlte3LSIsgBAYAnGcMRn3NFSUr9STXvBt5pnhzQNakkh/s/V/O+zhGJkHlPsYsCB1PTnoO1asnwd1iP4k6p4JW5tBqVhFcSyTb38plhgadsHbnJVCBx1x061S8SeOrLWPh74M0CGCVbzRWumndsbH82QMu3B54AzkDmusm+N2mj456143Wzu2sb6G8Rbc7RKDNaPAucNjAZwTg9BVaEe8cTa+Br6bwLP4qWWL7BFqCac8ZyZQzRvIDjGMYQ989OOav3Xwv1K38ReE9Je4tXuvEsNrc2zKzFYlnfanmfLwQeuM/jUUHj6GL4U6h4UMDi5vNYh1FZv4FjSKRCuOucuPwzXdePvFSeFvGvwh1udWmi07Q9Ju5FjADMsbliB74XHNGganAwfDzULi38XzrPbgeGohJc5Y5kBuI7f93xz80gPOOAe+BVfU/A95pPhLw94heSNodanuILeFc70MPl5LfXzVxWvpfxKtNPj+Iwls5JF8T23lQDj90ftkU4Lc+kZHGecdqoa34+g1j4d+FtAEEqXOj3d7cSTMQVkE/k7cehHlH9KNA1Nhvgvq8fxGv8AwX9qtv7StbOS7eX5vLKpam5IHGclVx06mubtfAt3ceBNS8UefClrY39vp7wNnzGeVJXUjjGAIW6+or1zwf48tfH/AO0FqWu2cL2kVzoWo4jnwWDJpMqdR67M15NY+OILT4X674XeCRrq/wBWs9RS4BGwLDFcoykdckzgjHoaNBK+xqz/AAtu01TwTp322D7R4rht5rdmDBYVknaEb+OfmQk4zxiqOm/DW+1G+8aWqXUKt4YtJru4LZxKsc8cJCe5MgPPYVv6h8YLa48RfDHURZTBfCFnZwTIXGZ2iuXnJX0BDhRn0rK034nW9jqnxDujaSsPE9lPawqHA8kyXUUwZvUARkcdyKNB+8ULrwTd2Pw90nxUZojaajqFxYLCOXVoY4mJPbB87j/d+ldC3wTv/wDhajeBv7StzdpD5v2sKxjP+i/aPr0+WptauDF+zl4LLfdPiPVcYOePIsf61Zb46Qp8aJvG8emyeQ1r5AtWkXf/AMenkE7sfj9OKNA1exxug+BbjWfA/iXxOl1HHBos9rbyW7Kd0hnEuCD0AHknP1FaM/wru1bwCpvYT/wlsSyQkKf3GbqS3w3rzHu47Gq3h/4jDSfh34r8Nm0Ly6xcWlwlyrBREITLkFcfNu80Y542n1ro/D/xCPi7xR8I9M+zGH+wpLexd2kB89jfSShuny8Shcc/dz9DQHfcybX4Xyw+KPGWlS38Ql8MwXUzEqc3AhfYdo/hznPNUrzwnNF8NbHxbHdKlvdapNpX2UL8wMcUchbd0wfNxgDtzXSeJfHo8E/FL4rxG1F2usNqOmZVwvll7jO/ocgbegxnjmuQuPHwk+GFj4RW0KtbatPqbXfmcOJIoo9m3HGPKznPOenFLQNdzsIPgrcyfFLTPA51OP7RcRRS/bFhJVBLaJcgFc9g7Dr2J9q4/R/BT6x4N8S+IftQiXRZLWJoNmfNMzOuc54xsJ6HOa6+P46Mfi3D45TS9rWtvax/Y/P5byrVLY/Pt43DLdOM4qv4JuD/AMKJ+Jp/vXmk9v8AbuKegtVv5GbefC+Wzm8BINRU/wDCVWaXKnyyPs+66lt9p5+b/Vbs8fex2zU8fwmaTxV460P+01B8LW97OZvJ/wCPn7PKEwBu+XdnPU496ZqnxWe/h8AMNMRG8LWsdvzJkXIS6kmDHj5f9aVxz0z3xUcPxclj8VeO9ZGnKT4qt7y3aHzf+Pfz5RJkHHzYxjtn2o0H7xT1D4evZ/D3wz4lN4CNZ1C7sRb+XjyxCIDv3Z5yZiMY42dTnih8UPBY+HXxC8ReGPtn27+yb2WzF15ezzdjEbtuTjOOmTWg3jxtU8H+FfCrWipFpOo3F4LgPkyeeIAV244x5PXPO72rR/aYl3/H74hkgA/27dj/AMitQwV72Z5pkUjN+FJu9qTcPSpLDrRQpGeRmigCzkRq2DyRwSKRWVVyTk/T9aKKYDS58zAyxx3HNbHiPxZqPiYaYNRnWdtPso7C3wirshTO1TgckZPJ5oooAxWk9zyetJvDFRjFFFAHX/C/xpB4G8WNqtxBJcxNYX1p5cONwae1lhU89g0gJ9ga5PaPNC55J/KiigQSt+8z/e5poIoooGac3ia/uPDtpoUlwX0y0uJbuCDaoCSyrGsjZxk5EUYwTj5fc1mrcOse3cdpPK54NFFAwXH732XjH1FaXhLXf+EZ8T6Rq5i88WF3DdeVnG/Y4bGe2cUUUhEvjLXk8UeLNa1hITAt/ezXYjY5ZRI5baT04z6Vik0UUDJbVv34X+8Cn5jH86s2uvahY6Te6XBdyRaffNG9zbqfllaPdsJHtubH1NFFAio0mY8d80yiigZYt5zb3UMoG4oVYDPpWz8SPFzeP/HniHxK1qLI6tfzXxtw+/yvMctt3YGcZxnAoopknNUmaKKRQq5PAGTRRRQI/9k=) | SJM 804 x012 080701 Fibula af kobberlegering
Cirkulær emaljefibel med nok 7 fordybninger omkring en lille cirkulær forhøjning med rester af emalje. på bagsiden rester af lodretstillet nåleanordning.
MOSVS: 8 fordybninger? |
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) | SJM 804 x021 080701 Fibula af kobberlegering
Ligearmet fibel af typen Stora Köpinge. Hel og usædvanlig velbevaret med trekløver for hver ende og ramme med geometrisk ornamentik. På bagsiden ses medstøbt to små ligearmede kors, hvis arme slutter i en lille tværstillet steg. Nålefæstet er dobbeltfliget, nåleskede afbrudt og erstattet af en pånittet, delvist manglende nåleskede. Lige ved nålefæstet ses der rester af endnu en gennemboret, manglende nitte. Enkelte spor efter fortinning af forsiden. L: 5,9 cm. |
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) | SJM 804 x022 080701 Fibula af kobberlegering
Tungeformet beslag (remende) eller fibel, med fremstilling af to delvist sammenslyngede dyr i Jelling- eller Mammenstil. Kraftig korroderet. På bagsiden ses ingen sikre spor efter nåleanordning, men i begge ende ses plamager der må opfattes som loddespor efter en sådan. På den rette kortside ses rester af en lille tap. Rester af forgyldning på begge sider.
Oprindelig funktion - eller primær, hvis loddesporene er efter nitter - kunne være en remende. |
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) | SJM 804 x029 080701 Fibula af kobberlegering
Korskormet fibel, fragment bestående af foden med dyrehoved og rester af nåleskede på undersiden. |
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ZSLp2ixvunuFYI7fLjZGMjCkZyx6Yrg5Lq41zUmS6G2z4b7Pg8843N6n2Hqa2NK1CTTpH07RUG65JMs0eCApypU5XjIC9P17qMEt1d9glLTR2Xc9kbXdL0LULWz0aw+0akVVUWGQNFBgfKCeBnAzzgY5+ujEt7bXAuzbHUdYvCof5cEMxO3r/Dx361wOg40SH7HblBOwzNdSAjr90nuFz0HU/hgekeBvEgtWhsruVXvHkHlsFwZkJJVj3wDxjPp9atQ5pWb3/rQ5p1vZxuv69T2b4a2MHgfUxaXFy1zqk5S6uZNoaMsOcJzk9wMjPT8fobTtRh1SzS4t23RMSOmOQcEfmK+StW8QXd1r1xND5URtj5amMgDaM4PPfmvU/AfxjtbfWrfSb+SOKC5XKzEgBJABuyRxycnOexr0MPXjTqOGyOeUJuKkz2uiiivbOcKoa8wXRb4sMqIHyM9flNXs1meJn2+H9SbHAtpD/46aQH86HjCGGLxDqSW7M8Amby2PVl3fKT74xXZfAPUPiXpuvajJ8M9LvNT1JoAt0tppaXxWLcCCVaNwo3Y54rg9cmEmszyjoZTgfjXW/B3w1feJtav4bDxvpPgh44dz3OralJZJOu77isinJ74NOJMtj6R8Ha98edQ+MPwki+Ieh6lp/h0+N9FPnXWgxWaCX7ZHtHmLEpz14zzRTPgl8I9Vb45fDa61D41+ENfgs/E2mXY0+LX57iSZkuo2CRoY8FzjaM45PWikxR2P2MamNUlNYUyyFlpjLU+2mMtAFZlqNkq0VqNloApOtQstXWWq8i0AcF8XPhTpPxg8JT6Jqpkhz88F1DjzIH7EZ6j1HcfnX5tfFL9mzXPhLq32DVbdZo5VZrS7sidlwBg/Kdud2TgqR6eoJ/VthWT4k8L6V4u0uTTtZsIdRspDkxTLkAjowPVSOxGCK5qtFVFpoyk7M/Gi6tb+2t2t23C3lPEhyA+MEgHvWpoepWrWF3b3h3iYKQFbAHBxgYwPTOe9fTf7Tn7Pdn8JWtdR0uZ5dA1SZrf/SzuNnIVBRN5PIOG256bcHJwa+SFsVhvFjlYxLH95txxyTxz05A/OvFqQlFuMjvoyvodnpF7PqSra25VLTbsCMSCBleQfwIr0vwhoiu0iQyx+Ra7ZLqTkqgLAYHYnqeew7DOPL4dSj8uO10x1gjDfv5NrMJFx1OByMkjHfB9a9V+DvjCzg02Twxfx/ZYLwOGviuGZiCyk+m056HGM9wKhJtabfmKrLlfvb/kd3eWrpfNbQvA8M33GZ9zJyCowfXIPPtS6lDqWm/2bqK28SXti/7yGJSWGFO5UIB3dePp69d+0sfK03zdXgkjQTyWoliXc+FYruz1wOeuMhRR8QvES6XodlfXtzF51ivmRSwps+bkjIzyDuxt9O5zihcu55U5TcrWuVf+E+t9fmF7t+xpIAWbJB+UYyB26V1fhTSptev4792WGyXGwNIAWJ5249wM/jXybf67IP7UlMd1HazuDIkag+UpJZsnOMkfw+g/L27wX8Xho/hmxbTz59oyqJrfUo90rEHCnIwoIz046/hXPOEtZLqepzWioH2x8K/iJHrSw6HO/nXcEJKz7s7wpxtbuGAx1r0qvl/9mdrTUPE17qcreVqEqqWtywG3Jk52g474z9B6V9PZr6LCylKkubc87mTbXYSsjxc23wxqxHUWkp/8cNa9YXjKT/iktabkYs5u3ojV1vYfU/nN1LJ1KX18wn9a6H4aaT4M1TUbxfGms6to9pHEGhk0mwS6Z2zyGDyJgY9M1jXihdQuTK3zEOQevOCa6H4aeIvC3hjVLuXxP4QbxdBJCqwwrqElp5TYGWygOcg4waaFLY9j+EOi/C7Tfj98I5PB/ijxFq+qnxno6m31PSYreHy/tke471mY5ztwMevNFWvgx8QPAuo/Hz4UW/hj4ZR+FdQl8XaSp1CXVp7wiM3cYZVSQbQTn73UdutFS9wjsftw1Npx60lUUN200jmn02gBhFRsKmIpjLTAgZagkjq4y1Ey0gKDx1Cy1feOq8kdAHOeMvCOm+PPDOo6Dq8Hn2F9EYpF4yvoyk9GU4IPYgV+T/xu+Hmr/Dn4gXuia1Dt8t98cgHyzRnpIh9CPy5Bwc4/X1lrzH47fA/R/jd4Rl068SODVoVLafqJX5oJPQ45KHABH49QK5MRR9qrrdG9GpyPXY/K23e1tYkW3ZmkbLOeAcdCM/U5z15rpvDt95jPLJ+9PJdOmPfj2wMn/Cl8cfCjxN8H9cksvEely2btuEUv3op1HdHHBHT3HGcVy8d6LSOSQyMrMMr0G4nP9Av+RXz8otOz3PUumtD23w38RLyz0AwyXC3Kbs+VKdxOOQGOMjpjrz+Ga858bfEh9f8A9DLeYqPI4PJVWdtzED8wPQY9K4jVPFV60LWySiLzRtYr6DGRj34qhp8UdqonuG3RrhmwevPTP+etaK7V2zBUoRldI73R9KM6S3txM32JQrzHJ6EEZ7gkZ/Wun0nxNK13pP2KykYySBrC0f8AjVScyt0IPpkgDBbpisv4Sx2fj6a9TVruPT9Ks7OeSG0Y4a4cI2APVVOGPrgDkZrrfANqmtapb6uNQja+tpY7eOzV1BkUlEYc/wB7dj055p8t7c2xz1ans2+Xdn2j+y74dOn6HFeTJNNqN5MNx42xoryFTz2IIPryK+l6+ffgbfzSajp1kIEiEUKpN5b5XKphdvfHDH8R719BV7WFlzU9Oh5NJO8pPdiVz/jttngzXG7ixnP/AJDaugrm/iG23wN4gOcY0+4P/kNq6+jOlH86WtSmbUJmyQN3POa9P/Z31XxzpviW+bwRpNzqkkluI7v7PoqamYl/gYq8b7RuxnABI4ryzU/+PqU/7R6/Wu2+DfhzxJ4i1DUY/DnivT/Cs0cS+dJf62mmCVSeFDMy78Ht2pomWx9GeEPE3xp1P43fCK0+IHhqfStDTxzo+y4k8ORWKecLtNqiVYlJyN3GcHGe1FN+CHwg8dSfHL4ZXWtfErw3rdlY+KNMu2s/+Evhu3bZdRtiOPzDucgEADkk470UmEdtD9laQ0tHeqLG0mKcB1pDQA3bTWFSU1qQDGWo2WpqYwpgQMtV5Fq4y1C60gKMi9aiK1cdKhaPmgDl/Hnw/wBE+JXhu50PXrJbuymHBIG+JscOjfwsPX8DkcV+Z/x+/ZZ8TfBzV5Ll4Z9U8LvPtt9UiXcAMZCyAElW5xzgE5xmv1YWM+mRVTXPDdh4q0W80nVLVLzT7yMxTQydGU/yPcEcggEVy1qCqrzNqdV035H4eTLH9u2vGJDtbCvn04PHPGRUF5cPMv2cxsEUfdByB9a+3fid/wAE3/EyaxdXXgjV9PvdIdi0dlfyNDdKWPTdgowX3IyM8dj8o/ED4aa18LfE15o3iOxa31KzcRzQqQwbcMqysOCpHOfevJlSnTtzo71UhK/KWPh2qw2mq3bXEcd1Hb+VHbzkkGJwUlkXHUop+77k9FNew/sx6PBq3xCnR0C2IT5Z5eGzlAQvY8MmfYivLvhPr1l4P8Rf2jqFl/aglja1toDgAF/lZiMHtkfjX0r+zxbRw6K2mOzNe2vmOUXCrkkumxh1XIhUgep9aS0uedi2+U+t/gNGsqzXCxBIWtk8rcu1wueAR24x3r2CvL/gqEmszKsHllIvLL54Y/KTgeg7V6hXq4NNUY3OaMlK9kFcx8STt8AeJD/1Dbj/ANFNXTNXLfFDj4deJz0/4llz/wCimrs6Mtbn862qf8fEuD3NdF8NtJ8FardXaeM/EWpeHoFUGCTTdOW8MjZ5DAyJt4+tc5qmBdOP9o9q6X4a+JPCXh+8u38WeEJvFsEiKIIYtTey8ls8nKq27I7e1CCWx7N8H9D+Gml/H74QSeDvF2ua7qR8aaOr2+o6QtpGI/tUeWDiZ+QQOMdzzxRTfhL4z+H/AIg/aA+D1v4U+HU/hLUF8baO73suty3geP7XGCmxkAGSQc+3vRUsI7H7l0UUVoUFBFFFABTWFOoNADKay0+kagCJhUTLU7UxloArMtM8urJWk2VIEKx1NHHUix1IiUALHHXzN+3B+z0Pid4KPibRbOSXxPpMe0pbrl7m3zyuAPmZMlh7buvFfT6rTx3qJxU48rKjJxd0fh1Ys+i3So8KtcQDI3H7pAxkZHJBJ9eT7V9L/srWd23hi4ZZWge4vTJFk8KEVM7s9gSMY68+lfUP7RH7G2gfFiGTV/DqW3h3xWreZ5qxhbe6OckSqAcMcn5wCfUHgjK+Af7Iup/Du08vxDrcM8W9m+zWI3Fl3BgrOyjH8QJAyQRyMV5ksNP4YiqS9p8R7H8HdBbSfDbXLMD9sfegXONijAPXvyeO2K7xqSGBLaGOKJFjjQBVVRgADoKdXpU4KnBRXQgYa5H4rtt+Gfis+mlXR/8AITV15rjvi4wj+F3i5iMhdJuyR/2xetXswW5/O7qh3Xb+m416B8D9W8ZaRqGqP4P8HW3i6V0QTx3OgrqghGTtIBRtmefTOPavO9Sc/aZOP4if1r0D4LeFvF3ie71QeE/FFp4ZkhjQ3D3euJpolBJwAWdd+MHpnGfekhS2PbPBPiT4jat8c/gzB4u+H1l4U00eOdGaK8t/CyaYzyfa0wnmiNcggsdue2e1FbPwd+DvxDuPjn8MLrX/AIh6Brdlp/inTL1rWTxfDdOfLuoziOMyEs+MgADJzgdaKTCOx+yOaKbRWhY6ikzQDQAtFJupKACkpaKAGUmKWikAzb7UoWnU5RUgIFqRVpAKetADlpfUU2igB9FJuozQAU2l3UlAhrVxXxmO34TeMz/1Brz/ANEvXamuH+NjBfg/42YjIGi3px/2wen0Ylufzw6gmJ3HP3q634aeE/CHia5vk8UeMpfCUUKq0Mi6Y955+ScjCMNuAAe+c+1ctfXDR3TujMkgbcGU4IOa6j4aeKfBvh2S+bxd4QufFZlCC38jVXsvJxu3Z2o27cCOuMY96lCle2h638J/B/gHw5+0F8GpvCnxCm8W3z+NdISWzk0WWyEcf2uM797OQeQBjHf2opvwn8X+APEX7Qnwag8J+Arjwpex+NdIeW6m1mS9Ekf2uMbNrIuOSDnPaihjjsfubuo3VD5y/wB4UvnJ/eH51qMmoqDzk/vD86X7Qn98fnRoBNRUH2qP/nov50n2qL/nov50aBqWKTNVzeQj/lqn/fQoN5AOsqD/AIEKWgE1FQG+tx1njH/AhTf7StB1uYR/wMUhlulqp/alovW6hH/AxSf2xYjreQD/ALar/jRoBepc1m/8JBpq9dQtR/22X/GkPibSR11OzH/bdf8AGloGpq5orI/4SnRx11WyH/bwn+NNPi7RF66xYj63Kf40tO4amzRWGfGWgr11rT//AAKT/Gk/4Tbw9yf7d03jr/pcf+NGncNTamRpIyqyNEx/iUDI/MU4msB/HvhuPhvEGmKf9q8jH/s1RSfEbwtHw3iTSFPvfRD/ANmoVu4rM6EmuC+O77fgv47b00O+/wDRD1sSfEjwpGCW8TaOo9TfxD/2avNvj98V/BrfBXx3CnizRHnk0O9RIk1GEuzGBwFADZJJOMVUmrPULO5+EN9CHLyh0L79gjz82eeceld38GvFHifwvNq6+HvBem+LGlMYnGo6CupGDG7G3KnZnJz64HpXm95OJJpGIzk8Y4716n8A9H8f6q2sHwR42t/B4Xy/tXn+IU0vz/vbOC6+Zj5umcZ96lbky21PTvAPjLxf4i/aA+Ctv4i8DaX4Vtl8baTJFcWPhxNNeRvtcQ2l1Rdwwc7foaK674UfDH4nax8dvhdceKvidoniSx03xVpl8LSfxjFePlLqMny4zISzkZAAGTnHeilLcIbHyIPHmt7stqt4Tj/nu3+NO/4TrWscapdjJ5/ft/jU3ib4c6l4VtfCtxeTW7r4jsV1C0ETsSsbSvEA+QMHMbHjPBHNbkfwN1uT41SfDIXViNcjvHsjcGR/s+9VLE7tu7GB/dz7U+UfMc9/wmusNwdSuv8Av+3+NMXxlqwyBqNzg9f3zf41Z8HfD+/8aWfia4s5reJNA0x9UuPPYgvGskcZVMA5bMg64GAeaRvAN9/wrUeNfOg/s3+1f7I8nLeb5vlebuxjG3b75z2osPmIo/G2tRxukeqXiKcEqs7AH681C3i7VWyTfTk+7mrniz4f6h4O0fwtqN5Pbyw+IrA39ssLMWSMSvFh8gYOYyeM8Ec10Z+Amtr8a7P4ZNe2C61cywxLdb3NuDJEsqknbu4DAH5etHKTzHISeLdUkVVe+uCq9F8w4H4Uv/CVan3v7g/9tW/xq54Q+HuoeMm8TfZLi3i/sHTJtUuPOYjfHG6KVTAOWJcYzgcHmmWfgO9vPh3qPjFZoRp9jqUGmPCxPmtJLHK6sBjG0CI55zkjijlHzFb/AISvUQeLyf8A7+Gj/hJtQKkG8n/7+H/Gr/if4f3vhfw34T1q5uLeW38R2sl1bxxE741jneEh8jGSUJGM8Gt7UPgjq2l/GTTfh1LfWbapfXFnbLdJuMKtcpG6E/LnAEozx2OM0cocyOQm8TahIozeTnpx5h7cetQprl6WBNxIf+Bmui8O/C3UPEep+MLKG7topPDOn3Oo3LSFsSJA6oypgdSWGM4qtp/w9vNQ+G+reM0uoVstN1G3057c7vMZpUkcMOMYAiPfuKOUOYyf7cuuT9okzj+8acmvXiowW5kCk8/MfStzxH8Nbvwz4L8HeJZbyCa38RrcPFDGG3w+TL5bbsjHPUYrX1D4G6npvxW8O+A5L+1N9rZ08R3ShvKj+1xxuu7jPy+aAcehxT5RcyON/wCEguWA33EhHpuNDa9Oq/8AHw/Tsxrd8MfCu88TeJPE2jx3tvBLoNhfX8sjg7ZVtlLMq+7Y4qrpHw7udZ+G/iTxcl1FHbaJdWdrJAwO+Vp/NwVPTjyjnPrSsO6MgeILjPE8h/E0reILna2J5ATjocVpeIvh/ceHPBXhHxHJdRSw+IkunigUHdF5MvlncehyeeK39a+Cl7o/xW0DwI2pQy3WsLpzJdLGwSP7XHG4yOp2+bz64p2YcyOPk8RXUrBjPISQB949uKjn125k+YzyEe7ZrrtD+DtzrHivxvoQ1KKKXwvZX97JN5RKzi1OGUf3d2OCelZuj/DeXVfhd4i8Zi9RINGv7Sye0KEtKZxIQwbPGPL/ABzS1C6OdXWZ158x8/Wmy61czLsaRtuMcmuo8X/DtdC8DeE/FsVwv2TxJNeiGyAO62WCVUwWP3s7h+VdRcfs9XEfxxsvhwmrwvcXVvDOL5omCrvtBc4K5zwDt69s+1HKxcyPIJJmbnNKkzL3xTJhtkZcdDimbjtNIs9V/ZbuHP7TXwjBY4Pi/SP/AEtioqv+y2x/4ac+EXP/ADOGkf8ApbDRSAl+JXjrSPEGl/CyKxujPJomhR2d8uxl8qUXc7leRz8rqcjI5r0zwX4s0zxt+3YNd0e5+16Zfa1cT20+xk8xDG+DhgCPxxRRVJ3ZDirHmXwn8aaT4U0v4l2+pXJgl1fw5Np9moRm82Y3EDheBx8qMcnjiom8a6Uf2dR4X+0f8Tr/AISg6ibfY3+o+yiPduxt+9xjrRRSuOy3H/FLxxpXiXwn8MLKwufOuNF0NrO9Qoy+VKbqZ9uSPm+V1ORkc1634T8baX4+/bu8O65otybzTbi9tRFMUZC2y0RG4YA/eUjp2ooqk9RSirHkvws8baZ4Sm+I6alOYG1bw9dadahUZt8zzRMq8DjhG5PHFV9L8aabb/AHX/DDzldYuvEFlfxQbDhoY4LhHbdjHDSIME9/rRRU3HZEvxH8caX4h+H/AMMdLsbhpbzQ9MuLa9RkIEcj3csigEjn5WU8euK9IsvG2mfED9s7wbrek3JubCfWNHSORoyhPlrbxsMHnhkYUUU03cTirHIeFvHOleD/ABX8Wl1GV4W1fSdR0y12oW3TSToVU46AhG5rI0fx7pdl8AfEfhaSZxrF7rtjfwxiM7TFHDOrnd0BBdOPeiilcfKibx98QtK8QfCz4aaDZySG/wBCiv1vEZCFXzbgumCevy+lehaX480z4iftefDLVNJd3s1udDtSZFKtvijgjkGPZlIz3xRRVLcmUUkzjfCnj7TfA3xG+JUupGUJqel6xpcJiTd++mDKmfbPU1z/AIc8e6dpfwR8a+F5jKNT1bUtOurbamU2QiffuPY/vFx+NFFTcqyGeNfHmna98L/hzoFsZvt2gxXyXe9MJmW5MibTnn5TzXfw+PtO+I/7V3w61fSfOFqLvQbPE6BWDwpbxScZ6bkbB7iiinFu6JlFWZQt/iBpngP4vfGGTUllkXVrPWdLtvJQN++mlITdkjC8HJ6iuT8P/ELTtL+BnjDwjMs39p6pqtheW7KgMeyFZg+454P7xccetFFTdlcqDxl8QtN174Q/Drw1brcDUNAfUGuzIoEZ8+ZXTYc88A5yBzXsfgHx9p3xO/bK0TX9KSaKyksViRblAr7odLMbZAJ/iQ456Yooqo7kSilFnyxdH99Jj+8aYJGEZUH5SckfT/8AXRRUmp6d+yyuf2nPhD/2N+j/APpbFRRRQB//2Q==) | SJM 804 x030 080701 Fibula af kobberlegering
Fragment af fibel bestående primært af en del af bøjlen. Formentlig en lille, kort ligearmet fible fra den ældre del af YGJ. |
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) | SJM 804 x031 080701 Fibula af kobberlegering
Næbfibel, fragment, ganske kraftig korroderet. Rester af fladedækkende prik-ornamentik. Dobbelt rørformet nåleanordning på bagsiden med rester af jernsplit til nålen. |
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) | SJM 818 X163-3 080701 Fibula af kobberlegering
Korsformet fibula |
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) | SJM 818 X163-5 080701 Fibula af kobberlegering
Korsformet fibula i flere fragmenter, men sandsynligvis komplet. Rester af tekstil på overfladen og læder i omkringliggende stumper |
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) | SJM 832 x001 080701 Fibula af kobberlegering
Fuglefibel. Næsten intakt. Længde: 2,8 cm., højde: 2,5 cm. Iflg. konserveringsrapport rest af fortinning |
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) | SJM 832 x022 080701 Fibula af kobberlegering
Fragment af smykke - antagelig Urnesfibel. |
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) | SJM 832 x027 080701 Fibula af kobberlegering
Fragment af formodet fibel. Ubestemt. |
![](data:image/jpeg;base64,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) | SJM 833 x001 080701 Fibula af kobberlegering
Fragment af trefliget fibel. Model med meget slanke flige. Rest af nåleanordning bagpå. Største mål: 4,3 cm. |
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) | SJM 834 x003 080701 Fibula af kobberlegering
Fragment af trefliget fibel med simpel, geometrisk ornamentik. På bagsiden rester af dobbeltfliget nålefæste. Kraftig korroderet overflade. |
![](data:image/jpeg;base64,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) | SJM 835 x005 080701 Fibula af kobberlegering
Korsformet fibel, fragment af hovedpladen. På bagsiden rester af enkeltfliget nålefæste. |
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) | SJM 835 x006 080701 Fibula af kobberlegering
Formodet korsformet fibel, kraftig korroderet hovedplade, men i modsartte ende ses profileret dyrehoved. Markant, tagrygformet bøjle. Rester afnåleanordning på bagsiden. |
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) | SJM 836 x008 080701 Fibula af kobberlegering
Urnesfibel f bronze udformet som et stort dyr i Urnesstil, vendt mod højre. Udformningen er let stiliseret, så der ikke er en klar skelnen mellem den oprullede dyrekrop og en slangefigur. På bagsiden er der to parallelle flige til hhv. nålen og nålekrogen. |
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x7V6dqktjJp6CSFIZGOd0nXnvjHHp3r0vwH+yHd+Mri21XX5n0XSZD5gtYWxcTKV5PTCg56n5h6UoQlUlorFSmuUm/ZL+BF3eXY8Za7Ox0xH/0GxZP+Phhx5r5/hUjgdyMnpz9iVU03TbbRtOt7KyhW3tLdBHFEvRVA4FW/SvYhFQVkcjdxaSlxShasQzmkxUuyl8ui4Hw9/wAFZWeP4A+HyjlCdfiHHf8AcT1+Wnw6vrq08Y2UlpqumaPcAtsvtYhWW2j+Rh86tHIDnOB8p5I+tfqb/wAFaU/4x/0Djp4gi5/7d56/K34b2N1qHjSxt7TRtL16Vi+LDV7oW9rJhGPzyebHjHUfOOQBz0On8oujOn+NGqatqiaV/afi7wv4lEZkCf8ACP2iQGHO3PmbbeLOccdcYPTv5TJJuPJyBwOa9+8dfCLxT4ujs/svg/wJ4WMG7edJ8S2o87OMb/OvZOmDjGOpznivAru2ezuJoZNvmRsUbYwYZHHBHBHuKVRO92EGraDYyOe5x0oqLcFBxxnjJorK5Z/TRSHmpSophXFTckhZaZirFNZau4iuyVBLHVwpTCtWpCsZkkPtXD+PPg54c8f2Nwl3p8FvqLoRDqcMQWeF+zBhgnB7E88jvXpDQg0z7OK0clJWkGq1R8B/Fz4e+NvgrFHqd5bQatoW/wAv7Zp8rLsyc/vEfO3OT6j3zXnC/EdLuASSaVcKMK3mQTc7f7wyBkf4V+oFxp8F7byQXEMc8EilXjkUMrA9QQeCK+Kf2zvhPbfD0Wfinw7pK21ldzeXcRwvtjFyxJGF52hlDHAGMqe5ry62Hja8Drp1LuzPOrz4o+HJobNYbG5vZHBMs1wgj8pSTjd/ebg9vx9MOPUNX8RawLPRdPGsWrgyI8MLuwUDkbVyW5/nXnHhrTdd13xJaJDoMWqXl4xihWziIlmZiNqcdvUnpjPav1W+Fvwn0f4X+G7Sw0+yt470RKLm7RPnlfq3zHnbnoM8VnTpczCcY01rqzxf4A/AvUri40zxV4qt5NNNmSbLSZUG/GMb5Q2dvPIXrwCT2r6Zp/lmgLXoRioqyOZu43B24p4WlCVIq02wGhaUL6VIsdP21nzARBCaTaamxSGlcD4b/wCCtSk/s+6EcZH/AAkERP8A4Dz1+T3gOxg1TxZZWs2h3/iSOQsDpemSGOeb5SRtYI5GMZPyngH61+s3/BWRtv7PeiEDJ/t6Mfnbz1+SfhOTT7PxNazapdalY2Cs3mz6Sqtcp8pxsDMoznGeRxmunpEF1Or+Leh22iLpwg+H3iDwR5hkBfW7l5ftONv3N0MeNuecZ+8OnfzKbPJHI/8ArV3fxT1Hw7qX2FtB1fxPqTLvM3/CRJGAuQu3y9sjdec5x0FcDG/y89VNRN6jjsN3FhzyaKmZApbnBBxntRUFH9N1IVpaKyJsRMlNKkVPTdtVcRDik2ipjHSeXVcwEW0Uojz2qUJ7U8LS5gIlhqprPh/TfEemy6fqthb6lYy8Pb3UQkRvqCK0dtLtFRzFcpxXhH4M+B/Ad0LrQfC2m6deL0ukgDTDjHEjZYccda7JlB7U+lpXHa5XaPHSk2Gp9tG2q5ibMiWOnqtPxS0rlWE20YpaKkoZSNTz9KY3SqRmz4b/AOCtqv8A8M96CY+o8RQ5+n2eevyl+G+rTaT44025j8SN4Rljdv8AicKkjG3yjAnEaljkErwD970r9Xf+CtTbf2fNC9/EMI/8l56/KL4e/aT41077DLosF0WfZJ4hSFrJfkb/AFgmBjxjpuHXGOcV19IiWzPT/Hv2L4hm2j8T/Hq11xLRnNuLzT9Rk8rdjcR+54ztXOPSvEvFGi6douuSWuk63Br9mqKRfW8EsKsSOV2yKrcfSvRPjjNqrRaQNTvPBN0f3uz/AIQ+KyQg4XPnfZkX227s9Gx3ryj7rLsAz64pVHrsKG256B8btBsPD9x4Pi061jtReeGtPvLjy8/vJnjJdz7miovH3xi134heGfDugaj9mi0zQbOGztoYIFUny1K72fG5iQTwTgdhRUTs3oVG9tT+jfFJRuormKEooNFMQUUUoouFgxS0tFIsKKKKACiiigAooooAKKKKACiiigBDTGp7UxqpESPhf/grpgfs76C2SCPEUOMf9e9xX5Q/Dm1k1Txpp1tHoEPih5GbGkzzvCk/yMcF0dGGMbuGHT8K/V7/AIK6MB+zxoJIB/4qKHg/9e9xX5JeD4NPu/FFnFqem6lq9ixbzLPSJRHcyfKcBGMbgYOCflPAPTrXT0iJbM7v41eHbjQl0oz/AA5s/AglMmGtL+a5Nzjb18yaTbtz2xnd3ryr+Ignaa9g1iP4W6D5X9o+AviDYebnyzd63bxb8YzjdY84yPzrx24kSS6mMAaOEsSiyMGZVzwCQBk49hRPe4o7Aw2M28Egg4KnAzRUQc4KgnB5IorIs/p3oozRWZNwooooHcKXNNyKWlYLjs0tNpQaRVxaKbuo3UBcdRSbqKBi0UUUAFFJmk3GgVx1FN3UbqYXBqY1OqOQ1SIZ8Mf8FdGx+zvoH/YxQ/8ApPPX5L+B9Ug0nxZYXVzrWp+HYYy27UtGj8y6hypGUXzI85zg/OOCevSv1r/4K3bG/Z50NXJ/5D8WMev2eevyf+HVzPp3jXT7i01yx8OXCM23U9SiaW3h+RhllWOQnPT7h5I6dR0taREtma3xe8S6d4gXTBYeOPFXjAw+ZvHiW28oQZ248v8A0ibO7Bz937o69vORjvXrHxz1vU9cXSBqHj3QPGoi8wIuiWUlv9nztzv3W0O7d2xu+6enfy7TtLudW1C1sbOJp7q5lWGGFBy7sQFUe5JqKnxf1/wRx2K7L/d6UV6b42+Bl/4L0G91SDX9F8RRabdrYarDpMsrPp87Btqyb41DKSjrvQsuVIz0yVLi1uNNPY+vv+Hv/wASQv8AyKnhfP8A1zuP/j1H/D4D4k/9Cr4XH/bK4/8Aj1fGV94AFn4a8Rar9uLtpGtwaR5Xl48zzFuG8zOeMfZ+n+11451fEfwkXQdT+ItoNVM48I+XtbyNput1zHD03fJ/rN3fpj3rfXsR7p9df8PffiUR/wAiv4WB/wCuNx/8eqOT/gr98S+Qvhfwvu9TDcY/9HV8i/8ACqh/aTWn9pnA8MjxDu8nqfs4m8rG78N3447VJ4f+Ew1rVPh9aHUzD/wlUMkpbyc/ZitxNDjG75s+Tnt97Haiz2sHu7n1e3/BX74o548MeFP+/Fz/APH6T/h798Ugw/4prwpjv/o9z/8AH6+O9P8Ah6NQ0PwvqP24o2ta3caQY/Kz5Pli2PmZz82ftPTjGzrzxLqfw7TTdB8W3/28u+ha1b6SIjHjzhILk+ZnPGPs445+/wBeOVr2H7p9ft/wV/8AipyV8NeFAvYG3uCR/wCRqaf+CwHxV5x4c8J/+A1x/wDH6+Udc+Ey6LrXj2xGpmZfC9rHch/JA+0b7i3hwRu+X/X7u/3cd+Hx/CWCbUrG0GpspufC83iIsYRwyW8s3lfe6HysbvfOO1Fn2FeJ9UN/wWA+K2OPDvhMH/r1uP8A4/TF/wCCv/xYJP8AxT/hP/wFuP8A4/Xyt4d+Ecev6p8NrVtSa3Xxdcm3dxEG+zYuTBkc/N03dutYcHgNJPB+k6416wN9rcukND5f3AkcL+ZnPOfOIx/s9eaXvdh+6fYw/wCCvnxZIP8AxIvCg/7dLj/4/SN/wV7+LRUbdD8Kg/8AXpP/APHq+SvEPwxj0NfiAw1B5v8AhFtXj0xcxAfaA0sybzz8p/cg45+97Vc1D4Tw2OreLrL+0nP9h6Fb6yjGIDzjJ9lPln5uAPtJ55ztHrR73b8g90+p/wDh718XP+gN4VB/685//j1Rv/wV4+L/AB/xKfCo/wC3Kb/49Xy3p/wrtr698O27alJH/avhy81wsIh+7eFLthH15B+yjn/bPHFQ+G/hdBrn/Cut+oyRDxVq8mmS7YgfswWWFN45+Y4lzjjpSs+y/ALxPqf/AIe6fGBv+YZ4XH0spf8A49UTf8FcPjGelh4YH/bjL/8AHa+RpvBKReDdU1v7Uxez1mLSxDtGGDxzPvzngjygMe9bXiT4Uw6HqHxMtk1CSZfCNyIImMYH2kG6EGW5+Xg54zR73b8g90+nm/4K3fGQ8rZeGVyf+fGT/wCO03/h7V8ZWx/o/hwZ9LB//jlfMV18KreHVrizGoSFY/C8XiAN5YyXe1jmMfXoC5GfapPC/wAKrfWta+HdpLqMkMfii3knkdYx/o5W5nhAHPzZ8kHt972p+9fb8hXifTE3/BWX4y+cQsXh0L0/5B7f/HKgf/grF8ZznC+Hx9NPP/xdfLmn+A4Lzw/4W1Jrx0fWNbuNKdNoIiWNbUhx6k/aDx/sipdZ+HcGl6R40vlvJJDoOuQaTGpUYlWT7Vlz6EfZx/30aeu9h+6elfHv9tr4iftF+GLXQPFkmm/2da3S3iLZ2nlN5gVlGTk5GHNeH+H9ebw3rVvqAsrHUmgJP2XUIBNA+QRhkPXr+YFdj4o+FtvoTeNRFfzTLoH2Qx7owPO84qDn0xn8a827Gpk5LccbNaHqR+Ps/QeBfAw+mgRH+ZrK8O/EiGP4weGfFt/pun6fbafqVpdTWuk2q28WyKRWOEXjJCn6muA4pN1RzsOVHv8A4wt9O+H/AIF+IUQ8R6PrcnivULcabFpd6ty5t45nmaeUAkxf8s1Cvh8s3HBor59ZjuFFOU+YIxsdHJ401S70/U7Ca4DWmpX8eo3SbFG+ZBIFYHHHE0nA459hXVfFX4gNffEDx3Jol8k2j6/MFlZUBE0ayJKuCRkfOinjHSvM91Gfzo53aw+VXudOfiJrn2oTC8Hm/wBmf2Ru8tf+PXy/L2dP7vGetdl8EfE19qnxU+HdjdzCW10y5FvaJtA2K8ryMMgc/PIx59a8n9DXbfDHwGfGVxqt9c63F4b0jRbdby81OSOSQxBpFjRURBuZ2d1AHHckjFOMpcyFJKxkReMdUs7PTLKK5222mXsmoWqFFPlzuIwzZxzkQx8Hj5fc0t5441a+s9XtJrkPDq15Hf3a+Wo8yZPN2tnHGPOk4GBz7Cr3xH8CweCL3TmsNbtfEOkanai8s9QtVaPem9kZXjb5kdWRgVPsQSDXHg1Lcloxqz1R6Vo3j46lp/xHudcvlbVNZ0mGCJtm3zpVvbR9oCjA+SJz2+7XOf8ACxNdjuLe4W9xLBpkmjxt5a8WrxvG0fTusjDPXnrXNU1ugocmHKjptM+IWu6VP4dmtb3ypPD8vnacfLU+S3m+bnkfN8/PzZrqLq8kh+A+iyxviaLxRdyhvRvs1sQfzFeYrXtXhH4H6J428JahqFj8QYPN0zTZNTvbSTS7pYrYrHuMbTFdgYkBAc/McAZq480romVlqzzTUPHOtao2vG5vPMOu3QvdQ/dqPOlDu4bgfL80jHAwOakn+IGu3V3qdzLe7ptSsY9Oum8tB5lugjCp04x5MfI5+X3Nc8w+akrPmfcuyPQvEXjw29l4Kl0W923th4em0y5ITmMyz3YkT5hg5inHI/vdcjjm7Hxxrel/2GLa+aMaHdNe6f8AIp8iYsjFhkc8xocHI4rBpKbkxcqNdfE2oyabcaY9yTY3V2l7NFtHzTKHVWzjIwJH46c12nxq8RXunfFj4l2NpcmOy1LV7hLmMAESKtwXUZIyMMAeK4XwzocniTxFpekRSrDJf3UVqsjDIUu4UE+wzTPEWmy6Lr+padNL58tncyW7y8/OUYqTz64o5nYLK5efx1rcly9w1+5mbT10otsXm1WMRiPp02KBnrx1rpPhf4+Oj+PPBt3rN4w0rRJdkZZCRBCZHkYAKMn55HPc8157TulJSadw5Vaxs/8ACU6jHZ2dlFduLOxu5L21j4/dzOIwzg46kRR+3y/WnXXjDWL611O1nvpJLfUrtb+7j4xLOu/a546jzX6f3vpWIaVeTRzMdken6Lr134g8BfEe81G5a5vbiOwLyNgFts6qOnoMV5ln19a9j0X4E2WpaVptlL4o+y+M9W0x9WsdD+xFoZIQruiPPv8AlldULKuwjlQWBNeNt8pIqpXsrkxtd2Co3Y7sdKcelRVmWGT170Uq80UgH7qM0UUxi17B+zb4qsfDeu+JYb3UNLsZNS0aW0tP7eiMunSTmWJlW4TawI2q5UkYDhCaKK0pu0kRJXizj/iho+jaHr0FtpOtW2uzNAJdQudPTbZrcs7kxwZVcoqlBnGM7scYrjqKKmW7Gthd1KeVNFFSMSMjjNfR2vX/AIY1z4e6Ug8b2em+D7HRFP8AwienmSO+n1cQbS0q+Xtk3T/P5jMcR/KMHAooram9GZzWx85GiiisTQKSiigDf+H2o22j+PPDl/eSeTaWupW800mCdqLKpY8c8AGtX4w33hbVfiDq954Sk1KfSbm4kmEupqiyO7OxJUL0XBGM8+tFFVf3bE21ucUPrS0UVJQULRRQB9EaD448ILqHhj4gXPiOG31fQdEjsT4d+zTG4nu4IWhgZXC+X5RAjZiXBGGG08Z+eZG3OT6miitJSukRGNhorQm8N6jby6lFJZyJJpq77tT1hG9Uyf8AgTqPxooqUrlPQsab4M1jUtStLKG1CTXUH2qNppUiQQ4J8xnYhVUAHliBxRRRW0KakrsylNpn/9k=) | SJM 846 x004 080701 Fibula af kobberlegering
Fragment af korsformet fibel. Fod med nåleskede og endedup bevaret. Afbrækket ved bøjningens begyndelse. |
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) | SJM 846 x019 080701 Fibula af kobberlegering
Mindre del af bøjle fra fibel. Furer på oversiden, rest efter vedhæftning til spiral/nål på bagsiden. |
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fSbmQ7mksiFDN6lSMflivN9c/ZZeO4uNVs/EVzdXsCNLbW9xEPL3hTtBwePrjjNcns6kZXWxp7so2ZgfE7/AEbwbqwYgnYVABB3f45r5tlVVmTjfI7FR9Bgn+fWvWNU8XP4o+Fri4BS9S4NvOhYHDI38sAda8qVoY2mubuTy7e2jaWWRBkhQD90d2J4A7k1jbUtXSFk8sxyFhsGSTxjjjj61iyxvaxyAFTGSQFP3jnnn9MVoQ6i0kaG/uo9L8yAXEWkWsInuI4iCBJK21sZGCCSoOeBjrzE2vwyWt5qFpO1xa2kwS/tJFxLb5OFk/3QSMj059aq3QFfc6GF2K4A+U4DA84571T1bUr1rvStH0YJDrOs3Qsra6ZQfsyAZldcjhvmRQe24nqBQcyRxiPj5shs8H0P6/pTLzTriG80fVrIlr7S7r7SqoPmdGAEirnjd8qsB324700+pLR1/jKx0DwfpMemwu159nd4zqV1I5e8lyMjdkkndGeOgyRgV5tqXiHSNH1rTb3Tblrmyv1j8wMFHlNIcqcDphlZCPXnmmePdJvfE2l2dt4Z0+S8to76a+hFxcAS280rDcrAkfLnsR0/EmCz8HxeH9I03wcs39o3M1zFqevT2vKx7B+5tlbu2WLHp0rOCle7ZTtbQ7HULyCWQqT8kQkxCCM5yOrd8Y6fhVIK10EmkDQgnasakkDB+UfTgfmTU1vZ+ZcahqN5EFkuJ9/2dTxGuD0GeCxyf8knRG+7tEfy8EPkKeFHsPbkfga0luTDRWI7KGG1mk2uNu35gpyRx+Hp+tW5DFbyCJ0EskoGVYA7SBkEe44/WqVxGiahGkCbHPXH3QMcf5PpS6tdXGi2OpahbxMLxYkjtiuNwaWZIVZTjjaHyD6qKIysDjzWNiGzgtbmM3N1bwXcRAa3Eu6RODjcBnaeBw2DVm2eCO4kVXzOuGaOT72MZz9PfHeufk8QQ+HfC/iq8ZrXS9H8Oy29iFjt/Nur+7kjDF9xPyJzxwcjknJOeR0fxNf6xBrHnSefNo9out2N2qgO0DLueJ/qNynHUgGs9TZLQ+3P2XfiE1rrA8OzThdPukZ7ZG6CXjgE+oB+tfUlfE37L3gObxh4ws9WmYCx0t47sr1JkCjYPbnn8K+2a6qbbjqY2s2FFFFaAfnh/wAFb5CNP+Hq54Ml4cfhF/jXxB8G3hjuNU8y58ZWxKR4PhGIOx+9kS/Mv4fjX21/wVyk22vw7Xplr05/CGvhj4T6zbaXPqIn1rxZoqOqYbwrGHeXBPEuZU4Hbr1NdC2RhLc7P4X+G9Th/as+HOqix8SSaS3i7SAuoeILVknb/SoR+8blc5yBz0AopPhV461jVP2ovhvpaeJvEmqaEfF+kMkGuTuJDi7hOXi3soIOccntRWc9y4bH7iBG53Y68Y9KTy6mpKi4+Uh8umGHOeKs7RRtp8wcp+cfxK0qf4cfFLxdotyvlWt7M9zahvunOSuPqGH61wt3bm80m/t0iFxPJEpVR/G0ciS498lMAepr7D/bF+Bd/wDETQ7XxB4es5L3W9PwkltCP3k0XJ+UdyMnjqcj0r41a41Lwjfvp/iCwuNOuo9pH2qJoypxyCCK5ZQd9DTmSWpn+Jb28fQfElro1/HbxeIGtJ5NUPyGJooVR4HGMhPlYgjsRXM6FYMtl4s1gtLLpraGNKinKmMX106GNCityQC20ZwdseccED0+xRmVhZtGzzOqsVX7+5sZbB+tS2fw98Ta3NHJNp91ftbsWgVYDsjY/KzhAOWxzk5ODUq61HzLYxNMs3t7WytpQS6xKsh9GGBj69/xq3cXEnlABwoBbd/e7dO9dH/wr/XYoTLdadcR2ucqWTAcAkHGB0J4/H61BpOgnVmljcCORN26OZSDuHA49M85/wAKa7IyclvJnMtpdtqeA6ZMgOcO2SuepAx+Rq3p8dtY6en2aOK3iXcVWNdqhQSeBjk/416h4Y+Depa7bMsFheT3LNh8RlQy4yOevX+QruLP9kXXdXji+0xW2npjH3wWx6Z5I/KqUe4uZy2PnCGRFuoY5TMQzgOkajOMDkD8vzqG3W8uImEfnrG3GWG7C4wecd+ea+2PDP7KcWkQpHJqMcHO5ngQtITx/GcHHFdJZ/su+DoJXln+13Mj/eBkCqfbAH9a0suxmozvc+GfIhsPOuJIpUAwGLqQBz1B7Hg//W60moRpfW91FN5kVtNEsZHId88q0eepVgrDsCK/QKy/Z+8CWbEnQ47n5tyi4kZgp9hnFec/FD9jPw74turzVdBu7nSdVlg8pbead5LXoBkA5ZDx2JHsM5rN09DoTd7s+M7jw6+pfaUvpbS2kkhiimuZFD215sOEMkRI5UDg9R0zjFVrfRbLTNL1PTdOuzr2r695EWsapHCIra1tUIIggA45VVXC8BR1r1qP4F/EjTdYi0yPw9dakdgSWaZAsanzCGcSZIIKkHAOSBxk5Fe3/Dr9mGdNSt9R8QyRSWqsHNisZQE45BB6jOOMD3zWPLJ7GnMkd3+zJ4VPh34cxXD586/cy43AhFX5FQfTbz7k165UVtbRWdvHBAixxRjaqqOAKlrsSsrGYUUUUwPzq/4K4SDy/h2jHg/bjj/vx/jXxB8IvEsfhu+1M/8ACUeMPDCzLGB/wicYdpiN2RL++i4BPy9ep6d/tn/grnnf8OsHjbfZ/OCviL4QeKj4ZuNUYeOPFXgwTLGN3hm2MxuMbv8AWYuIcbc8fe+8enfoWyMZG18K9VGs/tgfDu8Gp6rrHm+MNIP23WxtvJcXUIzIN788Y+8eAKK7L4Pw+Ata/aU+Hmq3Xj7xdrfiObxRpkgbUtBiBnmF1EEEkpvWZQSFBbDEDscYorOe5cNj9rKKKKzLCiiigAqjqWh6brKhdQ0+1vgBtAuYVk4PUcg1eooA8yh/Zt+HdrrkWq2/h5La5iIZUhnkWLIOQdgbFejWVjbabbpb2sEdvCv3Y41CgflU9FArJbBWfN4f0u4maaXTbOSVjuMjwIWJ9c461oUUDGxxpCgRFVFHRVGAKdRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH5x/8FchmX4df7l9/OCvif4PeL4/CkmrFviB4l8DGcRjPh62ab7TjdxJieLG3PHX7x6d/tn/AIK4B2m+Harnb5d6Tzx1gH9a+Lfg74ui8GvqbHx3q/g2ScRg/wBlacLvz8bvvZkTbtycdfvHpjndbIxkX/hJqS6z+158PL463qHiQzeMNJI1TVI/LuLj/SoRudS7kHt949OtFHwp1Vtc/a++Hd+dYuvEAm8YaSRqV5B5Es/+lwjcybm2nt1PSis5blx2P3eoooqCwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/N3/gro3+mfDtf+mV7/OGvi/4L+LW8MPq+zx9N4HM3lDMWmtd/aMbvT7u3P47q+yf+Cuj/APE4+Hi9/s94f/Hoa+Nfgx4ofw62q+X49HgjzvLznTXvPtON391Tt25/Hd7V0LZGMjufhr8XfE/in9pP4aaFd+L7jxPoKeMtIeKaW2EAlIvIsNsI3L1PGaK5b4S6g2qftgfDy7bWP7fM3jLSmOpCAwfaP9Lh+bYQCv0x2orKW5cdj9Rh/wAFGvgkVz/bl/1x/wAg+T/Ck/4eOfBHr/bmof8Agul/wr8ibnwFr1rJeJJAgaz0qDWpv3q8W0yxFGHqSJo+OoyfSlk+H2vRLMzQpiHSY9bf96vFq5QK3Xr868deavlXYjmZ+uv/AA8d+COcf27fg/8AYOl/wqX/AIeKfBNWKvrt8mOpbT5f8K/Ij/hXuv73X7OmU0ka2f3q/wDHqQCG69cEfL1p3/Cv/EkbAGEDOk/2znzl/wCPUrnd164/h60cq7Bzn67/APDxP4I7dw8Q3ZH/AGD5c/ypP+HivwP25/4SO7/8F03+FfkRD8PfEE6wmO3VjLpT60uJF/49VLBm69fkbjr+dFv8PdeuHtP9HVRdaZNrER81fmtolkZ2HPUCF/l68D1o5UHOfrxH/wAFFPghI2B4ivPqdOmAH/jtO/4eIfBDbuPiS6H106b/AOJr8hYfBOu3UlnHFar/AKXpc2sw5mXJtYhKZHJz1Ahk468e9LD4B167TT2jtVf+0NNudXtz5y/NbQed5rnnjH2eXg8nbx1FHKg5z9dx/wAFFPgaf+Zlux/3DZ//AImnj/gof8Dz/wAzLdf+C2f/AOJr8gbLwFr1/JpKQWys2qWFxqdr+9Ub7eAzCRuvBH2eXg8nbx1FPsvAuvXzaQsVqr/2tY3Go2mZVG+CAzCVuvGPs8vB5O3jqKOVBzs/X5P+ChXwQkRnHia62r1P9mz/APxNPb/goN8EF6+KJ/8AwXT/APxFfkPpfgDXtUh0lre1WT+1re5urT96o3xwBzKeTwR5T8H046io9O8A+IdYk0FLW1WRtbSV7EGZB5gjLB85Py4KN1xnFHKg5z9fH/4KDfBCNgp8UT5OP+YdP3/4BTf+HhPwO3Y/4Sm4P/cNuP8A4ivyKsfAPiHVn8Pm1tVkOurKLDMqDzPKJWTqflwVPXHtUej+A/EGuLov2K0Ep1iea3ssyqvmSRBS45PGAw6460cqDnZ+vX/Dwj4HgZPim4A/7Btx/wDEUv8Aw8G+B5j3jxVNjOP+Qdcf/EV+RGm+Cde16Hw2lpZrKdbu30/T281V86ZWQMpyflwZU5OBzUvh/wCHviHXm0OK1shIdcvG0+xDSKvmzIYyynJ+X/Wp8xwOevBo5UHOz9dJP+CgfwRjwD4on5OBjTpz/wCyVGP+ChXwOP8AzNFxjOM/2bcf/EV+RWn+Cte1ldEmtLYSRa1qLaTYt5qr5lyvlbk5Py/6+Pk8fN14NRWHgPxDqS6ULa0Df2rqjaPa/vUG+6XygyHJ4H76P5jx83Xg0cqDnZ+vP/Dwz4GnP/FU3HH/AFDbj/4im/8ADxD4GjH/ABVNx/4Lbj/4ivyFsPAOv6jDZSW9qHW+1T+xoT5qjN18nydePvr8x4561CvgXXpreGdLVTHNqf8AZCkyqP8AScA7OvTkc9PejlQc7P1+b/gol8DE/wCZnuT9NNn/APiaZJ/wUW+BkagnxNdEH002f/4mvyDm+HviGH79qoB1U6L/AK5f+PsYynXpyPm6e9JJ8O/EO2bNoo8jVhoj/vl4uzuwnXp8h+bp70cqDnPpn/goZ+0Z4L+P2t+EpvBt9NfQabBcJO81u8OGdoyuAwGfumvCfgr4qj8OnVhJ4z0/wkspiOL7QxqXn43fdzG+zGfbO4dcVxviDwPrfh3TpL2/thFbRajPpTOJFbFzCFMiYBzwHXnoc1zbEFRjk+1UL4j6e+D/AId8G6x+0p8Ptb/4WbZ6lq0ninTJxbQ6FPbieUXURCLhFRNxGOgAzzRXkn7M7Z/aS+FHP/M2aT/6WRUVlIuGiKV38Xb69m1N2s4Ab7QLXQGALfLFAsCrIOfvH7Oue3zGpz8XL+5W5QWMH7/w/F4eOM8RRmMiTr9792Pbk0UVd2ZWR1fj7xlceEbvR/IiikGoeCrTTn3k5VZIhlhjuMVy7/GO883zPsMLN/wj3/CPfMzf6vbt8z/e9ulFFU2JK6Og8EfEL+3GvY75obNdP8HXulQZfaJflkZep+8S5GB1xXP2fxcvYZ9MYWELmz0C58Pou5vnjmWdTIf9oeeeOnyiiilcdkFn8WLq3m0x1sYSbHw/daAoLH5o51uFMh/2h9obHb5RXV674rn8HaD8Nb6C3S5afwfqFgVYkALcXeowluO4EpI9xRRQJ9DmdL+LF1ps3hx47GF20bR73R41LH94twbos59x9qbA/wBkVufDXx0NT8QeHLS98myt9E8PavYxzNJgSeZDezDOeAS0+0AdcDuaKKaG1oY+h/Fy70dfDKR2MMg0SyvrKMs5HmC6EoZj6FfOOMegp+ifF670K48IyJZQynw7HcRxbnI84TM7En0xvPT0oooCx1knjafwT4P+E+swwJcy2C6iVidiAwadhg46feNcj4d+Lt34a/4RTyrGGX/hH7q4uoiXI80zBAQ3pjZ+tFFDYkdB8G/iAJ/HHwv0e8WC1stF143Ru5JNoPnSQ7t2eAF8rr71i+F/jFdeE5PBojsY7g+GtZl1aNi5BmMhhyjY6AeQOR/eNFFC2HbUZovxZu/D8XhWGOxhmXw5r0muwlmI85nNvlD6KDbDnr859K6O28aSeGfhv4D8SRW6SzWPjPUNQWFiQrMkWnyBCRzgkYoooE+hy+i/GG80e10uNLCGQafr/wDwkKbnI3v+7/dH0H7oc+5qfwl8SJL3VtD0m5iht7VvE8ervcM+NjMyKQc8BQBnNFFK47Eni/4qSaf4i1KxtraC4t7XxZPrkU4kJ8xg2AvHG0hQc+9Z0nxlu2W6H2CAfaPEa+JD8zcSDf8Auv8Ad+fr14ooob1CxueNtck8UfBGDWJI1ge/8ZandGJTkKXt7ZiB9N1eN79vpRRQwiek/szsv/DSXwo+Xn/hLdJ/9LIqKKKykbRP/9k=) | SJM 846 x020 080701 Fibula af kobberlegering
Hovedpladen samt lille del af bøjlen fra fibel, med ret særpræget formet hovedplade, der desuden er udsmykket med punkt-cirkel-ornamentik. På bagsiden rest af enkeltfliget nålefæste. |
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) | SJM 846 x021 080701 Fibula af kobberlegering
Hovedpladen af korsformet fibel. Større dele af spiralen er bevaret på undersiden |
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6tYuzMzyT9pDwnfeMvhFrFhp8TXFwhjuPITO6RUcMyr6nAOB3xX5/ab4gOkGSNI4djnermNTIuCAQC3T/61fqo1ua8Z+I37I/gf4h6o+qCK40HU5MmWfS2VFlJ7uhUqT7gAn1rmxND2rUovU6KdXk917Hxj4e8D+JviRr0OnaNdfannUyCaaYgRqMEsx544xjHOcYr3TwP+xVGuqLfeKL6O7RUGbPTmdEkbvuc4OP8AdC9e3SvfPhV8CNC+EelfZdM867u3XbLf3RBlcZzjgAKM9h7ZzgV6LDarGmMVdHD06cU5q7CdZt2jojwmL9kv4ex5Y+H8N6/bLjj/AMiVRu/2QvAdxdib7FdRoOkC3LbP1yf1r6Dkh9KgaPPtXalTf2V9xhzS7nyz4q/Yi8P6nCzaRrGo6TcgEL5pWeH8VwG/8er5z1T4I6p4H+IH9ja+oaJWDRXCZEc0ZBIdSffg9wQa/S4w1ynxC+GmnfEPSBa3Y8q6hy1tdqMvCx7j1BwMj2HoK5q2Gp1I+4rM1hWlHRnxVqfhi2hjlT7GuxY8xTR8McjgccmuV1OzhfTZrdisl1bgqcYLYAB56c4IzXrnib4NfEbQriS3Ghya1bqNkM1g6tnbyCMsNozxg4/lV74T/sv+IdQ1iXW/GFr/AGNHNJ5jWPnJJK4wQFyhIUc8kktn8DXjRw1aU+Wx1QqRirtnyXa/Cvxp44knl0nwzqN3aMGRbhYHMRYdt3TqB0NPj+EvxGisLiBfCmuSGS5LlU0+U9T8wxtPdetfqfZ+HYNPtYra2hSCCJQkccYAVVHQAVo2ujjOSK9pYGmo2cjB4h3ukflv4S+FvxLsLq6sv+EM1p7K6hkikxYSqApB2/w+uPyrUT4B/Eaa3/d+CtaLADdm0YZ+mTn8q/UWPTVXtVyGzCisZYSktUw+sS7H5WQ/s2/FfV9QgFl4N1K3mwU3XcaxRgHAJLMQB+ea/RP4M/Ddvh14TS3ufLbVbnbJdmH7isBgRr/sryBXowtx6U7yadOlCm7rcidSU9ymVNKsZNWjAD/OkK4BFdPMYs/Ab9oNEn/ay+ICSQwzo/iu/BjuBMyN/pUnDCIiQj/c59K4b4j3VjDeHTrbQ9Ks5Yyrm8sRfo7Db9wrdSHjn+6DwMHGc9r8fLiL/hqzx/M8lvGi+K78lrkzCMYupPvGH95j/c59K84+IU0d14mnuYpbWeAouJdPa7eE/L2N1+869c8enFTLqUtzmC2eB607LEHj61avtLubGysbqeHZDfRtJbtkHequyE8Hj5lYc+lVV6GsSiSFDM6oBlj29aKayhlHaigD+nCm4opKogTaPSlxRRmgBNtJtp1FAEbLULRZ7VZNJtqlIRW8n2p6wj0qcKKcF4p8wEPkCo2tRVvAowKXMwKX2X2qVLfb2qxtFLinzNjI1jAp/SloqACiiipKENQyd6nqCTv9KtEH8/vxsvEt/wBqnxzdfaUs9niq/b7Q00kQT/SZOS8QLr9VBNcf8RPHes6nqF3p6eJLzUNIkVMwx6ldXFs+AD/y2CscEd14I4rpvi5eNb/tSeNrhbl7Mr4o1BhPHd/ZGT/SJORLg7Prg1yXxMt3udUfVn1iLVDOVjxJq41C5GFxl32qSOMDjjgVcm9Supma54oh1jwv4e0oabHDc6THLGb7zXZ5leV5Au3O1QC57ZPrjgc6rk54oZh2GGoUFeTzWN7lDt1FMC7mfDLheeSefaigZ/TfuNO3V+S4/wCCxHxADc+CvDZH1uP/AI5Uq/8ABYrx538D+Hfwef8A+LrWy7mdmfrEWNJuNflGv/BYvxtzu8C6AfcTT/8AxVKP+CxXjPPPgTQj9LiYf1osu4WZ+rgajdX5VL/wWN8WDGfAGin1/wBLmp6/8FjvFHf4e6OR7Xsv+FFl3CzP1S3UqtX5Xf8AD4/xL3+Hmk/+B0v/AMTTl/4LIeIf4/h1pbDHa/k/+Josu4WZ+qNLur8s1/4LKa50Pw4078NSk/8AiKf/AMPlNY/6JtYE/wDYUf8A+N0uXzCzP1J3U6vy1X/gsvq3f4Z2R+mrP/8AGqmH/BZrURyfhhaEf9hhv/jNFvMdmfqJSZr8v/8Ah85efxfC63z7a03/AMZpV/4LO3P8Xwsh/DXD/wDGKVvMLM/UCivzFX/gs9Jxn4Vxn/uOn/5Hpw/4LQHv8KVP/ce/+56LBZn6cUlfmV/w+fTv8KP/ACv/AP3NTl/4LPw9/hQ3/hQf/c1OwWZ+mZNQSnrX5r/8PnLbaT/wql85x/yHx/8AI1Mk/wCCzNoykD4VSZ/7D4/+RqaQrM+GfihcSR/tNeMJUd4nHiW+YPHex2TD9/JyJpAVT6sMVwvxGuZLrxhfSTSyTORHl5dSi1Fj8i9Z4lCP+A46HkVp674+i1z4oan4smtZYYr7UZ79raGRGdBI7NtDOjKcbsZKdulV/Fmv+HPETXF3BYarFqku399cXduYhjAOY44E7DsRzzzSl11K6nH/AHlyKXccj9a9V+IVzox8C2kdq2lSc6cdO+yCAXKKLRheiYJ84JmMf+t6kMV4zXlNRJco07i4HWijNFSM7mTx1pEgjA0dFKwzxn5E5Z7FLdT0/hkUyfjnrVzUvE+i6XeRxf2fBdA2lmxeFEI3HTRGwPuJX3H/AGlPevNt1LmtOZi5UeleF9d0jWPEGnWX9lRAzT6cMyRoVxDbPFNn/ro5D++MnmqFj4x0O3bTjLo6SCC506WUeUh8xIFkE689fMLqcHg7ee1Zfw70mw1rxEYb+5aFI4JJoo47yOzaaRR8sYmkBSMnrkg5xgckVS8a6KnhvxZqulxxywraTtF5U00crpg8qXj+RyDxuXg4zgdKd3a4rK9jrtD8Q6FDotjdXGmwSnTrvTxcRtHGXuFWS5eXAP3gylFOeuBntVDQ/Fug2Meni70hbgw28UUp8lDvdb0zM3PXMP7vJ57dK4XdS7qnnY+U9Cv9R0fTdJ0qWXTY3N/pJKFYkysg1ORi59/KjMeeuCB0qpqnijQbyHUEttKEDzwzJC3lIPLZrxZUPB4xECnHrjpVjxx8PYvDvg3w9rcevR3qX0EQSykSRZFLKzybMqFKIxAOD1kHXJrz/NNtx0ErM9G8W6z4fstZ1+yg02LdHe6ikUkMSbAryIIdpB6KEfHpu460+z1LQdf1HUUtdMWBf+JzeoJIlAWFrXNugwTyjIxA6AnivN67T4b+HbLWI9dvr6a7S30yz86SKxuY7eR43cRvh5PlOA+PLALPuCjuQ1JthayJLjxL4bknldNKKKz37KPJThZbZUtx1/glDN7ZyMnirv8Aanh7+zRqP9nKImZ7YR+Wu/f9hCBsZ6ecd+fx68VwN/DHb31xFDI8sMcjKjyJsZlBwCVzwcdu1Q0uYfKd1b+JPDCzIZdKZlDWJI8peRHask/f+KUq3vjJweKs3l14e0HVLCK804SJu0W8kEcYIaEWm65Xk9XZ0OO+O1eexgs4XBJJxx1rtvih4d0zw7Np8VrfX11qW1or63vCkn2QxhFSLzE+UuF4KgnYNoznIBd2uK2tiz4XvvDmpapoVg9gDNLe6bHK0iDayq8gnBOejbo/rtqnpeueGoIbBb3TzLJGkK3DCMHey3bvIevOYSq/hj3riaKXMOx3FlJomoaXfyx2XzWWmB5WZcHzDqKfMOef3Mip+dQ6trPhq4g1BbOxaKSRJhbnZjaxu0ePv2hDr+OPesfTdLmm8M61qEVzJGIHgt5IEBxKrl3+Y56AxKcf4ViCjmCx6Jq8vhz+xLq+trIJHd3uox2fyncig2zQgjPG1Wcd+tVLzVvC01xdNb2TJG9zqLRKUPyxPEotB1/hcMfbPeuI3VseEdDTxFrkdnNO1rbrFNczTIm9liiiaVyq5GW2ocAkAnHI60c13ogsS+OLODTfGWu2lrGIbaC+miijGcKokIA/IVh7sAmug8eaWul6+XjvptRivYIr5Lm4jCSsJUDneoJwwJIPJzjPeubfNTLca2FMnNO3dKjUZp4FIY4GikFFADKXNMzS0AXtJ1q+0DUI77TrqSzu487JoW2suQQcH6E1FqGo3OrX9zfXs8l1eXMjTTTysWeR2OWYk9SSSc1WoouAtLSUlIC9qGs3urR2cd5dy3MdnCLa2WRiRFGGLBFHYZZjj1JqnSUUXYDq2PDnizVPCNzLcaVd/ZpJUCP8iurAMGGVYEZDKpBxkEAjBrGpad7APlleeV5JHaSRyWZmOSSepJplFFK4Dt20grkEc5962PE3jLV/GE0Uuq3KztGWZfLhSIFmOXchFAZ2IG5zlmwMk4rEzxRTuxCUUvNHekM0dO8SanpOm6hYWV9NaWeoqqXcULlROqkkK2Oq5OcdOnoKz+aTHelouAVb0jWLrQ9QhvrKQRXEROGZFdSCCGVlYEMpBIKkEEEgjBqpTOnagDR1zXbzxFqUl9fSLJcOqp+7jWNFVVCqqooCqoVQAAAABWp4P0ew1m4SK9uILYLd25ke4uFhUW5LCUgkjJHycDJ64HWubpwp31uI7Wx8P6dZ3ljDKNLvZGtw1552pKqREzOCVZXALBAhwC33s7T246dY1nkETM0QY7GYYJGeM0yl4pgKqiilooAgFFFFIYe1FFFIQUtFFIYUYoopgKKWiigBaSiikAlFFFAC+tFFFAA1AoooABS8enNFFMBMUiqaKKYDqMd6KKAHUUUUCP/Z) | SJM 850 x001 080701 Fibula af kobberlegering
Fragment af korsformet fibel. Længde: 4,2 cm. |
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) | SJM 850 x020 080701 Fibula af kobberlegering
muligt fibelfragment? |
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vi/VNVu3aW81GZ5hDnJAJ4UewGAPYV9VftbfGS01iFvh9pBa4meUNfyp935OfLB74OGJ7FQPWvmnR9Mt/DetXF9Jbb1KgRSSZbC/wAQwO+Ov0ry8VUUmoo6Kfupvqc9daZFFpNukkiCSdf9dHhlzweTnORW/aSLdaXbafKCZ5onKTRuSJDj5hnp0561oahJourTiayniUKHMcMkgXbjAx7cDP51R8NaRN9j1TWS/moLeTyFaMHaDwSOhxnvj07Vxc3fQq1+p6N8N5j4c+HtjA8cPzx+YszEmPLBTlsduvI9a7XRrDVfEWqWVvoEbuJWTfDt37ckZJ9Bgtk59OK0/hH8Hda8ceHtO87Ol6YtvGjSyKcnCru2c/N368DFfUXhDwTpHgixW20u2EZwBJM53SSY7lj/AC6V006DnLmlsZvRWRp6JpEGh6bDaW6KqoMsVGNzdzWh6GmrUqivS20JQqin0gpag2QUUUUhhRRRQAUUUUAFFFFAH80vhZtK/tu2Ot/bf7L587+zyvn4wcbd3HXHXtmum8ZN4KksoD4aPiEXXmfvf7YMJj2YP3dnOc461i/Du9u9N8X6fPYa9D4Yuo2Yx6tcGQJB8hBJ8tHbkZXhT19Oa7/4seI9c1jRbKLVvifpvjiFJ9yWdmbotE20/OfOgjGO3BJ56V1o53ujtf2C12/tWeAip/d/bJMMe/7mSv3I3V+GX7CE3l/tTeAFVuDfNn/v09fuQrZUUWJk9STNNooosIULmvBv2qPjpc/DPRLfQ/D0kY8S6mdomYg/ZIjkeZj+8e3pya7b4x/G7Qvg5opnvWa81aZD9j02Hl5WxwWP8C57n3xk8V8BarqmsfErxhd+INTvDLeyT75GX7qKeiqD0AHGPQVyVq6p6LcpRvqXrW6FjdWt3crLctcPi4uc7tpIxnPfnPtWv4q8MmTT4poI3kdisz8DA4DYxjnrjn3qBbC1m0FomuCrq+TMG2MGBJAOPTpXY+H5LbXvD0kaO1xLaxBXGQ2cADrnphh6da8STcnodEbR3Z8/SaK2s+JNLgiRo3muVV0A+Vuvyk56dOv6V9r/AAV/Z9g1QRarr1l5WmhFWK0IC+fg5O4D+HIH1xxxnLvhT+yzo99qNn4m15Znij2y2unh8Izdd746joQPz9/p1ECgADAHQelenRw90pzMpTtohIYUt4UiiRY40XaqKMAAdAB6VMqk0iLmp1XbXc2RFAq4p4FJTqzZvFC0UUVJQUUUUAFFFFABRRRQAUUUUAfzy+GfHyeJtWt9M034YeEby/nJWKERXSliASeTcgdAasfFrRNb03R7J9U+H2j+EYmn2rdab5m922k7DunkGMc9AeOteY+G/wCyxrFv/bCXj6dk+atgyrOeDjaWBHXHUdM10vjI+DF0+EeG4dejvDIPMOqyQtHswemxQd2ce2M11p9zmcbNWPUv2FyP+GqPh9g/8v5/9FPX7nI3y1+Fn7DHP7U3w95x/p//ALTev3Qj+6KqJNTcnBryv9oj4vT/AAl8I20mnJHLrWpzG2tPMwREApZ5Sv8AFtwBjplhnjg+i61rVj4b0i71TUrmOzsLWMyzTyHCoo7/AP1u9fn/APFL4nXXxs8fHUChh0y3RotPhZv9XCG+Zz/tMcE/QDtXPWqezj5ihq9TjZZfEHibXJdc1LV729kkkLSyXkhcMT0UAn5emARwO3pW9a2NjND9rsG3MWUNkZK+ocdue/PHSqM8yWmoLbxT5Y4BQ+56D+n1q2t4dJjE0ZZjG210Y5EkfDEH8c4P9OK8Kcubfc6uV20N+Ozury0uiHhnUf6tY49pVscgjv8A4n2r1r9mD4G3txcXfiHxHo6WGmyHbaQSys0lwvIJZegTpgYycehrc+CPw3tvEUkF1JC0WnQxpMyldjSFhkKccdOT/TNfSyIsaqqgKqjAUDAArtwtDm9+S0Mpy0sKqhFCqAqqMBQMACpB81NXJarEceK9OTsZJXFRdop9FFZHQlYX3pabmnA1LLFooopDCiiigAooooAKKKKACiiigD+anwHeXOn+KLC4tNf/AOEXuI2Ypq++Zfs/ykZzCrSDPT5QevpXcfFLxBq+r6LaR6h8Vv8AhPYknDLY+dfv5J2t+8/0iJF6ErwSfm6YzVD4f+LBctp+gW3gfwvq9625UuNS8yJ5Dy2XkM6IOOO3Qd61PitpmqWejWst94N8L+HIWuMLcaFeLNI52t8jAXMuF75wOQOex6kcz+LU6z9hUf8AGU3w+5x/p/8A7Tev3TjTivwu/YU/5On+Hv8A1/8A/tNq/diNOKaYp7mdr3h3T/FWi3mkarapeadeRmKaCToyn6cg+hHII4r5N+I37GOoeFroan8P0bWrPaUOk3lyI7mDqd0MzYBAP8Lfma+yVWplFY1LSVmJI/LjxPcS+Fby10nxRo15o2osMyi9tJIydpzuRgMN06qcGur+EPw/vvjF4iJthGtpFLuCqANyZ+9J/dUEemTmv0J8S+EdE8Z6a2n67pNnq9m3WG8gWVfqMjg+45qj4P8Ah54c+H9lJaeHtJt9LgkOXWEElsdMkkk4+tcP1aN99DW7sR+D/CsPg/QbbTYHMpjGZJSMF3PU47D0HYAVt1M0dIqV6KslZGNmESVZpqLTqzbuapWQUUUUiwooooGOBpaZS7qmxVx1FJmlpDCiiigAooooAKKKKAP5nPDR08a1bf2ra3l7p+4+bBYTLDO4wcBXZHAOcdVPeun8YN4QaxhHh7RfEOmXYlHmSavqMVxGUwflCpbxkNnHOTwDx3rG8A3kul+LLC6h1+58LyRuSNWtPM823+U8r5ZDc9OD3rvvit4qu9d0K0huPizrHj5VuA4sNQF2EiO1h5o85iuedvHPzGuqOxzv4kdZ+wqhb9qf4eY7ahn0/gav3bj+6K/B79hubZ+1L8O+eDqSj/x1q/d6N+lBM3qWFqQNUAb3pyv71nYXMTZoqLfRupWKuS5FHFR7qN1KwXRLml3VEGpd9Fh3JM0tR7qXdSHcfRTd3vRuoHcdRSbqMigq4tHNFFAXFBpc02ilYq4+imUu40rDuOopN1FIZ/OlF+0F4rVh+68PE9AW8MaYf/besrxf8VNc8cWMVpqcekrDFJ5qmw0azs33YI5eGJGIwTwTjviuJ9Kl3fnXRd9zLlitkbnhXxVqng3XLPWdFvZtN1SzkEtvdW7bXjcdCD2Nexxftt/G1VAHxH1w49bj/wCtXmXwi8I2nj34jaHoF/LNBZ30/lySW5AcDaTwSCM8elW38G2KfCuw8SiWb7fPrlxprxlh5flJBDIpAxndukbPOMY4ppJktpOx6Uv7cnxuX/mo2s/9/V/wqUft2fHD/oomrf8AfSf/ABNcz4n+Euk6N4m+MmnQ3N28Pg1HawZ3XdLjUbe1Hm4Xn5JmPy4+YDtxUuj/AAh0m/8AG3gfRmurxbfXdAOqzurLuSURTttT5eFzEvUE8nmq5SedWudV/wAN4fG9V2n4haoeOp8vj/x2nS/t7fG92JX4g6ko64Cx/wDxNeVR+CbOT4c6N4gM8wvL3Xp9LkTI8sRpFA4YDGd2ZWzzjgcV0HiL4T6Xo+p/GK1iurt08G3PkWLOy5mX7elt+9wvJ2MT8uOfbilZD5kdmv7e3xyH/NQtS/75iP8A7JUkf7fHxzXOPiDqB+scJ/8AZK4vT/hHpd54m8K6Yby6EWreGJ9blcFdyTJb3MoVfl+5ugUc84J56Y59fA9n/wAK48NeIfPn+1anrt5pcsWRsWOKK1dWXjO4m4fOTjge+TlQcyPWV/4KAfHNenj++P1hhP8A7JU6f8FBvjqqn/ivbv8AG1tz/wC06898UfCfTtBuvi1FDd3Ui+D9TWytC5XMqG6aHMmB12qDxjmrWm/BzTLrx5oGhyXl2LfUfCza68i7Q6yjT5bkIOMbd8YXnnBPPejlQuaNrne/8PCvjrt/5Hy4z/1523/xupI/+CiHx2UY/wCE7mP1srb/AONV5Lb/AA5sZPB/gDVmurgS+ItZvNOuEBXbGkJtQrJx94/aGznI4HvV/VvhbpunQfFZ0vLot4S1GOztA2398rXTwkycddqg8Y5zRZBzI9NP/BQ747YGPHU3/gFa/wDxqnxf8FDPjqysD46l4GQTZW2f/RVcHH8FtNbxzBoZv7oW8ng8+IzJ8u7zv7KN75fTGzeNvrt755rBtfhzZTeDfAerm7nE/iHWrzTLhONsccX2Xay8dT9ofOfQU7IOZHrI/wCChfx1z/yPc4Pp9itv/jVKP+ChnxzVhnx1cf8AgHbf/G68z8QfCnT9Hs/ijNHe3DnwnrUWmWobb++R5p4yz8dcQg8Y6mrcPwd0+bx5ZaF9vuDBP4SPiEyDbuEv9lNe+X0xt3rt9dp9eaOVApo9JT/gol8c/wDoeJce9ja//GqkX/gov8c1bnxqzfXT7X/41XkNl8NLK40H4dXxu5/N8TapcWFwg24iSOWFAycdSJT19BRffDWztdF+It6l3OW8M6rb2ECnGJUklnQl/cCIdPU0uVD5keyr/wAFGvjnuB/4TInHb+z7Xn/yFS/8PGvjl5mT4yzz90afa4/9FV50vwZ0638f3mim8neC28HJ4kDNjLynSkvTGcY+TexXjnb71l+H/hZY6zb/AAwmkvbiNvFmszabcBQuIEWaCMMmepxKx59BT5UTzo9ZP/BRT44clfGjYPb7Ba8f+QqhH/BRT45q2f8AhNnPt9gtf/jVeQSfDmyj8F+Oda+2TGXQNZs9MgjwNsqTfatzN7jyFxj1PtW/efBbTbXxZq2knUbkx2Xg+LxGH2qGMz6fDdeWf9jdKV9cClyormPRV/4KKfHNg3/FaN0/58LX1/650V5TofwrstSj+FpkvZ0Hi7UHs7jaFPkqtykOU464YnnvRTUEyJVFHc8JU0biWJoorI6D0z9nGcJ8bPCTE4H2wD81IripvEN8+mJpX2qT+zo7hrpLYt8glZQpcD1IVR+AooprYi3vFq68c67fXeuXM+p3E0+uDbqUjPk3QMqykP6/vERvqorr/hL8RBpfxG0HVPEepSDT9Msp7OOSQM/kxGCVURQozjc/4ZoopXKcU1Y4lvEmo/2dBpq3cgsILlruKDPyrKwVS498Io/4CKs3fjnXL+416WfUppZNdfzNTYkf6U3miXLcf3wG+ooopisjvfgf4iv9Z+Jemi+uZLlbTQ9TtIA5/wBXEun3RCD2BY/nXnf/AAk2p/2XZ6Z9skGnWd1JeQQZ+WOZ1RXce5EUY/4CKKKb2JXxFq+8fa5qT689zqMsra7N9o1Itj/SZPMMm5uOu8k8Y612fwm+IwtfiJY6n4m1QraWmiX2mRTSKTsQ6fPDBGAoz951X8eaKKRTimrHFf8ACaauun6VYLeuLPSrmS7sosDEMsnl73HHU+VH1/uipbjx5rl0mvpLqEjrrswuNSyB/pMgkMgZuOPnJPGOtFFA7I9L+B3irUvE3xCv59Uu2uZYPCGrWUbtgbYYtIuI4047KqqPwrzMeNtYj07SdPW9YWWk3Ul7ZRbVxDNJ5e9wcZOfKj68fL9aKKZCS5mS3nxA13UI9eiuNQeRNeulvdSG1R9omVnZXOBwd0jnjA+auz+F/wASBH47fU/E2pERReHNQ0mGZ0ztH9mTW9vFhR6mNAfxJ6miigpxVjjYvG+sQ2uj26XziHR7h7mwQKv7mR2VmYcc5KKec9KWbxvrNxa6zbveu8Os3CXV+u1f38qszKx44wZH6Y60UUBZHpvwZ8Van4l8Z+JLzVrlru5j8FapaK7ADEUOlyRRLxj7qRovqcc5NedWfj/xBpqaBHb3zxJoN017po2L/o8zOjlxxz80aHnI4oopkLdkB8baw2l6tprXrGz1W6jvbyLauJZo/M2OTjIx5snTj5vpXffD/wCKRudY8U33ibUg0914TudHtpZI+WK2yw28Q2jj5UVcn05NFFIuyaOHtfH+u2f9gCDUHT+wZjcabhV/0eQyCQsOOfnAPOelFFFITiux/9k=) | SJM 850 x029 080701 Fibula af kobberlegering
Foden med dyrehoved, formentlig fra en korsformet fibel. På bagsiden få rester af nåleskede. |
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) | SJM 850 x030 080701 Fibula af kobberlegering
Hestefibel, fragmenteret, kraftig korroderet især på oversiden. På bagsiden rester af nåleanordning i form af en enkelt vandret flig. |
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) | SJM 850 x031 080701 Fibula af kobberlegering
Skivefibel, med centralt placeret punkt/cirkel ornamentik, men ingen yderligere rester af ornamentik på forsiden. Spor efter blank fortinning. På bagsiden tydelige spor efter enkelt flig til både nålefæste og -skede. Overfladen kraftig korroderet. |
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) | SJM 850 x032 080701 Fibula af kobberlegering
Skålfibel, fragment. De to store lårbuer fra dyrets bagben er de dominerende træk på fragmentet. |
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) | SJM 850 x042 080701 Fibula af kobberlegering
Næsten hel rektangulær pladefibel. Forsiden er ornamenteret med to forfraset dyr i stil B/C med sammenflettede kæber. Desuden ses rester af fortinning på forsiden, samt en række af cirkelornamenter på dyret. Ornamentikken er i relief. På bagsiden ses rester af nåleanordningen. 3,6 cm. Let afgnavede kanter. |
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) | SJM 850 x043 080701 Fibula af kobberlegering
Kort ligearmet fibel. Fibulaen har vifteformede endeplader med tværgående lister og furer. Bøjlen er bred og med tvær- og langsgående lister. På bagsiden ses rester af nåleanordningen. L: 3,4 cm. |
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) | SJM 850 x046 080701 Fibula af kobberlegering
Fragmet af pladefibel - antagelig oval. Kraftig korodret, men rester af fortinning og ornamentik på oversiden. Evt. Stort S-formt dyr(?). På bagsiden rest af enkeltfliget nålefæste med rustspor fra nål. |
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rMyjDmV7v7z97KKKK5DsCilIpKYgrgvjH8N4fiJ4WZI7aKTWbFhc2EjhQfMUg+WWI4V8AH8D2rvtvrTttJ+YpWkrM/LH4naPqFt4yS21fSLjR9ThtFgurKd1byirF08tk427X4PuOOafp3hnVNSaCOGCSRGXEcly4XZGeRyenBJH5Ywa+tv2pvgHqvjjWdN8S+HlaS7jCx3MMMeZCV+447kY+U+mAfWvDNW03xL4N1LT9D1/R7jSdQuip+0My7Jk/hCMp5OSu7Bzkc4zWPLy6HmScqTaS0OGbwhBeLBc3kyRRNPtMLKysQVOGIxuIY4x1Ax15rvLp4Lnw/Z2d7IIoZoJJeUxFAu5SBMoGCxKjj0Dcccw6noun6gBd6heraWdukccfz4Zl42ruP3sDBwPT8ag1S4PiS9Gm2lwsMWPNEhbDMq/wCrwMEA5fIGRwQM96yUo667HJN1aiSehyfxM8QNffDGHUDeiTVkMcWYQMxKoOSNvCqwYjIznaePTmPDzR8+JbKN55XuY4EtUjLqv7re3XJJJyfbZXHNBcQeK7kS3MieWzQsLmTJk4Ay/JGCQp+oHXiuk/tiTw/p9tJGglt7Rn8pYR5TK3K7+MDcvzBSenOOtVyy5OaO5tGhzy12Ow8bzyt4gsPELx+ZbQyF/LhGCjqGlZWY4ycbOeOmPetqwuIbqztUSS2vNVYC6ijgViVDLGAC/wDCpJHI/ujj055NVs/DNvDqWv6rJd2/2ETsHj3syy7iyMuDjcRjOOByME1k+FPFEVm2q6mILiJSkTW8MbZXZsPyRjqWHHUdDkfMcCqbdtdznnByuktEdxpfhezUL4h1y4H2+KMXYjH7ssTwUz1IXdyeuOR2FWfhF8QLrRNU1i0laTUNQ1O5a309RKWaBlbaWfqAOnJ6njgVxHh3xhF4s0TUZpNNuLbTFkU2t1KuAqEgOQGOVAwxyB3bBzXQfBOaANqNzJbRrDbyFmu8kOwKuSoLc7s7Tk8EA/SpdRc2o/YTjDmtofpfodx9p0ezk8zzSYlzJ/e461erxv4EfEeDWo5dBBUx2Z8uCbP+sUInA46ht4I7YX1r2SrvdXR7dKfPBBRRRTNgrL1z/jxl/wB0/wAq1Kyte/5B83+4f5VpT3Jkfzh+MmLeJNUOME3Mh/8AHjXYfBDw74m8Q32qJ4b8c6f4JkjjRppb/WjponGThVORvI547ZrjfF5B8RalgD/j4k/9CNbfwv0nwHq15fL468QaroNuiKbZtLsFujI2TuDAuu0AY9a647mc9mdd8avCPjPQfDdtP4g+Juk+MrNrkKljY+IzqDo+04cxk8ADI3e/vRWJ8UPD/wALNL0WCXwR4r13XNTMwWW31PTFtoxHg5YMHPOdvGO5oqZbip/Cf0N0CnFaK5zW4lLtop1AhNtOpKWpAAK8g/ai8DWniz4bz6lO/lXGh776F/M2DhSCv4nb7nGB1r2D1ryD9rDwzr3i74J63p2g3VvaHKXF7JcSeX/osR8yTa2CA3yDGcA8jIzSexMoqScWfnz4z1/xB4itY7S98j7fYM8FvbxOFd16lsdAuPQf/X1/Bdrf6lYS22qFLCeOeOCdmj+7D5YVVTPcuiljnqFGDuArlbG2vLHxXpl5eJJc6bfRq8kcicoFc7g3Hygg/Tp6V2vjLx9C0rRWFt9plQuY45I+RldqnA+6ACjA+3c1z6w1UTx5x57Rcjzq/wBFvNQ8RT3Wm2BntLeVY7qeNS7FsNzgHO0fQ9FrofstrrM0aidJUCsgEQAZWK5Oe/Xnt244zWt4bsAdA1/W/EV6sFxcQrClrIcZCqNvHZm+Xkj371c02xS10vSzDbrL5lt592kq7Ji5JOSP7oOQPQkccYroTUVysmOIlB3tdHn2reGrrxJotzpmky+XJGnlSW7MSGjU5aIMTwPvNnoD+VaHhq60nUtR1C28wefGSAqrtEeMttweOAFyenzcV07xx6RazMbb7JcSubgTOpGwBGyXOcD7uBzjPvzXBLp58J+MtRkWeFVvYQYEVQSqcEKw7Nyc+vPasublVzso1I1KvItmd7dKLXRoIIvOZZBjfKqhAoYnJA6gcDHAwa0vAnjS10Pwpqn+jLO0kighh80sbrsI3dVwrjnt754wZtW+2RKJJMOpKMGYcfLkt7Y5H4dOK6T4UTNrnm+HruBLiS6gaGwCJmSOUsAXJ5wFC8n0/CuSi1UbR6eNi40lpfU9W8D6je/CnQ11GyLTw3F6EHmSlhAkhTLjopAyDnuScd6+yvButSa/4bsr2baZ3T94U6FvUV8i29jf6Fo9pZ6jIuotuxc3mfmi3EfKUI44C4GenP1+ivgrqTTaCISATu5VQQFwMZ569O1dekHynkYSo277I9Loooqz1wrJ8QcadP8A7jfyrWrJ8R/8gu5/65t/I1pT+ImR/N/4qbdr2o84/fyf+hGt/wCFvjbRvBd1fvrHgbTfGyzoqxxahJMgtyCSSvlsOvv6Vzvib/kM3v8A12f+Zr0n9nIfFtdU1l/hQlw935SLffZ1hb5CTsz5vHUHpXVHdWM525dTbm+PngiBdz/AbwvGD0L3N5j/ANGUVP8AtFN8e/8AhErEfFNboaJ9rH2czLbBfP2Nj/Vc527uvFFNyknYyjCMlf8AU/eijFOxS1xnQMx7U+iigYm2jFO20uKVwsNrjPjL4Nm+IXwt8TeHbfd52oWTxIqSeWXPB27uwbGPoa7WlpXHY/LLwn4dnvL3U9Hkt8S6ZbTQyyODkfOoUAAjByAOp4B6EZqPw7qlxfald6xdIjxvMLaVi3zbiMgk44A2Dn0OOcmvfv2jtJTwX8XNSYRw6bpHiS0jlmulbBDgMrkKOckgk4/vZ7mvFvD3gmHS9L1GTUl+0SmZ4baSdlQSbo22lT645HHXFZXszwq1P3pR/DuZ3i6OHxBq99aRyxGG3uJJNQuI1xE0yxjasWMcYz06Y4z1ro7NXa2haDTmkkmVo4b58KQ6KSgI6DaTj64P8VYmX8PaDqumSSW9tcecVmddodcNhdx4JOVJGBzkdeKNJ8TRf2F5dzIIblka9gVeMBADv4BGeFJz1zmp5VzcqMteS8t0YHia4urfS7/+2532XUyLJAzfO8YLPxxjOTnHrzk1w/xALaY2na5CTPJJalixb5ZApUsp54wXA9/pXZeLtSu9U+y6TKour92FxBDHEETzJFOGYE7iUXHX2+lW9Q8KjR9BeKZzerGFiTJDBH3AK3A4GGXPUZP40pJ6p6GtGShKM9zn/D87TaTdahvJk4CwucDJ4UnIzkgZx7fUHufgx400/wAH+NDNrscbaffR/ZjIwBaMNwrEfln6fUVx3iy8tbMraXs6vaMQEvI87ldcB8L1OCMcnnbnvXR+E/BZs/C6PbSkyK6yN50athWGQR1wD69i+M8isadWEHpHyPZxHNUpavc+qvEFudQ1C3so5VhspQ7zvAPmVQRj5u77sYzwQrZHNdF+zHq2qvq2r6TewmGKzA8lxGQJo+FEhJ6Elc47ZNeXQeJru6hjZPNgi1S3It0s4g6khss+cjOWyPyHFfTXwb8LxaL4VtLyVC2p3Mf+kTMMFueB0GcAAfh9a3VpSv2PMw1Nxmd/RRRWx7AVk+JP+QTdf9c2/ka1qyPFPy6JeEdoXP8A46auHxEvY/m78RfNq96f+mz/AMzXS/Cvwn4f8VXl8uveO7XwNHCimKW4tJ5/tBJOQBEDjGO/rXL66d2pXP8A10b+ddP8M9S8B6TcXh8d6DrGtwyIv2VNJvktSjZO4sWRtwPGMY6V1rzM57aGj8VPA/hTwxo9tPoPxPtfG91JNsezt7C5gMSbSd+6UYPOBgc80VD8Tta+GGqaVax+BvDOvaJqCzbpptU1JLmN48H5Qqxrg5wc59aKT3CF7an9FWKNtOorjua2ExS0UUhhRRRQAUUUUAeRftKfBdvjB4JePT9kev2QZ7ORztDg43Rk9s4GD2I7Amvl3w34L1TTbd9D8b6LeaRcKwuIZJISEkkhUFTHIeGb5egzncRzmvv+uY+JHgKz+JXhG70K8mktRKUkiuoVBkgkRgyOue4I/IkZGaDlrUfaap2aPzk+LGjrf/a9Uig3T3b8YPzumTz3znbkjjGQOnXzbXI7t5NJufMaUmNQkaL90D5ChboeMZ/2gffP1L8W/hXq3w+v7JNSik1hZJ08jULdWjhdSr7wxIIjcbA5AJ4OV6HHh2qeFZNL8Vz2VyixQGNpl8pslTjcMJ04CngnnOOe+V1rFnE+anNVLbHHx3kvh64024tTLHdRKFl5LOuSff51VQoJNbf9pP8A2fpwlkQiECN4JSzLcAp8jMQMs2cKRnIHTvWDcT3FvfKNTtbi0E0Zt5JMhT8uSAFIzjOD/wDrrQl+yNZ3bxFWtZtoSOMHAfgZz14B6ew9aiKSv1X4npSjDERi7WZl/wBmrdTTfaxGY2GI49vClh8zZ543K2BjvX1D4H8Iv4f8F2us3MMuoSFZVisZc7nDOoKgEfe+RT7Fj6Yr510/T7qS7uZLmGVLVoACPKwI2OWUnnoAoyO28dSQD9aeANas/ElvZT2bSXTNYKyxlgoWchMLnPy8Fzgf3mJ5NEXHVo5MXG0YU1bQ6f4beB4rjX7S3W0yYiw8yRDuhBAcFc8Bc5Xjufy+l7e3S1t4oYxiONQij2AxXLfD3wenhvS4p5edQnhTz29Wxz9T7111bJWNsPTdON3uwoooqjqCsjxR/wAgO9/64v8A+gmtesnxT/yAb7/rg/8A6CauPxIT2P5u/EEZj1K5DEbvMbgHPeu/+BepeLbK+1WTwx8PrHx/IyRrMl/obamLYZO0gAfJnn649q891r/kI3P/AF0b+dehfAvwr4s8SXGrf8Iv4507wU8KRmd7/XP7N88EtgLyN+MH6ZHrXZHcxqfDqei+KvjF4+8B2sN14h+CHg/Q7aV/Ljl1DwaIEdsZ2gtjJwOntRXF/HPwb418M6DYTeJviNpfjK0kuNsdrY+I/wC0nifaTvKZO0YyN3viihyd9zOEINXsf0FUUUVwHWFFFFABRRRQAUUUUAFFFFAHl37R37v4bSTmHzRDdwszcAICSpYkjgfNjPvXyB4r0GS11zVdaheS3jkjgtYriRAvkARkFiT0PHPQZP0A/Qi/sLfVLKezu4UuLWdDHLFIMq6kYIIr5p8ffs4eI7O3n03wp5Gp6PfTF3jvJ9kluCpAU7shlGF5HPJ49cqkW7NHHWpy5uZHx7c6LP4w1S8js5I5lg+9e3hZxvC4AXgfMecEccfhXoXhPwdpRs5LKTT4riCznaSaaZB5iyqFYKFxxwxU9cnB4wRX0DoP7Jd1Z6va3c1/CkNqjxRwMnBUtnLYY7voeOSetddY/sxWNrq02pDV5re4kXHlxpuRDk4K5IwRk4xT5eyscqp1Zeh8q3XjjTdJ8NahY2H+lapqDs825tyeYFwVPOADgnGOdw54wfT/ANjv4bah4gvm8XalNv0Zci1tVOEz5aqoxjoqlhj15PNd3pf7FOgWeuHU7nW7q6mec3Ei+SgDNuzwDkDjAPHOK928I+E9N8D+H7TRtJhMNlbLtRScn3JNKEOXVs6I0nJrmVrGxS0UVqdwUUUUAFZPiptugX59IJDx/umtasfxcdvh3UCf+feT/wBBNVHdCex/N5rzKdSudgIXzG69etdN8LdF8AaxPfr478R6t4ejjVDatpenrdeYSTuDZdduBjHXOTXMa026+nJ5/eMf1rq/hT420TwbcX7av4C03xz5wTyl1CadPs+M5K+WwznIznPQV2Lcxnfl0LXxS8P/AAu0nSbaTwN4s1vX9QaXE0Op6YtsiR4J3Bg5yc4GMUVP8T/GmjeONNtLbQvhdp/g2aGXzHudOkuZXlXBGwiRiMZ54GeKKTTvoTF6as/ogoooriOkKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKxfGR/4pnUvX7NJ/6Ca2qwfHLGPwnqzA4K2kp/8AHDVR3E9j+b7WD/p03++f517B+zO3xnWXXW+Ecdw7YiGoeTHAw6t5efO/4F0rx7Vjuvpif75/nXa/Cnwj4d8SNfnxF8QrfwGI0QwGWznuPtOSwOPK+7twPvetdkdzGp8P9M9u+JXxh/al+Eem2l/4t1O60a0upTDDK9vZNucDOPkU9uaK8X+Lfgzwr4Z0yyl8P/E6Dx3NJKVltYrC4tzAuMh8y8HPTA5oolJ33/EiEIyV2vwP6JaKj85fUU7zF9RXFZnTcdRSbh60bh60hi0Um4etG4etAC0U3zF9RR5i+tMVx1FN8xf7wpdw9RSGLRSbh60bh60ALRSbh60m4etADqKbvX+8KXcPUUALRSbh60ZoAWikzRmgBa5z4hNs8G603pZTH/xxq6HcB3Fcr8TrpIvAmvsWGFsLg/8AkNquG5LP5ytU/wCPuY/7Rrrfhbqnw70yS/PjzQda1tXCfZRpN+lt5fXdu3I27PGOnQ1x+oSCS4lJOSWJ/WvV/wBnvVvG+n/2z/wh/wAOdO8ebvL+0G+0L+0vs33tu04+Tdz9dvtXXHf+mZVPh/4NjB+KmtfDHVNPs08CeGtc0O7WQm4k1bUUuVdMcBVVFwc980V6f8UPBPxj+KmnWcFx8Go9DFrKXB0Pwu1nLIWXkMVX5lH86KJQm3t+BEKkErN/icGn7SHxN3ceP/Eg4/6C0/8A8VUh/aW+J+0f8XC8TA5/6Cs//wAXXPax8K9X0PxN4Y0SeW2a78QWtnd2rIzFVS5x5YfjgjPOM/jVqz+DmtXvjHxf4bjmtftvhm3vbm8cu3lstrnzNhxkk44yB+FVbyL5o9zXb9pf4oqoH/CwPE31/taf/wCLqa3/AGnfikNyn4g+JiSOCNWn49/vVxNn4F1G/wDAOp+L43gGmaffQafKjMfMMkqOykDGMYjOee4q7r3w/wBU8O+FPCWrXD2zWviJJp7QR8uqpL5TBzjj5lyBk8enNK3kPmXc6tv2ovioqlR8QvEue5/tWb/4qmf8NRfFbcM/ETxMcf8AUVn/APiqpt8Ctbb4tH4Zo9r/AMJMlxJE85lb7MwEQkGDtz0Ddu4rl/DPw91TxXo3inU7N4Ft/Dtot5eCVyGKGVYwEGOTucenGaLeQuZdzt779qT4qzXDn/hYfiRRuOAuqTKOvs1RyftRfFVSUX4i+J8Kf+gtMT+e6uP1b4d6npvw/wBH8ZTND/ZWqXc1lAqsTJviVCxIxgD5xjnsata98LdY0HxB4Y0G4+yG+1+2tL20eN2xsuQvlq5I4I74HGTyaLeQcy7nSL+1H8Vwc/8ACxfE/wD4Np//AIqpf+GqfiwpyvxD8TAE/wDQVmJ/9CrmtO+Duu6p4u8W+HYZLUX/AIZt725vWaQhCttkSbDjJJxxwM+1Zdj4A1S++HuqeMYmh/srTr6HT5lZj5vmSq7KQMYxhDnnuKLeQ+Zdzt/+Grfi1yP+Fj+Jv/BrN/8AFUrftVfFllRv+Fi+Jsjj/kKzf/FVwutfD7VNC8NeGdcnML2XiCOaW0EbEsojlMTbxjj5hx14rpLf4EeJJPi63w2WSz/4SFZhFv8ANPkBtm/723OMH0o5fIXMu5rTftU/Fcs3/FxfE25ueNUm4/8AHqgP7UnxX/6KN4oP/cWn/wDiq4/w78O9V8V6T4o1GzaBYPDlmLy88xyCU81YsJxycuPTgGoZvAWpx/Du38ZloTpM2pvpSrvPm+csSyE7cY24Yc560rD5lsdsv7UXxWQgj4i+JgQc86tOf/ZqU/tTfFczK5+IviYkf9RWf+W6uY1j4S63oviXwtoc72rXniK1s7u0KSEoqXOPLDnHB5564q1pfwV17VviF4g8GwyWi6rokd7Jcs0jeURaqzSBTtyc7DjIGcjpRy+QuZb3Ntv2pPiurkf8LG8Udf8AoLT/APxVIP2pPiv/ANFG8Tn/ALi0/wD8VXG2Hw/1PVPAOteMIngGmaVeW9lOjORKZJg5UqMYI/dnPPcUa98O9U8N+EfC3iO6eA2HiJbh7RY2JdRDL5b7xjjnpgnily+Q+ZbXOxb9qP4rt1+Ivif/AMG0/wD8VTT+078VG6/ETxP/AODaf/4uqx/Z+8Rj4wWfw38+x/t66WJkk81vIAkgEwy23PCnnjrXPeF/hrqnizSfFmo2clukPhqzF7eCRiGZDKsWEwOTlx1xwDRy+Qc8e50sv7TnxSZcN8QvEx/7i0//AMVVDVPj78RdWtXguvHXiO5glUo8c2qTMrAjBBBbkVj3Xw21OH4bWfjVpIDpVzqUmlogY+b5qxrISRjG3Ddc9e1dAnwB8RN8QvCfg5Z7F9T8S2dreWbmRvKRJ03oHO3IIHXAP40cr7Bzx7nmrybvc561qeH/ABrr/hHz/wCxNa1DSPPx5v2G6eHfjpu2kZxk9fWs3ULJ9Nvrm0mx5sEjRNtPG4Eg/wAqr5yQPwqCzsn+MnjyTAPjPXz/ANxKb/4qiuM6c96KQrI9y8afEjQ9W+JHw01W2uXex0TS9Itb2QxkFJIMeaAP4seo61f0n4seH7T4vfFvXXu5E0zxBp+s29hJ5TZke4LeUCMZGc9+neiituZmXs1YzPDch/4ZZ8aYxj/hJNN6j/phc1R8cfEDStZ+G/ws0qyuXN/oVtdxX6bGXZ5l00ijPRgVIPFFFN7IUYqTd+/6HdxfGjwuv7Y0vj5r6Q+GjdtILoQtu2m3KZ2Y3fe9q89+GfjzSfDfg34paffXDQ3OuaQlrZIEYiSQXUTlSR0+VWOT6UUVPMyvZqx0vjSZG/ZD+HAHDL4g1QEf8Ah5/lVTx18TtA1v4m/C/WLS6Z7HRNK0a2vn8ph5ckG3zQAeTjHUde1FFNsmMU7+rLfh/wCLHh6x+L/xc12a8ZNN8QadrVvYSeUx817gsYQRjK5yOvTvXNaP440aw/Z58V+FnvCdYvtcsb2CHy2+eKOKYO27oMFl4PPNFFRzMr2aNv4sXAh+CPwMfOFWy1En8L566aL4z+GIv20P+E8h1Fx4Za8Ev2zyXyVNvsPyY3cnI6UUVTk0yIQUo6+f5nB/DHx/o/hzwb8WdO1C4aG613SVtrBQjHzJBdROVOBx8qk5PHFVbvxtpEn7OOm+FUuD/bcPiabUXt9jYELW0aK27GPvKRjOeKKKnmZpyLc734ua1a+H/ir8GtTvZDFZWfh3QLmd1BYqiKrMcewB4qn4Z+LfhrTf2iviL4pmvWXRdXg1tLKfyXJka4SUQ/LjI3Fh16Z5ooqpSabM4QUoJs4/QfHmk2fwB8Z+Gprhl1nUtasLy3hCHDRRpOHbdjAwXXjPejx5450rxB8JPhboNncGTUtDjv0vY/LKiMy3O9OTw2V54ooqbs05Fue1ePPG2kfD/wDbm03xBrlwbbS7G3smnmRC+3OnIo+VQSeSK8b+GHxA0bw34R+K9jf3DR3OvaQtrYqIy3mSC6jcgkfd+VScn0oopyk7v5mdOCcE/JCX3xA0af8AZt0jwkszHXIPEdxqEkPlkAQtAiK27p94EYr1rwL480fx1+1T8F7nSLhriKx07S9OmZkKbZ4oSrryOcHjPQ0UU4Sbkl6BUglCT9fxPmLxc27xRq3r9rl4/wCBmskjbjkNkZ4/lRRWJ0LYbmiiilcD/9k=) | SJM 850 x047 080701 Fibula af kobberlegering
Fragment af pladefibel, antagelig oval med stort S-formet dyr/slange. Ovefladen kraftig koroderet dog med plette af fortinning og lidt ornamentik. På bagsiden rester af enkeltfliget nålefæste med rust fra jernnål. |
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) | SJM 850 x052 080701 Fibula af kobberlegering
Næbfibel, hel. Rigt ornamenteret med tværriflede vulster og fladedækkende stempelornamentik. På bagsiden dobbelt rørformet nålefæste samt fuldt bevaret nåleskede. |
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) | SJM 850 x054 080701 Fibula af kobberlegering
Cirkulært spænde med tre dyrehovedet i kraftig plastisk stil, Borrestil. På bagsiden rester af nålefæste og -skede, samt forneden en øsken. Rester af rust i det dobbeltfligede nålefæste samt i øsknet. |
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) | SJM 850 x055 080701 Fibula af kobberlegering
Ligearmet fibel af typen Stora Köpinga. Lidt afgnavede kanter, ellers hel. På bagsiden bevaret dobbeltfliget nålefæste, samt nåleskede. På forsiden simpel geometrisk ornamentik samt en del rester af skinnende fortinning. |
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) | SJM 850 x057 080701 Fibula af kobberlegering
Næbfibel, hel med lidt afgnavede kanter. Lansgående vulster med tværrifling samt fladedækkende stempelornamentik. På bagsiden rester af nåleanordning. Nålefæstet er en enkelt flig. |
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) | SJM 850 x058 080701 Fibula af kobberlegering
Næbfibel, den yderste del af foden afbrudt. På bagsiden dobbelt rørformet nålefæste med rustspor fra jernnål. |
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) | SJM 850 x059 080701 Fibula af kobberlegering
Midterpartiet af en fibel - med stor sandsynlighed en ret plastisk ligearmet fibel med geometrisk ornamentik. |
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1zKzl41UtgrGucZbHQ4U8jjJ9+MmK3nvpFu5Ll7qaUjZCoyBgAYxjIXPvk59K3pxamrMxctNT67jeOaNZY2V0cAq6nII9jS1598M/FsU6x6NcOyzhSYVfHRQu4fmT+Rr0Jl9K9iEuZXKvoNprU6mtWiJGNXw5/wVa/5N/sj/wBRy3/9FT19xtXw/wD8FU4muPgPp8SEb3122VQzAAkxTDqeB+NU9hw+I/ICb71egeBfhloXirRBfah8R/D/AIYnMjIbHUEummAGMN+7iZcH69q8+l+8a9B8CL8Kf7DB8Yt4u/tfzG40VbbyNn8PMh3Z9azW5cttDH+I3g3SvB91ZxaX4w0vxdHMjM8umJOiwkHAVvNjXk9eM0U34jHwMbu0/wCEHGvC22H7SdeMO/fnjZ5QxjHrRUPcpbH9HJFNNPxRiugzImXtTNtTGm7aaYit5ZXqxbr6ev8ASmNH8xPc+9WmXmmMlXcCsVphXFWStNMdMZX20m2p/Lo2e1A7mdqml2utabc2F7AtxaXMbRSxOMhlYYIr85viB4f1T9nf4xS2H2yR9MmxPA/d4Sflx6EYwfofx/Sny+a8g/aQ/Z9sfjh4VCx7LXxHYKz6feNwM9TG/qpx+B59QePE0fbQ03RrCdnZ7M8Ys2tvEEdveLI0kMi7FbzDjB5B9z1/M10Ph2++x2E0U0zLNaq3koCUBCgYHrjk9+wrx/4e65caYZ9H1q0m07VdNuHgktpflEZA6HPHXOOentiu8vbg3hia2RUTcxbeTtkXAJB/DI9ORn2+fs46BLXQ6LWI5hpNr9rd4muJFGA23PIwSevbrx14Navh3WrZr68Eduu9P3SfNtPQ8gHk5756YA6UrXn26ztZ7fZnheMAEbRyPT5SM8HJB79Lf2yKCMlrePzxdRxL56BZCC+Cp3FccsvPYDPrXXTitYvY529dNybR9Xmtb6wmslcX1u5eRChBcLk8knngnGOOv0r6K8P6xHr2k297HjEg+ZQc4I6ivA4dSvrXVI9PMfkOoLyyLhgcMAeCcEZz0PIIxXqPwsmVbe8tc7XUq+w/jk+xPFdVGTSUX6Brc7dvvU1qkcZ561Ga70BG9fDH/BV7P/Cg7D/sO2//AKJnr7oavhv/AIKtL/xYCy/7Dlt/6KnqnsOHxH5Ayfer0HwL4/8AB/hvQ/smt/Daw8U33mM32+51K6gbacYTZG4XjnnrzXn8vXPevX/hX4m+I+k+GfI8LeCbXXdOMzML2TwrDqD7+Mr5rRMcDA4zxUR3KnscR8RPFWg+LLy0l0DwdaeEIokZZIbO7nuBMSchiZWYjA44or0zxJ8ePif4Olhi1vwxouhyTqWiS88H2cBcDgld0AyM0Una+ok5W0X4/wDAP3vpMU/bSdKooZikxT6SncQwikZaeRSYqhEW2k21Nim7adxEOyjy6m20badwIvLpNlThaXbSuNHz/wDtMfACXx9o914g8LH7B4uhh2yGIY+3wgf6tv8AaA+63Xt6Y+cPhJ4mtbzw9D4dvJpf+EhheaO5t5jjI3E7wP8AgQGO2D0xX6IrGTXxz+1j+zjrK+Mrf4heCIJfNlyuqQ2ibnQkEGUKPvKQcN6cnnPHm4qjz+/Hc1i9LM0NCeK3i/eBUimzIiyY42s4Jxjr85AI5zW9rl8BpszebCz20hMCzqCEYlSz5bJIyC3c5/XxTwF8QLjV9YtIJo2jgiQo8ijJDqBgEdsgjJ7HjGK9imuNE166XThNibb5rbsAgDG7b68ZHHPFeepS2uRZRd7CafOlj4otCHW+njiMEt4QBs7kY92UflXrHwiFzNrWpyzRnYqECRR8uS3TPrxXH6HptlrV1DYadYm3u9m0usQy6qdoy/8AugHk54Ne6aHodvoNitvACTj55G6sfWuijHmnzJ6IJN9UX2FREYqY1HJ616aMyFq+H/8AgqxHu/Z9tD6a3bH/AMhTV9xNXxL/AMFUtv8Awz1Fubb/AMTm2xx1/dy8Vo9hw+I/HeYHdXsXwq8D/FrXvCf2rwbrM1hopndfKXxFDYjzBjcfLaZT3HOOa8fmbnHbNd/4B+GugeLNF+26l8RtC8LXHmtH9h1CK5aXaAMP+7iZcHJ754rNbly2IvjJ4V8deF77TovHGpNqNxNGzWxbV49Q2qDzykj7eexxmis34keC9I8HXFnHpPjHTPF6TKxkk02KdBARjAbzUXOcnpnpRUvcqOx/R3SEUtFakiFaawp9Ie1ADNtFPxSUCGbaNtPxRTuKxHtpQtPxSqtK4WGhKeqClVRTx1pXGIq07bRmlqRnmHiz9nfwl4n1g6xDBNourMxd7nT2CCUnrvQgqc98AEnvTNA+AOkaPdGa4vZ735gwXYsfPPfk98da9SpDWMqcJO7Qcz2RT0/RNP0nP2KygtiQFLRRgMwHTJ6n8au0UVZAVG33TUhqN/u1SAjPSviT/gqr/wAm7xf9hm2/9Amr7aPSvib/AIKpZ/4Z5iwcf8Tm2z/3xLWnQI/EfjxN8rHNd34F/wCFWjRf+KwXxY2rea3/ACBjbCDy+Nv+sG7d1z26Vwc33j6V6D4B+IHhDwzoZtdb+Gun+K77zWcX91qN1A204wmyNwvGDzjPNQtzSW2hh/ENvBDXNp/whKa8sARvtH9uNCWLZ42eWBxjPWiu+f40fDyPGPgloI/3tUvj/wC1aKNO4k5JbH9ANLSUtWAUlLRQAlJS0maAChcmkpQ1IB+0elKKapJpwqRBRRRQA7NLmmUUBcfRTaXNSSLRRRSAQ1G/SpaY3eqQELdK+JP+CqjBf2eIwRnOs23/AKBLX223SviL/gqtz+z3D7azbH/xyWtOgR+JH49TZzXs3wh8TfFPSvCpt/B3g1Nc0vz3b7V/wi8WoHzCBuXzWiY8ccZ4z714zN941618K/AvxN8R+GWuvCWvLpmk+eyGFvEcNh+8AGT5byqemOcc49qmN7lztbUyfjZrXjzWL3S28c+H/wCwJ0jcWqf2Imm+YpI3HCxpvwccnOKKq/GDwt4y8L3mnJ4w1iPVp5o2aBo9Zj1HYoIyCUkfZ1HBxmipe5Udj+igNzTtwr5d/wCHkHwI5x4ruDj/AKhtx/8AEVG3/BSb4EL/AMzRdH6aZcf/ABNaaE2Z9TbhRur5ab/gpJ8CVx/xU90Sew02f/4mmt/wUl+Ban/kZLs8Z402b/4mjQLPsfU26k3V8rf8PKfgYwfHiK8O3n/kHTc8gf3feoX/AOCmPwNXP/E91A49NNl/wo0JtI+r91LmvkyT/gpp8DY2x/beosfbTZP8KZ/w86+Bykj+1tUOP+oc9GgWkfW+aXd618iL/wAFQPgcc/8AEz1YY/6hzf40H/gqH8D+Majq5/7hzf40tB2fY+u93vS7xXyFJ/wVC+CUeP8ATdZbIzldPPr/AL1Nk/4KifBWNnAuNacL/EtgMfq9LQLM+vdxpM18cN/wVQ+Cw6HxA3/cPX/45UJ/4KrfBjJHleIuO/2CPn/yLT0FZ9j7O3GnK/rXxe//AAVW+DMa5EfiFzx8osEz+slRn/gq98HFGfsfiU/9uMX/AMepaByyPtdW/GlyK+Jf+HsXwe7af4nP/blD/wDHqaf+Cs3wh2kjS/FB56fY4P8A49U6D5Wfbm6o3btXw+3/AAVq+Ev8Oi+KW/7dYP8A49UTf8FbPhTzt0LxPn3t4P8A49TVhcsj7gY8V8Pf8FWGH/DPsA/6jVt/6LmqpN/wVy+GPIXw34mb/tlb/wDx2vmn9tL9uzwr+0d8N4fDehaJq2n3C38V2Zr4RhNqJICPlYnOXH5VTkrWHGLTuz4el+9XoPgP4eeFvE+h/bdY+JOk+FbrzWT7Bd2V1LJtGMNmOMrg/XtXncjZNeg+Abz4WQ6I6+MrDxVdav5pKvo11bxQeXgYGJEY7s7s846VKtfUqV7aGV8RPCWheFbi0TQ/GNl4vjmRjLJZ2s8AhIIwCJVXOfb0orupNa+Au1VGgeOpMEnLalaAnPv5NFGnf8yVJ9U/wPI/tDY4NJ559a9aufg7pMH7TKfDn7VeHR21hNPNxuXz/LYgZzt27ufTFc/8M/ANh4w1rxTaXc08S6Vo1/qMBiZQWkgQsitkH5SeuMfhVj5la5xDXD5BZiSB61G1w3HNdroXgex1b4S+LfE7zTi/0m/sbaGNWHlskwm3lhjOR5a45HU9aTxB4FstL+EnhTxTFLO19quoX1pNGxHlqsKwFCoxnJ81s8noOlIfMjjY7htrjJ6f/X/pTVuOuSTxxg9677xx8O7DwzN4AWzmuJT4g0W3v7jzWU7ZZJpYyEwOFwg4OTnNdFJ8G9FX9qRfhyLi8/sM6yun+d5i/aPLJHO7bt3c/wB38KNRcyPHVnPrQ0x9a7j4eeA7DxVrXiqzvJZok0vR7/UITE4BMkCFkDEjpkc45+lJoHgbT9U+D/i3xRLLONR0nULC1gRXAjZJhNvLDGSR5a4wR360tR8yOI8wnnNIJT612+veB9P034P+EvFEEkx1HVNQv7W4R3HlhIRCU2jGQf3jZ5OeKm8f+AdO8LL4G+yyzZ1rRLfUbkStnEkksikLgcDCDg+9GocyOH85mVeaa9weBnjvXtVn8H9Ck/akb4dtJdDQhrJsdzSDzvLDc/NjGcDriuV+GXgHTfF2reMba/aYR6RoeoahB5bhSZYUym7g5Geopi5kee+cdvXik88+tdx4T8F6drXws8d6/c+d9v0Z7BbXY2E/fSOr7hjnheORR4i8F6dpvwf8IeI4fN/tPVNQ1C3uCzZTZCINm0dj+8bPrxS1sPmV7HDGZutHnHA5rvvil4I03wingc2AlH9seH7XUrnzH3fvneRW28DAwg4rtbr4QeHYf2sbTwEsU58OS6pBamPzj5nlsikjfjOfmPNHKxc6tc8L840eccda9D+FfgfSvFeteMLXUUkeLTdB1G/t9khUiaGMtGT6jI6d6Z4N8E6ZrXwg+IPiC5jdtR0aXTltHVyFUTSur5XvkKPpSsx8yRwAmPrSCY56133iTwfpenfBnwb4hgikXVNS1DUbe5kZyVZIhB5YA6DHmN065qT4qeDNK8Lt4E/s+FoRqvh60v7vc5bdM7yBmGTwMKOBRYOZf15HnZkPrTWkNfQH/CpfDS/tgJ4E+xSHwydSFubUzPu2eVuxvzu6981xHgfwTpOueAvidqV3Cz3uh2dtNYuJCojZ7uONiRnDfKxHPrRyi51+X4nmRammhutJUGouaKKKAPevA3jZPiP+114f8SRWrWKal4ht5xbs4cx5deM4GenpXE+EfHifD/xJ4pme0a7/ALQ06+0oKsmzy/OVk39DnbnOO/qKKKvpcxsr28ilofjyPSfhv4n8LtZtK+r3dndLdCQAReQJgQVxznzfUYx3zTdY8fDU/hn4f8J/Y/LbSr+7vTdeZkSCdYVC7ccY8o8553dsUUUi7K5a8SfEQeKrrwOFtDat4f06DTSxk3+cY5pJN/QbR+8xjnp1r0L4reOB8PP2wNY8UC1+3LpmuLdG2D+X5oXaSu7BxnnnB+lFFPoRZc1jzTwX8RP+EP1XxFefYvtI1fTLzTtnmbfL89Cu/ODnbnp3qLR/Hx0n4c+I/CptPM/te7s7r7UJMeX5Hm/Ltxzu83rkY2980UVN2XZD9V8f/wBrfDPw74S+x+X/AGRfXd59q83PmCcRDbtxxt8rrk53dsc9h8dbryrX4VzAD5PCdodo9p56KKpbEdUULj43NP8AHr/hZX9lBWOpjUf7O8/IGDnZ5m3264/CsPwX8SpPBWreJbtLJboazpl5pjIZNvlidSu8HByV9O/tRRU3ZfKir4f8fvoPgbxV4bFmJk11rVmuN+DD5Dsw4xzndjqMYrrvF8mf2bvh7141rV//AEC0ooqlsyZKzXr+hyXjj4iS+NU8MK9mlp/Yekw6UhRy3miN3YOeOCd/T2roLj45XU/xzg+Jf9lwi5ivYrwaf5pKEoqqF3Yzzt64ooqbsrlWxzngv4hz+C9S1y8htY7ltU027011dioRZ0KFhjqRnp0rtfhzLt/Z8+LQ/vS6R3/6byUUVUSJ7fNHEat8QJ9W8AaB4Ve1iSDSLq6uo7hSd8hn8vII6YHlDH1pfGXxCufGY8OfaLaKA6LpkOmReWSfMSNmIZs9zv7ccUUVN2acqOif466jJ8cF+Jh0+1/tEXYu/seW8ncE24zndjHvWx8KZzP8J/jK2NofS7Ns57/boeP1ooqo/wCZnJJLTy/M8aY8000UVBsFFFFID//Z) | SJM 850 x060 080701 Fibula af kobberlegering
Foden af en fibel med rest af nåleskede på bagsiden. Bundt af tværstreger, samt rester af fortinning. Evt. fra en næbfibel? |
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) | SJM 850 x069 080701 Fibula af kobberlegering
Rektangulær pladefibel med geometrisk motiv i dybt relief, omgivet af en bred ramme med tætstillede indstemplinger. Markant bevaret fortinning på forsiden.
På bagsiden rester af nåleanordning med rustspor fra jernnål. Hertil mulige loddespor fra reparation? |
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) | SJM 850 x070 080701 Fibula af kobberlegering
Oval skålfibel, hel. Overfladen kraftig korroderet men det fremgår, at der er tale om typen med en markant maske i hver ende og på midten et tværgående simplet fletbånd.
På bagsiden bevaret flige fra nåleanordning. |
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) | SJM 850 x071 080701 Fibula af kobberlegering
Næbfibel, foden afbrudt. Nærmest fladedækkende stempelornamentik. på bagsiden rester af nålefæste (evt. to flige?) samt rust fra jernnål. |
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) | SJM 850 x075 080701 Fibula af kobberlegering
Bøjle og fod fra fibel med tværkam øverst på bøjlen, a la. ALmgrm grp. II. |
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) | SJM 850 x076 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af hovedplade og del af bøjlen. På undersiden rester af enkeltliget nålefæste med rustspor fra jernnål. |
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) | SJM 850 x077 080701 Fibula af kobberlegering
Cirkulær skivefibel. Oversiden noget korroderet og der ses ingen form for (stempel-)ornamentik. På større partier er der bevaret tydelig fortinning. På bagsiden rester af enkeltfliget nålefæste og -skede helt ude ved kanten. |
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) | SJM 850 x078 080701 Fibula af kobberlegering
Cirkulær skivefibel, bevaret i en let oval form. Dobbeltlinjet prikornamentik langs kanten, samt kors/kryds over midten i form af små rombeformede stempler med krydsskravering.. Nede i prikkerne er der bevaret fortinning. På bagsiden rester efter kraftige enkeltflige til nålefæste- og skede. |
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) | SJM 850 x079 080701 Fibula af kobberlegering
Formodet fuglefibel, fragment bestående af den centrale del af haleområdet. På bagsiden rester af rust fra jernnål ved fligen. |
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) | SJM 850 x080 080701 Fibula af kobberlegering
Ligearmet fibel, fragment bestående af den ene fod og midterbøjlen. Kraftig korroderet og tynd i godset. På undersiden dobbeltliget nålefæste. |
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) | SJM 850 x081 080701 Fibula af kobberlegering
Fragment af fibel. Fremstår nu som let rektangulær med to små horn i hjørnerne. Flade opdelt i skaktern. Afbrudt og har formodentligt været en hel del længere jf. det ret kraftige dobbelte nålefæste på undersiden. Måske i stil med Stora Köpinge fibler, eller tungeformet? De små horn kunne også minde om nogle karolingisk-ottonske emaljefibler (hvor nålefæstet dog ville være helt anderledes og disse stykker generelt tykkere i godset).
Pladefibel, ligearmet fibel, tungeformet fibel ? |
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) | SJM 850 x082 080701 Fibula af kobberlegering
Urnes fibel, fragment. Rester af nåleanordning på bagsiden. |
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) | SJM 850 x083 080701 Fibula af kobberlegering
Lille stump af Råhedefibel. Består kun af et lille stykke over det dobbeltfligede nålefæste med rustspor fra jernnål. Ingen kanter er bevaret, men på overfladen ses nær den ene ende dele af en punkt-cirkel ornamentik. I kanten i samme ende, ses spor der kan tolkes som rester efter et hul. Samstemmende kan disse iagttaglser bedst stemme med en Råhedefibel. |
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) | SJM 850 x086 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af hovedpladen og dele af bøjlen.På undersiden rester af dobbeltfliget nålefæste. |
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) | SJM 850 x089 080701 Fibula af kobberlegering
Næbfibel, hel på nær en stum af den ene flig. Rester af kraftige tvævriflede lister samt stempelornamentik. På bagsiden dobbelt rørformet nåleanordning. |
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) | SJM 850 x090 080701 Fibula af kobberlegering
Næbfibel, fragment hvor foden mangler. Store dele af overfladen afskallet. På bagsiden rester af enkeltfliget nålefæste med rustspor fra jernnål. |
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) | SJM 850 x091 080701 Fibula af kobberlegering
Kraftig sideknop fra korsformet fibel. Flad bagsiden, langsgående hul med rustspor fra jerntråd der har fastholdt nålekonstruktionen. |
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p9K9j+GNleaj400eN1TNi7iUKcqFUAqQTyeMfie9bU/ekrK2om/c1PpKiiivaPOCiiigD89v+Cuaxt4M8FbvMaQXVwURT8pG1Ac+/I/WvzC8P3dnYa5ZSXunDUrRZVM1oHKGRc8qGGcZ6ZHSv04/wCCuVw0PhvwIAoIa4uwSeo+SOvzF8Im7/4SvSzZahFpd59qj8m+uJPLjgfcMOzY4APOfatYgz1jxV4z+H0vhvULez+D15o+pSQMsWoPq9xIIGI4cqy4bHoaK7z4kP8AFH/hCdXXUfjZ4X1rS/srCfTrfWUkluExyirsySemKKbFHY/arvSfSiikULmkoooAK+Ef+Cr/AIdt77wB4K1Vo08+0v54t+z5ijxg7c+mVFfd1eY/tIfC/T/i58HfEmiXtol1craS3NixHzR3KIxjKntk/KfUMaUldWKi7STPws0VYrG1hvuHuIbhJPLxyQMnn247f/q9ZtfHaTNBdXUj/wBqRXjXYRfl81WVg23nCkZLc8ZPuTXklzv0+8ktyijy2zgn8j+teoTeHbjT/Dtnq1ukd3JJa+bPB0cIAdr7SfVB+YNefUS+0d0XY9A02HT/AO3bK8ivFS51SwVLmC4Qbd0sLBSOMFWJzjGMkn0AyPEdraW/jbw3bCDaVubV5oozkYUnIGTwpBViPUNXOa1rfzNdWpWaEJAVSGTc64Dkg8+mW/4EetaGn6s19rWnX9yVS9ZoUHmZVVUfNuB9jt4+tYQg2+YqUrKx6V8SLWfw5p8tpZlxA7SoYbhcicyBSFUj7qFjjORjBHHfzLQ9SF1PaWSR/wDExWYxqhXhTMF3KSD95duFIHPBxXReLPiBBrCwrNOkEtvCAiSFiN3IZCe6nHXORkj3GAbiwv7pRHFDbSQsJkZWxuYIAg684HfjqcDg1VOMo7mcmpLQ9Bs7OC6v5pbYF4mJcL90KvChB685z6EMR0zXY+EbiXR/Jt42kt790B+fG3lTg89Oh7n5SBk14/feMJWhtds7S2eXZuduDv4DevBA9Mk+ldb4r8bXtjJDb2bR3MKoJmbflwofleeoyR19MVFS9rIcF3PQbfxQ1tp8OmxW7xjUAlvczxSB2Uors+88ZL/dzkZ3Z6jFbmn65HpHh25gsZ8p9nkEIk+75j/cVl+vUYB45rwI+NIrGE3EafZsPw29to+fkHB9SuOegH4cxqvxV1C4by4PnTgBlJPOc8HAPAxj8ajkdrGiSvc+q/grqVjpPlTG6RPskccXJDNI0a5Zl7kE4z05Ffc/wh8J2ui6D/aaSx3V1qX75po+VC9lB+uSfc+1fmZ+y/8ACfVvEni7SvEGq3bacrSebZpL8izAEllKjtlR2wcdDmv0u+Ed1FpekJoci29q8eZILeBvkCEk7U4HA9AK1oRUampz1pJqyPQ6KKK9I4wopKWgD85f+Cv/AM2g/D9AxB+0XZx/wGPmvzI0a40+HXbNtUhmudMWZTcRW7hJGjz8wViCAcZ5xX6e/wDBXpo4/DPgZ2j3v9ouUXnjlUPP5V+ZfguTVpPGmjf2KsJ1f7VH9kWZY/LMm4bQwk+XGf73HrWsRs9H8Tax8F7vQL9NE8OeLrTWGiYWst3qELwrIehcBMkewor2DxN4h/aG8JeHb3WNTsfDMWn2cZlmdLXS5CqjHIVQSfwFFMhX6H7LUUUlIsWm80uaSgApDg8EZHpS0lAH4PftK+BU8A/GbxLokSrHHa6hPGijIHliRthx6bcflVnR/EB8SWpe0ugklrYR272kgx5uCFbnoeTkZ6dK+i/+CpnwnHhv4naP42soJEtdctjFcuFGwXEeAefVkKnnuDXxHo+tTaPNcNEWhMowjKcYOenuOTxXJUhfQ7YyvqdV4SmuLW9ZmQiCMBZnHA2s2CTjOOv6Vq+HdWlbXryNGEsdkjyiTbuyiqWGQOvTHbg9qy7bxAHuLIQAJj/WFQAXbBByB3AIpdIum8M3d3MgMo80yFmG1CjAZU4HHBI7Zz7YrF3LsjsvF1xaatpMGuaZFuAeOS5iEhwrbiSB2Jyc8c8e5rnG8RW9xHM8IMgZG/dOuHCuAQFPPK5OPp2qHRPFK28kVl5cdrKJT5ilAfMiOeCc/MQTnryMCuW1C6jm1KaaE+QhlHlrklUXqGGB0xn6VMYu9hux1f8AwkIXysOYomyHSQ7soSTgnv1J5H8qS88W+TMZkLbQPl+cnA25A/8AHT078VxVxrJbaTtYKcKAMcfWs83EkzBicL2q+US0R0Latf6liygaaSOZxhFyXkYk8ADufSve/hL8DZbi3mvdWtWmKeUYlZzsRyRuDbTkMMgBjgA5HvWd+yZ8O7bxPrVq940YkuJ3IuGXzDbpEm4sMdCWaMcc4PUd/qjw7Z2vhP4s32lX8jW2m6zd+XAVw8UkjsT83AKs5V8N0HycHg1hUlb3UZupqevfCr4fPcW+mXNwGjhWNJIlfO1JMFVTJwcAl+ueo9q9J8KXt3ceIrWyNm63cT4aQfLGrDn/AB6Z64xXOQeKI7NfsF7A8AjKfu3cZLAAq3B65OeD6GvVfhf4cksdPm1O8hmhu7yRpFimk3mNTgZHPG7GfxqaKcpeRlN6HdUUUV6hzhRRRQB+c3/BXzf/AMI/4FIGUWa5J5xziMD+Zr8wtH/s+bWrJdWluINNMq/aZLNFaVY8/MUBIBOOmTX6b/8ABXy4Uab4DhO7LG8bd2GPJ61+angtr/8A4TLSRpWlw61qP2lPI0+aDzkuHzwjJ/ED6VrEbPRvFlj8F08O30mh694yn1dYv9GhvrOBYXfsHIfIHXpRXe/FCT4pt4E1j+2PgroGg6X5J+0anbaAsMluMjLq+75T05opsiOx+3lJS0UixtFFJQAUUUUAeY/tGfAvTP2hPhfqPhTUJBa3D/vrG927jbXCg7Xx3HJBHoT3xX4Z/EbwLqvw38ValoGsWzWuoWM728sbAgblPUZ7Ecj2Ir+hqvEf2lP2S/Bv7SegmLVIV0rxBEP9F122iBmj6fK4yPMTjoTx2IqZRuaRlyn4X2961tLGCflDhs55/wA/4VvaleRvZRSQSO4Ef77LjcDnr7jpXt/xN/4J/wDxg+HV9qJj8MXHiHSrVzs1DSSsyypzhxGD5g46grx+teAap4f1Pw/cTW+o2NxZXCHZJDPGUZPZgeR+NYSizqjJFaS7+0bpmKs7D58dQec0xrh153E8YNMitZGBYKcHjpU0lr5WUYkNtyCBnJPr6VJW2pHHbvcKs7cQlgC5rtPA+jrqmoRW9vbfaJ5oZWAlwUcKhYgdMEY4x3xXHK1xDHHHINsLqXTPQ8kdvcGvavgLfWd+Lm2uLWMy2FszW8e8K07s2dpyehx19sZrKd+Uh33Ps34V/Ce0+GPwzt0tjG2tZaWW6UNhGkwxVVB6Ki469s4NYNjrE8PiLSrW/DMYbueQRzKzMr7ty9F+6jFhjPGB3rrPD/jq2m8LWl7POhsfsJgjjmTEiOAoAZTgYxu5HYnHTnjI/H2jJqcGpSypLexRMiypJu3EfeJ299qjt+tebrzO4oQurn0Z4btItaure91BD5secIZBh8sCpK56jCgfhX0v4d1i21rS4ZreRGIULIin7jADKmvgy1+LlvueNJtzTR70UnPzjnOOndf881ieKvjxfaXNI2gawlndpGpLrMysVIA4YHv6nv8ArtTqOk9dbmkqSmrLQ/Q/WvEmleHIY5dV1K106ORtqNdTLGGbrgZPJpNG8S6T4ijL6ZqNrfqOv2eUPj6gdK/LfQ/F/i74m+PLFb5hfQtMsdxeMfNgBGCQxJ+Yn2zjg19kfD3Sj4dvoLi0j8q4gBwB0/2gcdQRt/z06vrDutNDCVFR0vqfSdFZ2gaxHr2lw3aLsZsrJHnJRxwV/OtGuxO6ujl2PzX/AOCwLJ5Hw+BBLt9tA546Rdq/NPw3DaTeILGPUNRk0iyaZRLfxRGRoFzy4UEE49Aa/SX/AILBTFZvh3GMfMt4Tx7xV+cXhFXk8Uac8ejr4hkWdSNJZXYXXP3MIQxz7GtojZ7PcaD8M7q1aCf4661PA42tFJotwVI9wZMGij4g311N4J1Jbj4BWvhVDGA2sxWl4htvmHzAu20enPrRVGaP3aopTSVJY2kpxzSUAJRRRQAUUUUDCuF+JXwR8EfFmzkh8UeHLPUpWQot4YwtxGP9mQfMPpnHtXdUUAfC3xi/4Jo6NceHZZfAV9MuoQwHbZ6hszO+c8SKqgHtgjHuK/PrxN8JfEXhXxFPpeu+FtWsr+InzUktnACqcbhgcjjqOK/e6l2jvUuKNFUfU/Ai68CmDS7dRbzSszsYlUb+Tj5QoGcn36Vvab4T1H4NzDVvFHhnV7VZV8y1t7q1aBpscq3zrwvPX9Oa/c2DRNOt7j7RFYWsdxkt5qQqGyepzjvXM/GLwDoPxK+Het6L4itI7mxktpHDsBugcKSJEPZh6/geCazdJW3K9p0sfhf4s+P3iTxBIsAY2dpFtWGCMkbFAwAD/npWTa/EjUJJI/MlZVVWUgE8k55+vP8ASjxdocFrqdykRz852+vX+dcz9lKkAoSSdoVerH0HrWHLG2iOpX6nq9v8Y9RWNZCZJG+Vd6fLt5BJOOrZGR+PrW78N9P1nxPq09/JK5sGlhilhM4W4kWQjAUDodmWBPBCMOtZnh/4O3S+AbzxE1vJNcWsg3bX2C2AVX3jdwxGccHOeOMV2H7POqXWp+JraGQLLbW91GW3nDSFAwhcj2Bckn2x0rm92/ulSbtfofWvw08L6T4X8XW8Fon2SJuVt8sqZyp8zDcEkKg49T05r35NXXTNYtljhaT5Sm8fw4xg++eBj/Z9qqWfg/SNTjtJFWa1uGDI+35zCRkFhljjIYfketY3iTVE8I/av7QifZayiQTHhgrSbEwBnG7BP0HrgV58q0nZIlRjuz3z4czGSzvEEnmp5iyKRjA3L0HtgD866+vMvgrrJ1SHVFWErbxmMRydmGDgfXFemV7lGLjBRZwSfNJs/Mv/AILATrHqPw/Vl3Ew3mM9PvRfrX54eA4Q3iKyk/4SIeFX+0Kq6ofMH2fgkvmMFuMAcDvX6B/8FhCx174eBT0t7skDP96Ovz78M/ZdP13TbnVtKk1yw8wv/ZsczR/aBnBUOuSv4DtXUiZHsvxLmuh4D1JX/aCTxcvlqDovmXhNyNw+X5xt468+lFY3jHWvBWr+Gryy0T4MahoWqyqBDfnUbifyjkEnYyYbjI59aKqxKZ++FIRTqSpKGYoxTqNtADMUYp1FADKWnYpKAEopcUtADaXFLtpdtADa+cf22vi8PAvw5m8O2UoXVdcheNsNho4OjHH+0fl+m6vpELXzB+25+zhdfFjwrJ4k0K6eHXNLtWWSDGRPCu5+P9pSSfce4GZle1kaU7cy5j8kfFVzZ6XfSpI5nkULgZ5JAI596Z8JrM694+0mWd5IbeK4DFoDtKEAlTnB7gVkeLNBn02+khkGZVwGHU5x19wc1c8P6oLHSQLeWSwvVJdnQcOyglDnt6fzODxyyVlodnNzaM+r4/jR4dsYW0TULmPyLlvKXZ8wSIERq4HQt99uF9CRXMeC/DZ8SfEx7nSBJpmx03pC2I5oeFDAA4wSxJ9OOK+fltb/AMQXiagypA28SM0ONm4kj5c+uOnTPFfYfwX8Ipp3h3VNWeJvtEcSy2tupKyRoSFznuMDcee3FefKCpLmbNL82kT7K8Ktcabo+7LG4uPmYoAyq4UY7jI4zxzk1q/EPQ9K8UaFJ9utojIpAkRWzkRkOufbhePr64rzDwr44lsdPsYpXe5kkgiAQOQN+1d5yBxg/wA/atmx+LDyeIZdNtbH+0ZNQuFt4trgnngH81xg46VwKMpysupG2r6H0N8NtPjsPDq7I1j8xycIOMAAf411Rqvp1r9hsYIOMogBx3Pc/nVg19FTjywSZwSd3c/Mj/grXLZf8Jj8Po7+Kea3+yXRaOCURlvmUDDEEA5wenIGOOtfn18N11OHx9pB0zW7fwzf+cTBqt5N5UUDAH5mfBx3HTvX3p/wWA/5GzwJj+GyuM/TzF7V+fXhe70j/hIrA+ILa8v9ISQmeCzmEUzrjorEEA5x2rpRMj6W8c+PPiz4P8N3WrJ8dtA1v7OF/wBD0zVFluJMsB8q+WM4zk+woryHx5qfwkm8N3cPhvwx4p0/W/l8i41HUIpIV+YZ3KEBPGeh60UyUj+g+kpaSkUFJS0UAFJilooAbtpdtLS7aAG4pcUuKXFK4DdtO207bS7aVwGhadt4p23pS1NwPl39pL9g7wb8bGuda0qNdA8VbSVmhO2CZuuHUDjJ7gdycZOa/LL4pfBTxL8HfEk+jeJ9NkslilwQwLIVY4BRumD2IOK/e+ub8efDfwx8TtEl0jxTolnrdhIpUx3UeSvurdVPuCDUtXNIza3PxH8Ota6XHB9usI9T0xZlkMcT7XRc43kAcgA8etdpcfELUtN8XQ2vg66uLc2gZZIXYNGYjxhh0zhj6keoxx9+3n/BN/4XS30stne+INNtnXYLW3vEKov9wM6FtvsSau+Hf+Ce3wz0XUobu7n1jWfLVlEV1cIqkE5wSiKxHJ4zXK6Dbu2dHto22Pnj4Pvr3jTTYdK0qz1K+1K6Vng8vakducglnbsuecnvjGQa+v8A4Jfs+J8N5jqur3i6prLJtXCApBnBJBwCzZB54xk4r07wv4P0XwVpq6foWmW+mWgOTHbpjcfVj1Y+55rYrSFGMHfqYSqOWiCkNLSVuZH5Y/8ABX7nxt4G2thxYT8f9tBXw38KY9eh+Imjv4ansbbWxI3kSag0QgQ7TneZPk6Z619w/wDBXsuvjzwYyoDjTpRuJHH72vgbwb/Yq+JLNvEZv00fcRO2mqhnAwcbd/HXH4ZrZBI+hvjZN8YG+HGpr4p1jwrd6IxjM0emSWJnPzjbtEY3fex0orkZo/gFMSzaj46Ix/q2t7XP57qKZC06H720UuKDWZY3FH1paQ0wEp2KBS0AJS4pQMUuDSATbS07bSbaVwEHNOxRS0gCiiikAUUUUAFFFFABRRRQAUlLSHpQB+Uv/BXyUR/EzwZzknSpAV9vNNfE/wAIItdk+Imlr4Z0yz1jWCz+RZajHHJC/wAhzuDkKcDJ59K+zv8Agr8wb4q+EBvAI0hjtPXmZv8ACvhXwTb6LdeJrWPxDql1o+lHd5t5ZwefIhwduE3DPOO9aoctj6A+NGnfE63+Hd5/wlPw/wDCvh/SPMjMmpabZ2yTIdw2gGNmbBOBwO/PFFebfETR/hta+GZJvDfjbW9b1ZXULZ32meTEy5+Y7t5xge1FNkx2P3zb4jeFEba3ibSFY9Ab6LP/AKFTpPiD4XjUFvEWlAEZGb2Pp6/er+dv/hMdTCqq3kiKowNrEYHpSx+KLwsCskjserMx/SlylH9EY8eeGmyB4g0skdcXkfH60reOPDyOyNrmnB16qbqMEfrX8+DePr3R1kWCWRbiYfNIz8hfQen4c1nSeNtVuGBuL+Zo927y9xAY+pH9etFg0P6IP+E38PKoJ13TQDyD9rjx/P2py+OPDm7H9vaZnkY+2R9uvev54ZPHeqXC7ZLqQwAYCbuMDtj0Hp71QuvFGoXrl3uHyTuznGPYUWA/oyHjTw9n/kO6bn/r7j/xqX/hLNE4/wCJxYDPT/SU5/Wv5x4/E96uP9Jk6YHzHJqb/hMtSdiWu5gnTaJD+QpcoH9GX/CWaJtB/tiwwRkH7SnP60f8JXovl7xq9js/vfaUx+ea/nLuPGWqXGWkvZfm/hDEDAGAPpUkPjrWfsb2/wDaNx5AIYR+advpjGf84o5RH9GKeKdHkOF1Wxb/AHbhD/WnN4m0hcbtUs13cDNwnP61/Ol/wnGqW9uVt9QuEd/vASEbfYHNUG8W6kzAm9uDIvIYyHP50coH9Ho8SaQemqWX/gQn+NO/4SHS/wDoJWf/AH/T/Gv5wZPEWpeaqveTbV4++egP/wCunTeLtQyFF5MEU5X5z+dLlGf0enXtMXrqNoP+26/40Lr2mN01G0P0nX/Gv5v7jxVqVwVZ7yZyuOsh7DHrSW/jLVLbBhvriJgeCshB/OjlDQ/pAbxBpakA6laAnpmdf8aP+Eg0v/oJWn/f9f8AGv539S8Ua5r62ii8nd449zku3LN/F9cbRx6U+08WXWkQ+SNTkuJQyvtjcgA4IILfQ9qOUR/Q9/b2m5I/tC1yBk/vl/xpRrmmkZGoWuOv+uX/ABr+dG++JGu3EuBqdzChZX2xysOR0J5ySMdTUEHjXUTBIjalcq7tkP5h985575o5QP6Nf7e00ddRtR/23X/GmnxBpa8nUrMD/run+Nfzh/8ACZ6tGJEF9MAxy3znH1qpJ4o1BoyrXUxyeu80uUZ9u/8ABXLWLHUvjN4ZW0u4bry9FG7yXD7SZpDg4PFfG3wph1G48d6euk+G7fxde/OU0m6haaOb5TncqkE4HPXtXL3d7LdSbpZGdj/ExzUNtfT6fcLPbTSW8y/dkicqw+hFWtAep9QeOvAvxI8beHJNMi+BOm+H3Z1kF9pWmvHMuD0BLkYPeivnQeOvESrtGuakF9PtT/40VV0QrrY9ih8B6F/wu7wpof2FTpl5p9pNPBvbDs9qHY56jLc1y/hvSdOuvhj4z1Sa3P2+wubSO2lGcoHMm4HtzgUUUhm2fBminxx8K7P7H/o+tWtnJeqzN++Z52Vj14yBjjFZWl+EtLurH4nyPATJo8QayJY/uv8AS0jJ68/KSOaKKAJr7who8ekfC+aOALLrQZbzc5/eAXTJnrx8oA4q23gfRD48+KNgbf8A0PRbK9lsY1kb900cqqhznnAJ60UUAYGseFdNt/hn4M1lIWS51C9vIrmXcTvWMxBAB0B5bp612rfDXw6fjh4s0D7K40qw0y6uLaAO3yulp5iknqcNzRRQBxN54V0qP4K2niExMNUk12SzM244MQgVguM46knNdzYfC7w/d/HzQPDK2u3S7rTLa4lgMrZeR7IStznIyxzRRTEcTZ+FdNufg34l8RTQt/atrrVraQSbzhY3SVmBHQ5Kj8q66P4feHP+FlfCPSDaP9j1zT9Pn1BfMOZpJZGD854BAA4xiiimIyNL8A6NN4U+Kt5LCTc6Lc28enyeafkRrllbj+IlQBzUmtfDvSIYfhK8Nuyf29Fu1HMpy5+1tHkc8fIAOPSiigRqyfC/w/8A8LA+L2ni2YWHh+wvZ9OjE5zE6TIqFuckAEjmua1rwTpFj8J/AGtQQP8A2pq99ew3D7ziRY3jVAMnC4BPQd6KKXQZ28nw80SP47+LvDDwyLpOm6ReTwRJKciSO03rlxyQGGcd8Vwcng3TIfgXY+I1ib+17jXZrFpfMOPJSBHA29PvE80UUwO1k+Evhxv2itH8LfZnfRp9LhupovObJc2HnMQ2c/f5/TpXEaf4K024+ButeI2hb+1bXXoLKKbeQBE0MjMNvTkqvNFFHcR2KfCjw4fjN8L/AA+LSU6ZrmmaddX8XnNl3lUmQ5zkZwOBXJWPgbSJvhT4/wBbeJ2v9K1W0tbOTecJG7ShgR0OQo/KiihiXT5Gd8cvCGl+Cte0K10uFoYrrQrC9mVnLEzSQhnPPTJOcV5sze1FFS92XHZCH3ooopFH/9k=) | SJM 850 x095 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af en del af hovedpladen med meget kraftig endeknop. På bagsiden rester af enkeltfliget nålefæste. |
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) | SJM 850 x097 080701 Fibula af kobberlegering
Lille, spinkel fible med velbevaret overflade. Lile bundt af tværfurer mellem fod og bøjle. Rustspor fra jernnål og afbrudt nåleskede. |
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) | SJM 850 x098 080701 Fibula af kobberlegering
Hel fibel, formentlig korsformet. Store dele af overfladen er bortkorroderet. På bagsiden rester af nåleskede og dobbeltfliget nålefæste med rustspor fra nålen. |
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) | SJM 850 x099 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af hovedpladen og del af bøjlen. påbagsiden rester af dobbeltfliget nålefæste med rustspor. |
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) | SJM 850 x100 080701 Fibula af kobberlegering
Løs knop fra korsformet fibel. |
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HOcZB9xXLd3TPVVoxlBep9tbqXNQxyrIoZSCrDII7inFq1sMbcN+6b6V+Jv7dUUl1+1B40kBWHy5olzIcK48lMH+n4V+1twf3b/AEr8Rf28rpof2mPF6LuXdcRyHd0J8pAD9ABXTT0TA5Txlotxa/DcSv4a1eyVYoc31x4jjngySvP2YICAewz8uR6UVNeeFLLxH4PtIoLTwRpd7JDGTqLeJG+0jABO6N5ioY8gjbxkjjFFayTb0M4tJH760UUleSdIUmaKSglsKKKKCAoopCaYC0tNzS0Bc+N/21La0Hj7RJslbptP+YIMFvnYDJPBGCfyr5zuPD7a9Y3l/YHzJ7UkSoowdhGd4H517f8At66xHL4y0+CE5ksLBTLyR8zMxA49iPzr57+GXxCl0zWbJ5lGyaT7POjDKsDwVOPr1rSSvFLqOF4y5+hjQ6s0cbWM6vlskSMDjtkn0A/xr07SdLbV9zxNHILdwFk4+TKnCnHBAwMH6VQ+KnwvEclrrWlEHR5ZGZkC7vLz1U+3Nc74Tm1bwnHNcWp862TIktw5yy89gT0JyPdTWtGSS1ObFU3Jpxe5vapolzbXy6nbSrGiXQ3RzthlI5yBkdRz/wDXNWvFdjdQeKraS1v7q586EpcMsO2TEaqdxPHYfpjNa+oXTW+itq1lEJIZ18ySPhlVRkFgOxGfx2muf+Hul/2lfW/nz3Ej3rxpA0bsohILKQTxjPb8eua3krPQ8rmdrvoLr2tzrcPduhaZNk8aTJs3pkiQgALyMBtvXByO9dna31vfNHIxkiDP5kZY7oi5wMZxwpy69sE1B4osXsNF8mSzgnvbGUQtMyIBKrHjfnjAGBnHUCsDR9Lvbea/R4Y49MklV44XlDrnau7Zj1L9BnII7cjO9r3Kh+8StudtfXsVvosVhGrQQzBHU+WQ0bfwMegxk7T9ea2PhfLaeJLPVNLs/s8k9uvnW8agKRNG+4BgOMksw7dKytMaHVGKzANLaSlYiRn92eNpz2AyMHP6Vl6LoureBfiu2o6VGIbXU7MnJ+4xVgcbuxGGI/ka5X7zt3PXj7keZ9D7d+GOtR+IPAulXaBwwhELrIfmVk+Ug+/FdR2ryT4KeMk1WS4t+Et7xftNuvGEkBKypwfXaw56GvW2rZFq1tCC4/1L/SvxC/bsxP8AtNeM4l5dLmMAexiQn8ia/b25/wBS30r8Of25LgW/7U3jd8Hct3Ec55/1KGuiHwjON8WXVm3w9VItT8EzS+VD+50/T5o9R6jgyGILuH8Xzc89aKseLPE41f4cxWMXihr6QxQqNLTw1Fbj5duR9oX5vlx17496Kc9yI7H9BFJmhqbXmmzYUUUhpkATSbqSkzVAOpKTdRup2AXtTlqPdSg0WA+Of28vCNtHqWga8Yyhuo3tZ5WJ2Apgpn3+c9+1fKEvhWdrKC4sUCzSKGkAyEfjr+fev1H+LHw7s/il4F1HQLvarzIXt5mGfKmAOx/z/Qmvztm0vXPh74hl8H+K7H7DeW8ojtbiQYjlBPBVuhUg9R+lElzRsXCXI7sreFfi/c+G2gsdWt0uNMB+z3Mb/LtQgKOOxzz+NafivwebSS31zRbr7XpMhLx+d922Y4+9g89/bI965/xJ4ZTVftjonk3UTmN1wOcdAR3Hesz4f/Eq8+HeoSW1ygvNOlIjmhmIKxrk849On0AqIyd9dy5004+7sdHHM2l6Akkk8t5PPGGuoNjOqbmIznr03ZwcYxS+DdYhj0/yo4omZXKjZI25Rn5cYPTIB+oFdZcaDYeI9Bnm8LXC2olfM1tuBIVhtyMHJA5yBxgjrXnun2t1ofiKy01o3ilkuHi/tBBhOCFGRgYArZVXexxfVklc7bWI7+4uG1hLlbl5I/LubaSLIkXLMSuOh/DgjjPFZfgXWLHQ5NU0PXI57XT7zbewTMrMbZjwr7QMnHQ46g/lpSXltaNNpZke4v49l0h8sgxMBlnIxymRgjPOeOmambWJNcu7KW80poZZoyomhXIJ3HAUY+ZCVJx1CtnkjFXc5eX2buloben6fBY3V3czXjBEKsskXzJJu5U5HqCDu6EflS6nqM13NGof/RbWTz4IY2CeYQxYn3JABxx1Oe1Y4tbuCexTS3EGnyskE0UQBAJJKgo2cfPkcDt7ZrprTTZf7PN08OI4iHZMY2ncVwff7w+mayfuq7OuL9tddDrPgz4gS+WS7gkRpImF0ohJ3QEZRlPHVlGcD096+vbe4W6topl+7IgYfiK/Oz4ealeeCfiHdWNqVhgm+aCSVMxybWHyMex7Z96+/vBtzBeeE9KltipiNugAU5CkDBH4EEfhWkXzK44xUJcl9UaVx/qW+lfhx+3VtT9qXx1/FuuYieeV/cx1+5Fx/qm+lfhl+3W3/GUnjz3uov8A0THXRH4TUj1vxT4t8LfDm1vbDXviTZGOCERtd2hh09FO0YWUSH5cH5eOePWiue8ZeG7u1+GUV43hjxTZxeTA39oX2spNZkHbgiERA7TngbuMjriiqnJpmcUrH9A7UlHcUV5pqxGpppaaaoQlIaRqSrsAuaSk3UbqYDs80uaZmlosA/dXH/FD4V6B8W/D50vXLdiYzvtr2AhZ7WT+/G2Dg8DIOQe4rraXNLYD4K+J37O/j74V3D6xZRp4s8PQov2ua1jCzrEvG9oc7twXGdm4HqduOPNr7w7pHiHTnurRonV1Lgryc/hX6fZ4rxH4ofsq+G/G01xqehyyeE9fkBJuLED7NO2c/vYfunPcrtPPJNJx5i4S5D89rGTXvhprq3NqzS2ZOTCDhCD3x2r1JdR0n4yLbyabLLZazbkPNaE4kbPVlyRnAyfw/Gofido+tfDHUxpfi/TERlnEUd0uTDcpgYkicjkYByp5B4rjdQ8GzQ3iax4cvGS7tz58KxnkAc/Ke/0rGUXF6m6kqidjW1e2uNH8ZfZby4kvNyeXHcSIEdoweA35kHH6da1La3Ngu1RFdWrNsheTKgZHK46gYzj0IFa3hLUH8VtDqQt7a41tEH222OCTzhnVT0zjOBjkfUCSSSxXXLqWS1+zwgFkglUrg5IHUHGPT2FaRmctSmndWM26D6N4li1yA3S2oMMt4pTzETKvtLAdtyt8/BAJzyQK9Ye5TxF4XGr6MGuo53Xz4Yzk7gSoYeoJ6/Qe9cFZrEqXTxSmFbnKvGrDaFBz0P8AvDj2FZPgDUrzwjrLapYK0mlTOYr/AE5VB8pgfv7D1U8/TPaiUkxU6bibehSzQ69ajUEV724nR45NnEZY7XAGOgO0n8fWvufwLYWmn+EdOisl2wNH5nXOWYkk5PuTXxt4h0+O6t4bywk2w7lnhMY+425Syj2+vavqP4E+KIPE/gG3kjkEksDtFJgEfMD1APQf41VOV9BSp8s1Lo0d5cf6pvpX4Yft0yK37UHjsjki7Qc/9ckr9z7niFvpX4VftybW/ak8enI/4/FyAOn7pK64/CykZFxHo+g+D7bU7vwX4R1BFhi3eX4llkuXLAfMYUudwOTkgKMegxRWT4outOX4fokF14LlumjhBj060ul1AHjOXdAmf73PriiqlKz0IjG+5/QufvUUrdaSvOLYymk05qYxq0A2m0rU2tACk3UlFMB1FNFLQA7caA2c8YpKKQDs0ZptLigDO8QeG9L8WaVPpms6fb6nYTD57e6jDocdDg9COoI5FfD/AMdf2XfFXwr1q88R/Dq1l1bwxMfMl0iF2e4tWPXaOS655zyeeeBmvvOl20abML2d0fkhrlx9rt4tZg+0aNqsKBnfAUo3BJO08duuOQa7fwt8YNK8ZSf2X4ojAFxGqJqEUn7xJMDOG4zzyAc8Z96/RnVvh74Z1yO7TUPD2l3YuwVnM1nGxkz13EjJ618HfGb9g/xna+JJ5PBFhBqOhks6KLlI5AoHyoQxHzA9xnpnI6Vi4Lobxm5aTJ/Fmi6j4esGvWe21HTZVWOO8s4yq4x1deze/wBa5aHxU+m2ds7yJNGvAnKZcjpz2PAA/DJ61m+GPiBr/wAHNUk8I+LdKvPJ8sRyQ3CHhe6tnqR2PuD3zTvEcGk3Xn3egyOtuy+e2nzIwkiYkZwOQR249axlGVzROG0jqoNfluNJlitW8pCvmIF/h3HnAHvX1T+zba3lroMayRBbVkcq8ZG1uV59yeT+dfFmi6wLfaYLaWeGR9kcypmPPYse3bPvX29+zFpt1H8Pbe+uUaNZ8iJJBghQTnHbBwOR6VvSur3Ry4hqTik9mer3P+pf6V+EX7bzf8ZQeP8An/l//wDaa1+710P3b/Svwn/bdtSv7T3j4t/Ff5H/AHwtdsfhYkYl7qem634QtdN1TxvDbWnlRBoovCiKyFQMDzlVWOCMZzzRT/HVxqsnwzgjnv8A4gT2vlwDytXgK6ZgYxg7zwP4ePSinN2eqIitNGf0CNSUUxjXnosRjUZpWamE1skAlN3UMaZViHbqTNJRTFcXJpVbpTaKB3JN1LTFp9SxiinAUU4CpAULT1WkWn1m2AbaULSrS1BaRyfj74V+FfifpU1h4k0W21GORdomZds0foUkGGUj2NeEaD/wT/8ACGiaxNcf8JP4hnsWk3paNLEGC/3Wk2FiPpivqOiq5mOyaszzvRP2fPh54daNrPwrYkxncv2gNON397DkjPHXFd3Hbx28KRRIscSAKqIoAUDoAOwqzTSKOZkcqWxRuk/dt9K/C79tdRJ+0x4/5yU1Dp7bFr92LhMxt9K/Cj9tZtv7T3xAZeo1E/8AoC1103eLBFfVfh3rHiDwVa2+neF/EK3EkUTrNd69FLbMuAciEquAewzxx1orH8caLplr4Dgu7TR/DNnMywnz7HX3ubvJAzmEykDPf5ePaitpct9URG9j9/GbFQvIK/H2b9v/AOMTW7Mvixlbdgf6DAf/AGT/ADms5v2+vjO2SfGbg/8AXlB/8RWSw7XUOY/Y4yCmM3vX43/8N+fGjkHxhk/9eUH/AMbpq/8ABQH40Rtu/wCEtV/9lrKDH/oFX7LzC5+yBammQV+OEn/BQX4zOf8Akadn/XO1g/rGaiT/AIKA/GUMxfxi5GOB9itv/iKPZ+Yj9lA4p24V+Mo/4KAfGvaAvjFSB62UGf8A0XU3/Dwj41Rx4HimNmx1Npb8fT5afs/MD9k91G+vxif/AIKB/HEnP/CX7B/15Wx/9p0lx/wUH+N8b7R4v2uvDL9gt/8A43S9n5gftArehqVWz3r8U/8Ah4d8dEYH/hMQR6f2fb//ABurcP8AwUU+Nht5C3i4eb0H+gW+Pr9zml7PzGftJTt1fivH/wAFFPjcAAfGDE7uf+Jfaj8PuU6T/go98amYAeKVRcjP+h25P/oup9l5juftOrVKpr8VI/8AgpF8a4drHxQsxz902MAH4/JUX/Dx745O2P8AhL1Tdx8un2/H/jlQ6N+oXP2yzRmvxRk/4KPfHJb+Rf8AhL1EfmEBf7PtsBc9P9Xmo5v+CjPx13HHjTHp/oFt7f8ATOp9g+5fMftluo3V+I0n/BRb47df+E1b/wAALb/43T1/4KK/HRrdWHjN9wYhj9htvbH/ACz+tHsX3C7P23pK/Er/AIeKfHVv+Z1fr2sbb/43TZP+CifxzxtHjWT3b7Hb5/8ARdL2L7juftlcEeW30r8Iv203DftO/ELHP/Ezf+Qrobn/AIKDfHOdTjxzcKD2Fpbj/wBp14L4v8Xap448RX+u61dtfarfSma4uHABkc9SQABW0I8isSd940urObwDDFDqHgm4lCw5h0jTp474dM5kaILn+9zz70ViW/x48a2VrDbQapAkMSLGg/s+2yFAwBny8mirk4yd/wCvzISkv6/4B6vqWq+GbwX+rxW9p/YieOInWQW+B9jYSMV24zt2qPlx26Vz2meJPCEd3oJuEtfKi1PU5LrNsT+4eOMQZGORkNgdvaiiuhyZkoi+GZNB1jSbW3gt7aa7tPC2ptd7oeVnEkzoxJHLBCmD2GB2rL1LXfCkmn6osKW3nP4asbeDbBg/bVlgMxBxw21ZMt3555ooqeZ2KtqT65rXhK+/tuKwitTLcXWkfYwlvt+VIGW5A44BcjPqfWtbUbzwjoHj68ttQtbSGO08dGSWNrYFVsFdgy8LgoMfcH5UUUcztcHHWxz3h3XvCNuvhn7atqTDdam16DAT8jxKLfdxyN2ceh9KmuJPD2laL4bmvbW1iF54TvSGaHcZLo3FysTf73yqAx6YHNFFLmY+VGRquueFpdH1ZIRbfan8O6fBb7YMEXiywmYg44baJMt355Oa19auPDurWPjLVrS3tZbGHU9HWGZYNuxGjl84DgEAsvPriiihSE42IIte8Dr4mglZLE2A8bNctm2O3+zNy4BG3/V4z8n6UngtvDmtXnhiyitbW4u0OtPdRtDyy+QWgLZHONpI9MdqKKSk72G42TZR0/X/AAiug6bFMlp9qXwteW8xa3y325rmUxEnHL7DHhuwwM8Umqa54Qay1xIEtPOl8MabBbFYMH7cslt55U44fCzZbv8ANyc8lFLmdh8qNf4lSeF9G1fxnYC2tba6OraXJZxpBytuIZDOFIGAMtHkd+OuKWDxN4FXxhaSrDYtYr44luyPsnynTCy7ARt/1fX5P0oopyk07EqKcbkegP4bsdF8H6nq1vapbXVxrsc87Q7tx8hBACMZOHcY9Cc8VVtde8Jf2XpRmhtPOj8JXdpMxgyft5ln8onjl9pjw3bjkYooocmNRuTTN4e1bwn4nn0+2tpGs/C2mKzrAFKXQubZZWBx945YFh1yeaNb8Q+CbqTxU1n9kCzX+lSWKR2pX91HG4ucDbwMkZHGT60UUnJ6D5dX/XY2fD+oeEtd8fafZWcFnMLvx2s8Uf2bCvYNIAqcrgIc/cP5Vj6Xr3hGxn0GK8jtQ9q+ri9U22778ZW3B4+bDdP7vtRRRzO1/wCugcutitZ+JfCUei2UTpbm5XwrdWcmbbJ+3NcytGSdvLbCmG7DAzxWH8YrSz0/x88MEKWlt9gsG2QRgDJs4WJ28cliSfqTRRUOTcSrWkcFuooorEs//9k=) | SJM 850 x101 080701 Fibula af kobberlegering
Næbfibel, hel men med afgnavede kanter. Langsgående lsiter, formentlig ingen stempelornamentik. På bagsiden rester af nåleskede og enkelfliget nålefæste med rustspor. Bemærk udbredret støbefejl ved siden af nåleskeden. |
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/r0tnpuu2/iK0VVZb61jdEYkZIw4ByOlFegy698FY2x/wAIr4rP/cVh/L/VUUrLuHN5H9AXGaXb6GilqQCkyen8VOpu0k59KAF3dKeG5pg68inbQaAF+lH60baFzzQB4P8AtmeGbvxD8IWubaPzU065S5mQAk7MFcgDrgsCfbNfmHrF5PayPHEywx7mJdk5PJOMf56V+zfi/XtE0HQbmTxBd29pp8qNE/nsB5gKnKgfxEjPAr8hfHljFqXiS7k0wiOxinZYWdwrMueCcZ5IxXPUsmaRL3gfULaxjS2vo1jJXcjiXhSWOM98EH8MVNrtvpeoTOySQh9vyMpGDg5wM/r+dY8ukCa3iu/NAKoGA2lf89awZLiOHzbhIvM8vC9jye456dax3ZiotO8XoaOk6hJ4Zvo57SJpIJN0nlg5IAPJX6V195rEPiKGWO3uoZ9yhh8wV+eRkE/e5xj6VyVxeJHY24jVDL5TRoisMgcljj0FY2j2Nrp7wm5eW4Z5Dgq20KOMYHUnHr/TmlFSV5FVJ8nw79TU1UJbok2nMFuNmCQOG5Oc9u2fwrpvCvjOZoHa9CvE0QCOqlhuzzuz06jH61T8TWtkulwyab5YYfejxklvp2yAfzFcbpevTT7oCm1YWOQhGCeD+HIq4u5EbWTbdz2TQ5ItW02b7TGv2iGfbv6ZRslST/niuk8A31zovjvR0s7pvs9xIq3C5O0qOCGGP5e1eVeDr1tLtby+klIgmj2PDJxuIIKkf57mu+8L3sN3eJdIrJPG6tFKVI7gkEHk8gfWrVuZOJpryuM9z1S4gNvr7w+UDCkrJJjIXGWGP8+lfX/hSzfT/C+kWsgZZIrWNGDdQQoyDXyPoVqknia3jh/eyXNyuYpCCdzMBj1JOf1r7PI6Yregt2wfQifpXwv/AMFUGK/CDw7wSn9sjJ/7YycV90ScKa+F/wDgqcWf4P8Ah+MMqp/bAZtx7iJ8fzNdL2Y0fldNIWbP5e1eoeEPiZPo2i2dmnw78N6wYFwL2802SWaXknLMHAJ/DtXl7KPM4P417x4Bs/jXN4W05/DuqzQ6N5f+ix/2pbxALn+6zgjn1FYRJl5nknjrVpfEHiCa+l0Wy8PNIq5srGFoYlwo5CMSeev40Vc+KjeJ/wDhNLxfGF011ryrGJpWnSYldg2DchIPy470VAz+jWlpnmfNjFPpiA0nO6nCj+LNIBP4qf0NNKhqcBxQAuaOaVVpQvegD5R/by0+aLQdB1ISyC2kaSydcnajNhgeO5Ct+Qr4SkhiaNo48lQcCQNkk9gK/U79o/4XP8XfhPq2hW0ayakpS5stzbcSoc4z05UsvPHzV+XfjDTdT8NzXOn3cM1pfWcpDwTKAyleoK+n+NctWOt0WpWK0N0kdvJEZFkDYLeYThcDGB7Z9qyLzR55pmhiaIxgjcJlwF5OAMfWsiTS9TjaK4W4aGRuRIFHPHTHp/hWmt9qNxGgJjjljx0jKg4xg9f5Vl8yvZuPwrclk06TSVYxszkL80R47+3+eKz728iFlGyWv2tQSVbBYhiAce2P60l9JeXEkhuZ239WEbevHpR4Zmt47qe3kPlmFyROXxuGRwVAwenB96cX3CdNSj5nVR2dnMyPHNhjDmWLdkKPUDp+XrWH4e0VLjWpJIJ0jjlk8kk84yeDj3Ndjot9YAT+fL8jHYIY0AUk9GDfQ9Pes7w/mx1x2gVVjnlPl2/XHIIP0yO1RF6j2jbsRah4beTWobVrgrCsog8xmwNxH3sdxkj8q09H/tnwzcRQ3X72GSX724oUA798jP0/GulvPDFxqOtMLmYWxjxJ8oYhWyOA3068VqeCbc6pqUtux/tN7SUjfMCDywGR78/jz3rWF7WOOVRXbR7l+zD4NbW/G7a1dq0sNpb/AGhWZeBIx+THPT7x/wCA19aMK4r4K+A/+ED8DwW0x33t05uZ22Fcbvupg8gKuBg98+tdw616VNcqsaR21K0vQ18H/wDBVZwvwq8MJ3bV2P5Qv/jX3lKPlNfBP/BVgf8AFsfCZ/6iz/8AolquWzNEflvJwcV6J4Z8A+F9W0e2ur/4jabo9xIuXs5bO5dojnoSqEH8DXncn3zXoPhyX4XppNt/bVr4pl1Hb+/NlPbrFu/2Qyk4+tYLzFI5PxfpNjomu3Fpp2sQ6/ZoFKX1vG8aSZUEja4DDBJHI7UV37XXwXH/ADD/ABox97u1H/tOiiy7iv5H9BeO/enUlLz9aQDqXrxSUoxSAVeRzTl9KQU5RQAo6UUtLikAg5rifiP8FfB3xWgRPEWjQ3M8Zyl3FmKde2PMXBI9jke1dxRSA/Nj41fsJ+OPBOrTal4Okl8WaNcFi8UMardW/Jwuzd8wAx8y575Arwa+8M+INJvLe2vPD2pWdy2WRLi0kVnHThdueo/Wv2ho2DuM1DhFlKTjqj8S5mls7h3uLbypEZlEbJ8wYfwkH/IrnNQ0PU7q5MgijAX+HGOOeOtfuFceENDur9b6fRtPmvVbeLmS1jaQN67iM5rPX4X+Dkv5b5fCuii8lJMk4sIt7knJJO3kn1qVTS2Bybdz8UdPsb1pgfngeE/Nhdu38DjPH8q7Dw/amw1q2dANRWZgCsrEMpHf24J+tfqx4m/Zt+GXiy4NxqXgrSZJyQTLDD5Lce6EVDa/s2fDaw1O3v7bwnYwTQ5wqBvLbP8AeTOG/EU/Zp9SW2z4Z8F+FPFXiq6ktY9CudWnALeZbxHZtJYbHbhQdpxyecivqj4M/sx6f8P9STXrxsX8kan+z4h+5hbg5JydxyAfTI719ArbJDGscaKiKNqqowAB0AFNMVbwpxjsZqCvdlF0qJlq80dRNFWpoZ0yfKa+CP8Agq0n/FsfCf8A2FX/APRLV+gMkPy18If8FUrISfC7wuxAwmqseuD/AKpulPpYaPykkX5q9S8L/EK80vQbS1i+HHh3VhGmwXt1pUkskvuzBsE15tMu1uOle++B7T4+S+E9Lbw3dakmheQPsflXcKoI+cAAtkd+tZx8iZWtqeH+M9Wk1zxDc3kuk2ehu4UGxsYTDEmFA4Qk4zjJ9zRWl8UIfFEfjO+HjJ5pPEOE89riRXcjYNuSpI+7iioLWx/RsP0pwpgpw+tUyEOpfem0q9KkY5Rx608U0U4UAOp1NFOqWAUvegUvekAd6XbRThQUhNtG2lopDGMpx0zTWWpabTQiFlqPafSrOBTStVckrNHULx+1XWWonWrUgKDrx0r4N/4KsAx/DLwmV4zqrg5OOPKNffMi8V8C/wDBWUFfhj4Qx/0FZP8A0UasZ+V9zCUkII7+teleHfhn4f1TRrW6uPiVpWkzyxh3spoLgtET1UkLgke3FeczfvlI/jXp7iu/8P3PwoTRrMazZ+LH1QIPtBs57dYS/faGXOPrUKwpXOK8Y6JbaLr1zZ2Wrwa7bx7dt9bhlSTIBOA2DwTj8KK9BlvPgsysBp/jMNg4Jurbr/3xRSsu47vsfv4KeO1MGDin02Sh1LSUtSMUU4U2gNQBIM04GmKc09aTAWnUg706pGFLRQ1AxO1FFJkUCFzRSUooC4UlOFGKBjCPSo2qYjHNMYdaaEVZF+WvgL/grN/yTXwevU/2nKfw8qvv6VflNfn1/wAFbGP/AAr3wUOn/Eym/wDRYrVbAflrKdrZzgivVdD8fW1roNlDF8LdD1Ro4gjXk1tcO8pA+8SHxk+wryab7xr3zwRpvx2PhbTn0K91OPRXgU2gj1CJFEf8OAXBAojcmVup4p4y1L+1vEN3dDR7bQfMK/8AEvtEZI4sKBwGJIz1696Kt/EmPxHD4xv08WSyz68Cn2iSeVZXPyDblgSD8uO9FZstH9GCkVKDXxvH/wAFPPhW27ZZ685XnC20XP8A5Ep83/BT34V2sUbSWWvK7c+UbeLcBjIJ/eY5rdohH2ODRmvjaL/gqJ8KpAT9g8QKFGc/ZYv/AI5Ult/wU++Fd021bHX14Y/Nax9hnH+s6mp5WB9iFqTeBXx9J/wU2+FyKxaw19WHRTbR5PP/AF04/GoW/wCCnfwtUjdY68ucfeghHUA/89afKI+yFkqVGzXxzb/8FNPhZM5VbTXCQdufs8WPrnzOB70lx/wVB+E9o0ii31uco2391bxkH6EyDj3pOIz7MVqfXxfD/wAFSPhTNNBEtjr4eV1jGbaLAycZP7zpTT/wVU+EqsynTvERKnGRaxc/+RajlZR9p7qRmr4wX/gqd8KGjDjTvEP3tuPs0We3/TT3qs3/AAVZ+FPylNJ8SPu/6d4f/jtLkYH2sWpm4V8Tt/wVa+FfIGj+I27cW8P/AMdqBv8Agq38Lt2BoniMj18iH/47T5QPt7fT1bpXxFb/APBVT4YXEgRdH8QBsEgNDDyRzj/Wd6F/4KufC9v+YJ4i6/8APGH/AOOUcoH3ArU4GviFf+CrnwvyAdE8Qj/tlD/8cpn/AA9i+GXP/Eg8Q5/65w//AByp5WM+4GPFRua+Jf8Ah658MtuX0TXkYrlVKRc89D8/FVZP+CsHw3wT/wAI9r3HQYh5/wDH6FFiPtuZsKa/PX/grZIP+EF8EDP/ADELj/0WtdBP/wAFZPh6Q23wvr59P9SP/Z6+U/22/wBsTQf2ldE8O2GiaRfaadNuJppGvGQ7tyqABtJ9DWmyA+QZT81ekaH8M9C1LRrS7uPiXoWmzTRh2s5o7kvESPutiPGR7ZFeaSNk16PoWp/CiLSLNdV0jxPNqYjAuJLa9gWIv3KgxkgfWkrdQlfocV4q0m30XXLmytdVt9agiIC31qHEcmQDwHAbjOOR2orv59a+Drfd8PeKicd9RgH/ALSoqbLuK77HB2961vMkhjDbTnDE1JcXzSMMSLIx5LEDk/jXoHhHwlo+oeJPiXbXVorwaXpOoXFmjMR5UkcihG684BPWsfS/D+nS/BXX9ZkgDapb6xZ20U2TlI3inZlxnHJRe3attSLnKLfS4xvVVH+yP8KX+0p1jK/aHUE/dQ4H5V2fjDw/pmn/AAr+HmpwWoivtS+3fa5gxPmGOfamRnsvHFdRrngfQbf9pbQPDsdgq6HdXOmJLah22ssscJkGc5wSzd+9AXPGzeHqWZvxpWvjwQAP1r0jwD4R0fVvHnjjT7y0WW00/S9VntoyzDy5IkYxtkHJwQOvpzVDR/DOm3XwH8R67LbKdUttatLaG4ycpG8cpZcZxyQvbtSHc4W41KaVsb2x2XPFR/aD1JJPpXceNvDunaV8K/h/qtrbCLUNSN/9qmBJMvlzKqZBOBgE9K6LUfBOh2/xy8D6ELBRpV/DozXVvvbEhmihaXJzkbizdPXjFAcx5ZY3hN1Fnn5169uRVb7SQxOfevUfAXhnRLj4heOrW9sVmsdM0/U57aPc37t4g3lsOecEDrWH4b8O6dffCbxpq9xAGv7G6sI7ebJzGsjS7+M4Odo6+lAXOQhvDtUZ/iz/ACqM3G3I3HFdz4t8N2Gm/C34f6vb24ju9Re+W5mGcyeXKqoSCccKe1dF428GaHZfGvwrpFraImmXsOlNNCpbEhlSMyE85G7LdPWkO55Gtwcdaa1w3rXrXhvwbot78dPFmizWKSaVZrq5htixATyopjHg5z8pVe/aue8N+H9PvPhH421Se1V9Rsruwjt7gk5iWRpd4A6c7V/KlqO5w0V60MySDqpBH50+aUxSOnPytiu28TeHtNsvgx4L1aC1VNSvb6/juLgE5kVDFsB5xxuPbvW74q8G6Zp/xA+HVnHZxpZ6np+lS3MQJ/etIF8wtzwTnt7UWYuZHlaztuHNKs55JJxXrHhbwjo178dPE+kT2McmlWp1bybUk7V8qKYx45z8pUEfSsHwXoOn6n8MfiHqNzbRy3mnx2RtZjnMW+fa2PqOKQ7nBSXDMxJNILp1PBxXdeJtC0+z+EPgzU4bRY9QvL2/Se4Gd0ioYdgPPQbj+ZrW8YeFdLsfiB4Dsreyihtr7TdLluIxnEryKu8n3bPNFg5jy5rgt7GomkLd69r0Pwhos/x28caRLp0L6ZZRau1vanOyMxpIY8f7pAx9K5K30HT2+BOp6w1qh1OPX4LZLnncIjBIxT6EgH8KLaXDmPPWamE0+ON5mKojOQCxCrkgAZJ+gANRbvwqCxeaKbRSA63S/iBqel6j4hvYvJMutW09rd7lyNkrBm2jPByBiun0V8/s9+KiTyde0/8AH9zc0UVqtzJo47VPGV/q3hvQ9En8v7Fo/nfZtq4b94+9tx781p3XxT1i88fWfjCUW51W0ktpYwE/d7oVRUyufRFzzzRRUlWRS0fx9qeha5rGq2vkm41S3ubWfemRsnUq+Bng4Jx6V1/h24b/AIZ08YIfunXNPP8A5Dn/APrUUU0J9Dh9Y8YX+seHNF0Scx/YtIMxttq4b96wZ9x78jirlz8StXu/GGk+JXMH9o6Wlolv+7+TFuqLHkZ54QZ9eaKKkqyI9E8calputa1qURiE2p21zDc5XK7ZgQ2Bnjk8V1HhGbd8DviGD3vdMIGf9qaiiqQmcjqXjLUNX8K6PoNwY/sOkNM9ttXDAysGfJ78gVoax8RNT1bxRp/iCdkGpaelstuyJhf3AVUyM+ign3zRRUlWRDY/ETVtP8X6l4jiaEajqAuhOSmVxOrrJgduHbHpXT+EZT/wov4hf7V7pn/oU9FFNEyOHvvGWoaj4X0rw/M0Z07TZZprdQmGDS7d+T3+4K0tT+JGr61rOkatcPCL3SI7eK18uIKirDgJ8o47CiikVYbZfELVrHxVf+Ibd411K8Fx5zmMFf3yssmAeBkO30zXW+AZ2b4O/E8kqP3eng4AB/4+DRRTRMjhL7xhqGoeHdM0SZ1Nhp0ksluoUAq0hUuSe/3RU+qeOtW1TWNK1OaZGutMht4LZhGAFWEAR5HcjA69aKKkqxLb/EbWrXxVqviGOaMalqa3KXMnljawnDCTA6DIY49K6izY/wDDOWq55z4lt8f+A0tFFVHZky6Hl+4r0OO1NoorMsKKKKAP/9k=) | SJM 850 x102 080701 Fibula af kobberlegering
Lille, oval skålfibel, fragment, Ørsnes type N. Rester af øjne/maske, på bagsiden enkeltfliget del af nåleanordning. |
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) | SJM 850 x103 080701 Fibula af kobberlegering
Ganske lille fragment af en fibel. På den flade overside ses evt. to parallelle furer (eller er det blot ridser?). På bagsiden nålefæste med rustklump.
Der kan evt. være tale om en Råhedefibel, men i så fald skla nålefæstet være dobbeltfliget, hvilket ikke lader til at være tilfældet.
Alternativt kan der være tale om en spinkel fibel a la korsformet fibel. |
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) | SJM 850 x105 080701 Fibula af kobberlegering
Rektangulær plade, knækket i den ene smalende. Den ene side helt dækket med dybe korrosionsgruber, den modsatte side med blanke, uornamenterede dele. Ingen bevarede spor af ornamentik eller nåleanordning. Det kan ikke afvises, at der er tale om en rektangulær pladefibel. |
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) | SJM 850 x111 080701 Fibula af kobberlegering
Cirkulær pladefibel, fragment. Ornamenteret med punktgrube i midten, samt to bundter af yderst tynde cirkler, det ene nær kanten og det andet bundt midt på skiven. På bagsiden rester af enkeltfliget nåleskede eller -fæste. |
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3rljByd3qdEqiiuVaEWsavHpExjSRVL9Np245wK5SfxAhs7tGSMi6KDzujLh92F/Ie9Q6prE2qTyJH5URX+KQEZBwOvQfjWdY3AmM0MhIjzsMhABGDhyOf72R16CvVo07apHl1J30ZK0xks9qKw5IO8g5xgYI6fdxz9fSsq2VmuFDyr8rEc54PYD9P0rpl01l03zEt1SweQlZJCAMqABls8ZL9/UVgzxA6gY1AUuud7HllPIIGcZ4x+FdfKjl5jsPC/jQaTOsUsk9xp8g8uVZepByAV9DkDke9bfiSzgs3axuVWfw/qO6SGXGfJlPGc5yOSeOxyfr5xAsrCOSSPjd8vlnOcZGT1x3/Ou28KeJLTWoptHv1ZbWbPlyNz5DEHDj9K469Hn1jv+Z24avyaS2/IpGF9HvF0m7kbz1XMUxGfMHPBI7gZ/AVrxyYhDA4QLhc8EHr6VPfaKt1v8P69IUvpGFzp+qLwN+0gKTnockj1JrCsLy7tb5tOvwsWo2km2T+JX2kZI/w98VjRqc9oy3NcRS5bzht/X4M+kvhlazabo9oGxJdW/wA/f7xdmI6cEBv1r6njDCNAxy2Bk+9eEeBNBTVdaht45fLt3fz3VFGSBkk/j0z9K96r0KKerZMT8t/+CxR3eLvh+nP/AB4XB4/66LXwR8MW1yPx9oz+HNRh0nW/PBtLy5uI4I4nweWd/lX8a+9v+CwzhfGngPgZ/s6fn/toK/PTwo+jDxJYnxGL5tE8z/ShppQXGzH8G/5c5x1rtiEj7q+FfiD49ab8Wvh9JrvxG0XUdFl8SaXb3lpa65YTyTRSXkUbIqIdzZDEcc4zRXlHwUb4Kv8AHT4YHwvF45XXB4t0f7MdVe0Ntn7dDnfsG7GM9O+KKUtxQ2P2hY0xmpWNRsa1Nxd1N3Uwt+dJmpGO3Um6m5xRmgpDxXwx/wAFI9R0/R/EHw+uZLeN71o7klzwSqPFsUn0yz/nX3KDXyX/AMFDPhbN468C6NqNs6xzWMzxEsuQd44HtnB59QK566vTaNabtK7POvhv42nt9Ol0+4RZ/KtxNL8mHVJFAQ7s4IbeCBt7H0FasM0MNrJFIcjG4L0yCAP8/QV8w/BDUNS1rxpeeHruWRns7DZBNJIVO1VyqcdWC5wTwNvvivfri4+w2rB3UxlNjBj8zNxjHr6/jXzEqfLKx31J3imuouta9thWGEhIgSpx0HPP865DVJ7maRlQqdx6LjHQ45/z1FMvL5rq6CgkHd3547k02RPmeQnDSZdBjp82Af8APpXs0qasfNVJ6lLyRGwZ5MMwyfm4AwO/5/lWlDcaNb2fkSXG26mj2RiWPKbiyntznAYDPfFQyyx3FuUDFsKFPB4w3Tr71lRyLqN3EJo4hBbMBwgDvycncc5wMj056ZrqtyrQw0k9Wdda+JJrDR/7Nmto7i0eNRcWk43AZGcgdjnHzDpjpWVHYr8kSOSqTEI0rAFkPIJ4455z/telb+mlb6zMbCBEvFEJuMFmhAyxYDH3sDOc9sZ5rLWMMoRtoyChIw2W6Z6Zx+HYVVjO/QoqrWsIadthdjgjjnjnjtV22iiO2YOC4+8VPBIPXPuarfINvzFmTIJbjPY1c0+4WTe6qobG3yzldoH/AOr9TUM0R19lqNp4o006Rfy+TMUxa3DsAFYZIUn0JxWjD4Zn8at9m1SM2ninRXSVbvot3CpP3vXKgg8/xc8gGuCt5QNR2ojeYFPzZJAOM5Ptx/L0r3XwP9qvodFvLq2b7YspgVxnM0LZUgk/ewwH5e1csqWvPH+vNHZGq7ckv68n5H0h8HfDrWNnLqDouJF2RyE7mbOCxz16gflXpVZ+g6THoek21lFuKxLyWOTknJ/U1oV3QjyxSNj8u/8AgsNHE3inwLIHYTrZTBlxxtMnB/Q/mK+AfhvDrUnj7SF8P6RDr2s+fm1064tVuY52weDGwwwxk4PpX3l/wWGm/wCK88DREcf2bK2f+2pr4B8Kw6deeJNLi1fV5dB09mxNqUEBneBefmCKQW7DgjrW8SJbM+0fhxD8ZI/ip8Om8S/CnRfD+iDxXowudQtfDlvbSQj7fBgiRRuXJwOPWiuT+Avhn4Y/8L1+Gz2fxj1fV7yPxLpklvYTaDPGlxKt1EUQs0pChmAG7BxnNFKW4obH7DNUTVK9RNWxuMpKWigY2lxR0paTQxBWT4y8KWXjfwvqGiagge2vI9h4+63VWHuCAfwrXRdoA9PWvLv2oviBefDH4E+K9e08H7fHbiCBtpOxpXWPfx0IDEj3AqJWSdx31PzP+Fd1bx65rnJiu7m6cWz5CsVTI4PqCAcDsW6816z4oklh1Se0nTcNwYSs3DrgYP5GvFPgLb2Xi/xJq2l3kzxWogU2N1wHtrpiG3cdcnIOeoA+te06XI+tpN4b1zbZa9ZcQTk9W7DnqrYGPSvnZRcavMbOfNS5On5GUrIEL+/Cr1H+eKmeYSYRCx/drFyeByxJ9+tZKSahY30tlcqY7pCUZWQdjyRwfzq20cn2UMskayOw+6RnOcYwOmf6H2r1qck0rHhVIOMmmCskMchI3FGxswAMg/zzU0MKTXGJd53YAUjgYOMfT296NQsnWOEpcZWRi+1SDzkbc+/zZ/CobWN5Z+eCDjcDkjPfp+NasxjY6VtPDWcAjkTKyAOdvCt834YHFNnzDbwbWdC67GD5OCAMHpxnGc+59K6K9KXGn2pghVDJIU+6QWcHOSB7+nrge+HIPtEYTBmnY/vFfjcckkZ+gH5n04HqKPmZ0NnLdS+ehUIz5CgADOe35dR7VetI4llnESMZWQj5xwDxkj/Gn21q1pZiRGBjd9w8zc2MHkH06kkVWszHDI7BQxlyNucqeQQ36Vi9fdN1p7x03hXS7T+0YGu41uLc7TOp4ZlyB169doz/APXr68+CPguzvfL1WaLclh+6gRs4Eo5LY7kZ4PvXyx8M7WOXXLTzFiuIruNoWiZcgA4GW9ssvH48cV9+eFPDdv4V0SGwtwPlJeRgMbnY5Y/n+gFXy3a8jairttmxRRRWp1n5Uf8ABYT5viT4I5zjSZPl/wC2xr4N8GyLZeMNNkl0FPEyo/zaTL5m24+U/KfLIfvng9q+8v8AgsBgfErwa56rpLD6Zmf/AA/Svhv4f3F5ceNtJk0/xDH4RvTOdmtTTPDHakp94ugLLnBHA71rEiXU+jvhHrltefGn4Ywp8DbPwk7eLdG/4nES34Nv/p8HI8yQpz93kd6K3vht/wAJV/wt74anUvj/AKb4zth4t0YSaHb6xdzPcD7fB0R0CnB+bn0oqZbihsfra3WoXqwy1Gy81ubkOKNtSbaXZQBFtpdtS+XSiOkBGFrw/wDbaUf8Mx+MyS3ypbkBVzk/aIsA+nNe7LHXzj+394yufB37PN7FbQyStq17DYOUXO1PmlOfTPlY/GsanwMEfn58HdJg03w7LeRxqZ5pmJZB128L/WvXbFB45sYUlkSDV7dcW9weWkQc7G+mfxrx/wCEureZoK28gZZVZmXcOGBPb1/pXpNv5sdxGtoNpXbhlGADgZA+n9K8qcVLqY8zhLb/AIJtXNu3jixnhcLb+J9PX5Rn/XqMgqfU479x7iuV8Lxy3F3HZKWF7JdLEVmP3HDbcEZ7E+ldpc2J8RH+0bELB4jtQvnMMjzFBwGz+Iz6cduKteHLW18Watb+IrNRYazo7N/adowG0rnPmkE87Wyevf0xWdOThJ6ev+a8i6kYzitfR/o/Pscn4603UNFa7itvIl/s87RH5o/fMWOSD/CRtOB0Ofz5vQPFEF1JGzYiKkF2VtyqOMhjn9feveNf8G2OpmKZrT7V5kQl3x5CngjODxn5jz7Z7mvnHxJob/2hMfDunuptQYpbNG3K6ySMMsDzgkYOMc45rSOJ96zMHhvdue16TCt7oLObh3niEvlBdrqSR3/Mjk9/aoLO5S9kZJnZvMIz5YDFwEYDnPPXsK4HwX4u0Szs00u4N1oUq4t5UmLbXUbuEYHrkNn+9t4/unU03UbG3X/Qps2v2lrn75ZljBOVVj1bJVsZ7nnk12KopanD7NwfKzU+zJDdtHKFafaiMxYgDP49Cfp1rf8AB0aavqnlBcrAyhhIhUBjnIx9ByexI9a8yvvibptxavHA8Qna7nsvPlDHCYCRZ4yVxn5cehFdl4cm1fw+Le9uUItZ5TIzBH2TIuEKkZJViA4yRjjgcVm5pao05H9o+h/hzpNpHrlv9ptF3teK8xaUu6lSFBUgcjAHX2r7Lr48+F/jKLXrVoI5A5t0Q/vCNx5Ib36FMn/aHc19d6fP9qsLabOfMiV/zANVSbu0zsp2toWKKKK6DU/J/wD4LBv/AMXW8Grj/mDMf/Iz18H+ELzR7LxJYzeILC51TR0fNxaWc4gldcHhXKsBzjselfdv/BX75vi94R9tE4/7/wAlfEvwpbXl+IWknwzc2dnriyN9mmv5IUhVtpzuM37scZ+9/OtYkS2Z7t8EvEfwr1L47fC+Hw54H1/SdYbxdo/k3l5rS3ESYvoS25PJXORkdR1zRXqfws8R/HDRPi58PH8Q+IvCtzo8/ibSrW6h0+fSpZmjlvIoyFWIb+jdV5HXtRUy3FDY/VgrTGTmrJWmba3Rrcg8unCOptlLsoC5D5dOEdTbKULSAiCda+E/+Cn3xQuNL0Xw74FtIiDe/wDEyml34zgtFGoUdeS5544X0r7z2V8i/tmfsf658ePF2k+JtDuY7h7ew+wTWE0ojZCrs6Sxk/KeXIZSR0BBNY1U5Rsgv1PjH4P6PbeI/BC6BIRp/iXT5nkgnJ5Ln5hG3sex+orY0G+e4aWGdWt9QhYCa1ZcMOOR/OvSvBP7A/xVXVpb3VJrK3MOIlae7CyyruBLAxlsjHTcc/yr2fRf2B59WkuNQ8U+JlOqyS/u5LeIzlY1xsDOSm48ZPy88Zyck+cqM+a9txSkpK33HzDB4guNJvVn09fMvsKwjLgbg3C5Gehzjp/OtjVPEF5/wlLtp/huGw1OfbDc2/2sOsuCc4+Tpk8g8jKkZxX2rp37HvhSS1tE1rUNQ1SW327PJK20S4cONqqCV5A6N29a9V8H/C3wp4E3Pomg2Vjcv9+6SFTNIfVnI3Hv371t7FtpvQwjGVmujPz5kuvG95pOm6Na+G9YtL7ekUVpHZSyZUEA4dQQVAVecgDB6iu30f8AZz+Ifi7WZp10I6FBIsapNcKkCqVPLMp+c7st278DGa++6Wo+rQvdm2qVkfKPhH/gn/4V8j7R4y1C51u+ZQDDbsEhj+bcQCV3NznnjrVnxN/wT58E3olm8O65rXhu8KkRhXjnt0JOSfLKgn0+92r6loroUIpWSCyPzC+P37BXxRguxrGmHTfFdnF88qaarw3Jx/0wxhi3H3CTnsBXkfgP4h6l4d1BtD1y8vNOlsG8j7HdxFXZfMYsrEj5ShOcEDv3HP7M1wXxC+BHgD4qssninwrp+q3CkEXTIY5+Og8xCGI9icVk6MemgpRurHxp8L77T7z4lL9jBltpbXzh8se+R2ZfnV0wDkKMgA8gZwev6A2MK29lbxKhjVI1UIeowOlefeA/2ePAXw3voLzQdDFtcwDbFJJPJLs4xwGYjPvXpFaRjy7kQg47hRRRWhqfk1/wV8I/4XF4U3HAGh8Y/wCu8lfCfhOPQpvEdmniSe+ttFZj9pm02NZJ1G042qxAPOOp6Zr7o/4K8yf8Xl8Mp1P9hr/6Plr4u+FcOrTeP9JXQvD1v4q1Tc3laTd232iK4+Rsho/4sDJ/DNaxIlsz274L2Pwgt/jp8K28J6x4vu9c/wCEv0byYtUsbeO3I+3Q7tzLIWHGcYHWiu+8C2vxIh+LXwxbxB8GdA8I6T/wmOieZq9joItpoj9vgwBJuOMnA980VMtwhsfr5tpu2pKK0LGbfanbadtpcUAN2+1Ltp2KXbSAaBTttLS7aQCAU4Clp2KABRUi00U9ahgLRRRUgFFFFABRRRQAUUUUAFIaWkagD8kP+CvMmfjh4aTj5dCQ+/M8v+FfEfgiz0/U/FNlb6rr/wDwjNi7N5mq+TJN5GFJB2J8xycDj1r7X/4K6fN8dvD/ALaDH/6Omr4r+Hrwx+LrB7jwy3i+FWYvo6vKpuBtPeL5hjrx6VoiJbH018B/BfgCP46fDSS3+Nh1q7h8T6XLBp7aNeILiRbqMpHubhdzADJ4Gc0VF8L77S5vjV8K1tfgg/gmVvGWi41hri+fy/8AToflxKdnPTmilLcUNUftNRRRWpoFOApBTqQBRRS5qQFApaSloAVacKbmlqQH05abmlBpAOopMijNSAtFJmjNAC0UlLQAUUUUAFNalLVGzU0B+Q//AAVyct8fNEAPTQYeP+201fHnwsi1WTxxYro/ie38HagQ/l6xdXjWkcPyHIMigkZGR75xX11/wVsnH/DQulL6aFB/6Nmr408FXOgW/iW1k8TWN/qOjfN51vps6wzt8p24ZlYDnHarJlsfVfw7tfGlv8ZvhWda+NWleNbD/hM9FDaTaa/Pdu5+3RYby2UAhTz7UVynwb1L4YXnx5+E8fhTwx4m0vVv+Ey0YrcapqMU0IUXsW4FFiU5x70VMtxQ2O2/4esfGTzCN2hAYP8Ay4Z5/wC+qb/w9Y+M397Q/wDwX/8A2VfJuneAtX1C28T3MMUbR+HIxLqG6QDYpmWLj+987DpUd94J1XT/AA9oGtzRxiw1ySaKyYSAlmiZVfI7csOtXZj5kfW6/wDBVr4xqxydFYH/AKcP/r0xv+CrXxnOBv0Qc9tPH/xVfLknwp8QxeMfEHhhoYf7X0OG5uL2Pzl2okCF5CG6NwDjHWsn/hC9TbwWfFWyMaOL/wDs3zPMG7zvL8zG3rjb3osw5kfXH/D1r4zrn95opP8A2Dh/8VSH/gqx8aMHE2ij/uHD/wCKr5hj+DviOTx9pXg5YYf7b1KCC4t4/OXYUlhEyZboPkIrJ0zwVqereGNd1+3RDp2ivAl4xcBgZmZUwO/Kn6UWYcyPrRv+CrHxo2Li40XOOT/Zq/8AxVEn/BVr40sqgS6Ipx95dPGT+Zr5Yn+GOt2954RtGji87xRDHPpo80HcrzNCu7+786n8Kda/C/XrzVPFunRxwm58LQT3GojzQAqRSrG+0/xHcwosw5kfUa/8FWPjUM5uNGP109cfzoX/AIKq/GwDBu9Gb3OnLn+dfJ+peCNV0nwjoXiSdYxpmtTXEFqyvly0JUPle3Lrj1rak+DniSP4hX/gtooBrllby3MsfnDYEjtzO2G7nYD+PFKzDmR9NL/wVT+NeMm80fnt/Zyf405v+CqHxr3cX2j/AIacmDXyWngvU28DP4sAj/shNQXTC2/5/OMZkA2+m0Hmt9fg54i/4TPwv4WH2b+1fEdva3NkvnfJsuFDRl2xxwefSnyhzI+lW/4KpfGtsYvdJX6acmajb/gqR8bmViNW0wA9MaZF/hXyxZ+A9VvvDviTW4hD9i0CWCC83SYYNK7Im0d+UOas3Xw11qzt/CEsnkbPFKeZYYkycee0Pz8fL8yn14o5RcyPplv+Co3xwyMaxpo/7hsX+FK3/BUT437eNY08H202H/4mvm9fhB4gfxJ4x0IfZje+FYLm4vz5vybYHCPsOPmOTx0zWRqXgfU9O8F6R4olMX9mapdXFnb4c+ZvhCF9wxwP3i459aVh8yPqQf8ABUD44sM/2/Yj/uGQf/E1Gf8AgqB8cQf+Risfb/iWwf8AxNfP3/Cj/Ef/AAsqfwOWtBrUNs107ecfK2LbG5PzY67B6da5yPwPqEngObxcGh/suHUk0tlL/vPNaNpAQMfdwp5z1o5RKS7n1Cf+CoHxx7eI7PnrnTYOP/HKST/gp78cDKSviO1VM8D+zYOn/fFfPq/BPxBJ458I+FRLZjUfE1taXdk3mny1S4GU3nbkEDrgH8aybT4c6peeF/FGuLJbi18OTwW94jOd7NK7IuwYwRlDnkdqOVj5l3Po2X/gpt8d93/I02yj0GnW+P8A0CoZP+CmXx1ZefFkQP8As6dbj/2SvAr74VatZr4HaSa2x4tjEljtY5QGdof3nHHzLnjPFWf+FM6wuqeP9PNxa+d4MiklvjubbIEnWE+Wcc/MwPOOBRysXMu434w/GrxV8cPFC+IPF+pNquprAtusxjSPEakkKAgA/iPbvWB4J8cax4A8QW+t6Fciy1K3DCOYxJJjcCD8rgg8H0qTxN4Gv/C/h/w1rF28LW2v20l1arGxLKiSvEdwxwdyHpnjFc0rdqWw9JI+sP2ev2rvib4l/aA+GWlah4iE1jfeKNMtZ4RY26bo3u4lYZWMEZBIyDRXjv7LbE/tN/CLj/mb9H/9LYqKTBJLYfoPxH0bTtL+LFvJJMG8RWoisf3eQ7C8jl+b+78isefStPxldrbfAn4OyvnZHd6q529cCeL/AAooq77kOKVi1dfGHQJPjf8AEjxOrztpeu2Oq29m/lfOWnhZI9y54GSM+lcb/wAJ1p3/AAog+E8yf2r/AMJGNT27fk8n7N5ed3ru7UUUrspRR6r4B8b6d46/av8AAupaa0jW0dlY2ZMqbT5kNgsbjHpuU/WvMfDfjjTdF+FfxC8O3BkGo6zcWD2oVcoRDLIz7j24YYoop30J5Vext33xU0WfXfg3do03leFrO1g1D93yGjvZJm2f3vkYfjUul/FfRbXxT8ZL93mEPiiwvrfT8R8lpbqORd4/h+VTmiildlcqDx5MF/Zw+E3tf6wf/IkFa918bfD8n7RniDxqrXP9j32n3dtETF+83yWDQLlc8DeR+HNFFNuzJUU0cPH4800fAibwjmX+1n8RrqY+X935It2j+9nruI4r1DwJ480/x3+018ILjT2laLT7bSNNk82PafNhjVHxzyNwODRRRFu6CUVZnn9h4807RfAPxL8OziYahrd9ZyW21QUxDNKz7jnjhxireqfFbSLy3+EcaJcE+Frfy78FAMt9teb5OeflYenNFFLmZXKjSj+M+jR/Ej4va2qXRs/FdjqNtYAoNwaeZXTeM8DAOcZ5qt4wmC/sy/DUH/oNau3X2tqKKaejJaSa/roaknx30Jv2itT8crb3n9k3OmzWiR7F84O2nG3BI3Yxv9+n5VwEPj+xj+CN14PMc39pS+II9VEmB5flLbvGRnOd2WHbpRRSuylFHq3w58f2PxA/aZ+DM9hHNEmmW2laXKJ1AzLAm1yME/KT0/lXnsHxDsND8D/E/wAMzwzPfa9qFpJbSIo8tBBNKz7jnIzuGMA96KKbbt94uVXt6E2p/FzTL1fhEEt7kHwjAsV7kL+8IvHm/d88/KwHOOa0G+NGkt4g+M18trdGPxpBPHY5C5iL3aTDzOePlUjjPNFFK7HyoZ8aSF+FvwYXPH9hXJOPe+nrxssPMbbnHUZ60UUS3FD4Uen/ALLIJ/aa+EWP+hv0j/0tioooqGaH/9k=) | SJM 850 x112 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af hovedplade med del af bøjlen. Rester af enkeltfliget nålefæste på undersiden samt rustspor fra jernnål. |
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) | SJM 850 x113 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af hovedplade og del af bøjlen. Rester af dobbeltfliget nålefæste på bagsiden. |
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8d/DCdF/wCEdiOf+3i4r9cK/Ij/AIK+yAftAeHFxyPDkJP/AIEXFNbiZ80eD/GkWmfDq409vGi6ZI0cy/2YfDcNyW3EnBuCN3zcf7v4UVt/DXxJd2vw1+xS+IfiPYaW6zLNa6DpqzafsJYNhzMucjO7gDOaK0lqYRerP3qpGpabQdBG1QPVhqgerEQNUbcVI1QO1NDEZsVAxzTmaozTAMivz2/4KfK6+KvBbu/lw/YplRlPJbzBkH0GNv5mv0INfMP7fnwztfGPwfPiFoDNeeHpBKFUcvFIyo46HkHafwNc9ePNTaLi+WVz8rptO8y8tkhl3POdqKSG+bPGPXJ7Vt+C9Me7lFlexmaOG6XfEMAK3IJ3dc46DvipNa0WO+uENpIsckURM2HCkEfwjnrUml2d/wCG7lPtqSQMy74WcYBwf4vcEDn6140XdGk22r9T6B8K2s9u2pPHZJf215eeYsmChghK84UnGc7R+OfXdzmh+H5pvGsl54jt4r7R48W6M25V2s2OgIIA2Y+g9cVv+GZrzQ7eymikNryXdW6OAvzDvnkA56HkdM49Kj0Gz1Rr24S9WeCa2V03Db9mcJtyVznlhnt94YrkqLlfMctOpKS5OjOXivZPCd5dSAfabCQJFZ3DfOJpiSEVgOvAGTn9Sav6d/xOobFppvOgtrsTzRR5VTGMK6MCOMsWx25684qLwjp51VrzQtRcRTpK7csSkbgkqOemfLYAj19810GpeHJtJmkihCrPqQ+zxx4wUVSCp+71G0n9aKbWnNuZVOa75Pmac9jqMNxe6sICtzZmYNFC/wDx8Q7z1ODyNox7KK7LTdQ/tbwtDf6bK5e2Yx3FuCC5h3ErnHcD19B1zXM6NrgnvFtZzIsTxxlbpvv71JDqQOqsuOg9K2UU+EdQivLJ47jTLxSWiUM6hj98ADoCcnnpXqRi4xtJaPY4r80rxd2t15f5r+tjtJntptFjvdLK2iQxbo3ZQTFIo5GM5xgfqaPh/r914X+IlveQyPbxXjAzxqmUdsRh9xJ64Hp2HesHT9UOi6k1oF82zu8TW7bjx3YHAxkZxye9KYU+0NtXMkO1zIp+UtnggY6lSOBXDU9yrzr+mevTSnT5X029D7gR1kVWUhlYZBHQinVxXwj8SJr/AIPtEYt9ptV8qRW68fdP5Y/Ku1r2oyUkmiQr8hf+Cv2W/aC8P+n/AAjkH/pRcV+vVfkL/wAFepB/w0FoCnH/ACLsH/o+erW4meA+A/DurXXwnkvbfQviRdWYhuCbvR7vZpQwWySvlH5Rg7/m5w3SiqvgTwH/AMJB4CSaHwN/a1xOsqR6p/wkkVqN2WAJgbn5T2J5x70Vq0zCMkm7s/fg0lFIaDoGNUL1M1QSVRJXkNVZG5qeTvVZqooY1JRTc0ABPHqa5f4oeHoPFnw38T6Pc7hFeadPEWX7ykxnDD3BwfwrqKq6rZ/2hpl3a52+fC8WR23KR/Whq6sB+JOgWbaHBf6q5b7C26LO4hnIyAQMdQzDkd69fvtLs/EEVnbyyJKygIszFQYw7MQrAHjHHHv65rzPw3cLpd9qGkawWbT3kffkZaO45BG3rx27ce9dD8P/APTJNR8iZmmMzNEyvtyRz8y9snac/X3r55pSlysipzw/eX1Oz/sm98OSXFveXMcBuJpIRArg7dwAAUH+E4xn15rvPECyeCdJe7WSVpordY1WPBBkI7A9RgAnnvjHSqunTWusaYIdYjiZhFGzLNjfHgdR9cjj1FX/ABVouv2unnV1vRe2LTAtaogBGVAPIGcgAD8u1YWbdr6DfLa7jrv5lKwhuZryP+0ryIaiN8rOsbgTJtAIXbwQBj5W5z9ee0sLi5vr6AuMot2VeXP3WCEAZ6hSQD79e/NXTRb65boJYZLS9EPmJK75QF+CQykEHkcfXiqNjezeFtXj0+9t3MQVYllZG2yEtgktnHAPX1Ga6Ix5Wos4Ze9eUb/qd54o0E6tpFvqWkwKL3TpRdt5JA3ggjgdMHB/Ee9QaLrUmpNd6HcxRi7Acw4ON+Mng+uTXNvq174Tvk1LTrpprcv5bK53BFOQEk7leuMYHvXQat9l1DRIdcsrdZraOUXJaF9skLcBl4PI5B/CrnLlTa1T/Bm1KLk0no19zRJolxNqWl+TdWrJcoglihlGcOBkqeAASCR35IrasdYElna6nGBJaL+5uI1zgI4G2TJA6H9M1zniPUJLO8ttXjaJYJFRGw2Gjmy2B3JBwBgdTjr2lh1OLSdTaYoW0+/DMIZvmxkjzIueWIJPAAAVh6VwSld3PThHoey/BfxYdM8fQ6c8zRox2eWeBIrZ2n3AyDn/AAr6jr8/7eEeF/ENpqjXhEEIW3srvzCd0RZWVH/2wysoOcEHnoK+7PDOsLr+g2d8p5lT5vZgcMPzBr0cHO8XEzqK0jUr8gP+CvDD/hojRcnIHh234/7bz1+v9fkD/wAFdljb9oXQ8bhKdAhBz0x502Mfmfyr047mLPm/wppNhcfDOS5k0HwTdXPkzkXeo+IpLfUBgtgi3FyoLDjaNnzYXg55Kb4TltI/hpMr3ngBJvIn/d6pbXDapnLYAZYym4/w84+7nFFXIxj1P6BaRqWmsaaNRjd6gkqdu9RPVAVJBVdlq461Cy0xlQrimsKsNHUZjpjIaO1PZKaVoA/MH9rD4X3fw7+OV61zZp/wjniO5k1CyuEjJAkcgyRD0YP2z0YHvivOrjR10rUtPXQkuItZZQ0iZDAxjoWB6nJ6nofav1A+O3wZ0z45+Abjw7qMz2UyyC5sr6MZe1uFBCyAZGRyQRkZB7da/Om++HXir4LfGSztvGGmyPD5D28N9ISbe5Ucho5Ae5/h+8BgEV4+Iw8oz54bDlJcr5jcsFhvFEN0rR3sSjBx+8iYkHJzzgc9cA4r0DwgZYbmW11q7MSgMI1bKiUqCW6n5m6jIzgLj2qC6+Htv4gubW4iuJbSaMedDdRgOFU42xZHODycE4OfpU+m6tb6N9o0rWbOV1hKhLiMM235cYDcncAfQg4PTGa4JYhyXL1MFhuR8y17CWugx3Wr6jabVmu9ivDGkwQsCAQQM9c7vw+lUI9Rt7661/Rr+1WAKVhksZZPLdGIGXjJB5xt6dQ3HSub0nRzLf3d/wCHtSe5uY7opHbXEmxmAywEbZ4GWJJ754xzXpFq0Ov2sEvie1WK4hILzBdrjGFG7bxg9up496l8sUtbnRBSl0t5/wCZwWpa3P8ADnxP5N+8l74e1IFTLcZbLkZMbnPJwOCeOOMYNdVp+rxeFriAxf8AEw0HUBtAZQyyKQfkcnI3cEg5AwD+Ca94UVPDd9aeI5JtZ07z2lhmWQFo4zlV8sjqVDHHfFcPqGqX3wzv5PDutwPrHh+eJPs2sMm4YbJjDnn5wQOcgcAYGannfXc39kum39bHrOmaPY3kF3p5n+16PfXH2m0kmfaYsfMse4ZKlTwOvByK4zS7+8msbzRNQs/smoxfPZI8pVpGViMtjHybchh6c5ORWd4d8TPZ+G7y7F0JljCGSO4UlZ8nGS3Ygcjp6Vo+KraPx3otq9s32fUlLSWsr/ModAPkc9drA4OeoA7is5WNoNnR+DfEFs1rNp2omQorYkWSPiOTOAQBxhuyrkkc19hfs13UzeBZrKeSR2tLlgiyklhGwBXk9e9fnn4e8Uf2/eGC4/4l/iKzJDxSEB2A5YHjCgYG0joO+On1V+yn8WPI8SL4duYSsF9EqxSMceWyDge4O7GT3Nb4WXLVVwqxvG59eV+PH/BW5mP7Smljsvh+2P8A5Gmr9h6/Hb/grVMI/wBpSyKjL/2BbqfoZJv8a+gjuecz5+8DeNj4f8BIkXi3QLK6hWV49MvPCcF5OzbmIU3DwNncemWwAQOMUVZ8M+JpbX4VT2S+KPGFpGYLlRp9jocUun8l/lNwZ1ba2fmOzjJ4OOStHdGCSd7o/fam0UlM2GtUbVMeaYRTAgZc1Gy1YK0m2qAqmOmmOrWyk8umBTMNNMNXfLpPKoGUGhrK8Q+G9P8AFGkXWl6rZxX1hcoUlhmXII/oR1BHIPIrojDTHhpgfEHjT9m7x/8ADK6utS8KXbeLNIV/MEH3L9IxnajKBibHAyuGOPu1zK6raeNJLm0u9PuNO1WFw8lrOrRAOTkBs4ZCMZwRX380FYviDwXonimER6xpFlqaj7v2q3WQrzngkccjtXBWwcKusdGEW4bbHwlq3gi31KznuCj2WpKPMjuodpfdjJDY6gMMc+tYlv4g1CHTEi8RWazWzBWae2BVoMAYOOcKPlGDuBJ5619ran+zz4E1BUzoS2zq5cS2k8sL5PUkqwJ/GvBviv8Asv3fw6in8W+DdU1K8t7VSbrTJz57rBnLbF+7IqnBKkA4BO4kAV5s8DVgm07o6I1E9GcCL+90mxfBj1vQpQi3ETLlkATcSyZyGbcOV4GPpXF+NplWzubzQZDJpSIsV7YTZl8h/lyQe65yNw6H0ODUlvdGxhgv9BuUmt1ibdY20u7MbPuYwhj1P3cc8AYJ4qjBrWn3GqNJaPFpmqlyt1bZ/csxy7IAc+WozycbTuIxXn6vU6NFscjHqUuk/wBp6dBfQLp723mblJ8qfOCI8djnjnpitXTdbWzhsrzTbqSRookee0cHcGDfMQRxtAGa5++ULLqNslu/2GULHqOnY/eQjIYSRnqUP8LAn3yDzkWN5caaNUlhmRbXLRQLIeZ4GUhhyMHjg46Ej602rlLRnpeu6eviLzfEuiSYkglllvrFz8kiYGyNMY3YIY4PPPBre+EXjr/hGvGllfeWba5idYZ7ZSQdrFcsBjChTggd8Hua47QfEyxQQSSz/bbeeBlkCLh4GG4LnswO7OcZ9xT72a4SS28TMgF5JdRbmUEpdTBgSCvuGJ/HiojpJFTtKLifrpp9x9ssLafOfNiV84x1ANfjp/wVoYt+03b+i6Da/wDoctfqT8AvE114k8BxG9YPPbOYiQAMf7PHocj6Yr8tP+Csjf8AGTkeOf8AiSWo/wDHpK+npvmSZ5KfMkzx/wAB6fqz/C+K5nsPilJ4fWGdp5tFdhpXlbn8zGVK7cbt2eM7s0VhaF4NiuPhbLqjeCtQvH+zTyDWI/EMUUI2lxv+zGMsQuOV3Zbb2zRWrZnFXuf0CUUm4Ubqs1FpGo3UlACUbaWimMbtpdtLS4ouIZtpdtPxRii4EeymtHU22kIouBXaOmNDVorSMtO4rlFoajaH2q+yUwx0wucbN8K/B9xeG6k8K6M9yTuMxsIt5PuduT1NN8WfB/wd4+sntdf8NabqSMuwSSW6iVAf7kgwyn3Uiu1WKpo46myEfEHxT/YD1Owh/tH4ea5PqE1uJDFpetSqJE3EHEUwABGBtCSDGCfmr4+8UaXrHheSfS/Fvh6/0O+jeQLZ3UTIVPOXQ4+Yc9R8p5xX7Uxx1l+LPBWgePNHl0rxFo9lrWnSDDW99Asq/UZHB9xyK82rhqcneOh0xqzWh+Mvg3VJdHuIZreSPUNLDxRyXKjJCyqdwKn+6cgnp3r2L4W+E9K8R+Mrho55bfw/bbWW1kUksw6fRc89+nqcV9H+Jv8AgnXoNn4qtdU8C6muiWJl3zabqCNcrF15hfO7HJ+Vyev3uMV7F4M/Zf8ACvhu4+26h5mtX5xuaQeVFkDsinvgZBJBwOK5PqsuYzqTnL3Y6I6L4K+F28NeC4i8rSm8P2hWbOdpGVz79896/KX/AIKuXBX9qM7SQV0a15z05f8Axr9lwqxqFVQqqMBQMAe1fi//AMFWmH/DUlxzyNItB+jV6sI8qSM0uVJHi3hPwxb618P41GieA/tM8UiJqWqeJza3ysWYB2hN2qqy9gY8EAEg55Kp6Tc6Wnwvkje98BC8NrN+5urK8bVcktgBxF5W/wDundgcZPWitHYiKeup/QIMBiR1NO3V+EZ/4KAfHfr/AMLCvx/2yh/+IoH/AAUB+PK5/wCLh35/7YQf/G6rnNLH7u7qM1+E6/8ABQT48bcf8LBvuv8Az7wf/EUn/Dwb48ZH/Fwr7H/XCD/43RzBY/dnNG6vwrT/AIKFfHVYth8fXrc53G3gyPx2VH/w8H+PB4HxCvMehgg/n5dHMKx+7QPSlr8J/wDh4R8eep8fXZA6fuIf/iKX/h4R8eu/xAvio6/6PAP/AGnSuM/dgUvFfhO//BQr49SLj/hYF7+Ftbj+UdNb/goJ8eQT/wAXCvj/ANsIP/iKLiP3aoxX4RN/wUG+PW3H/Cwb4f8AbCH/AOIqP/h4L8ev+ih6gM/9MYf/AIii4z94KDX4PN/wUC+PXP8AxcPUf+/UP/xFNb/goB8emVR/wsXUcD/plCD/AOgUXA/eHbSba/B0/t9/Hk4/4uNqQx6Rxf8AxFKv7fHx37/EbVP++Yv/AIijmFY/eNVqZFr8Gf8Ahvb47/8ARR9U5/2Yv/iKP+G8vjqeT8R9WznsU/8AiaTYz961NOzX4Jf8N4/HMZz8R9YP/Al/+Jprft4fHFlB/wCFja0MDnbIOf0qbDP3vzRmvwM/4bs+OJ5b4k64B7TD/Cmyft0/HF+P+Fka4u4DpcdP0pWC5++TNX4s/wDBVKUN+1Vfr3XS7Mf+OE15Qf23/jg2R/wsvxAf+3s15Z48+IXiL4leIJNc8T6td63q0qKj3d7IZJCqjCjJ7AUxHeaZ4kt4/hc1h/wlGiRTG2lQaW/hWKS5JJb5ftfkltx7PvyMjkYormND+NvjzwzpNvpml+LtX0/TrcbYra3vHREBOSAAeOSaKq6ZCTWxueOptB0mXxPZm3tbe6n0vRXskWAAhjbwPMVIHykgkk8ZyetQ+JvEHhC41DxW9ilmIZ/FNrcWGy22j7CBc+YFG35Uy0OV4z8vHHBRUt6lRjombltceE49S0fXJbay/wCEfPj+4aSY2wKGwBgcIV25MYUk7MdzxXOeD9b8J2//AAhw1JLT/R9Vv5NQMtvvzA0cAh3/ACncu4SYHOOemaKKbkyYxTL3g5vD2s/2BaxWtrcXVt4W1xr5WgGftCw3skLMSPmZV8ohuSNq9MVUh1bwn/YarstPtC+EmtmJt/m/tA3jMDnH3/Lx8/pxntRRTvoPl1I9U1rwpJa+IRbJa+ZN4Z0u3tNtvjF6hs/tBXjh8JPlu/zcnPOl8RH8PaPP4305ba1tr57nS3sY44ACsYgczbCBhQSyEjIzx1xRRRfQXLr/AF5EureJPBEviXV57dLFbJ/Gkd3bqtoQv9m7pMgDbxHgp8nHbirmj3Hhe1h8Ma1e21n/AGMfG1758z2wZWs1S1YIy4yUAZiFx/EeOaKKakxOKOe8K6/4TtYPCQ1FLVngXU/t/mW2/JeIi33fL83zdOuParvhmTQdZg0qG3t7We4s/BuqfbQYBkXSveOjsSPmcRtCQ3OAFGeOCiknqOUVa5VuvEHhNtF1CONbX7S3hK2tYsWxB/tAXcDSEHbw/lrJl+4yM84p3iDX/CVxb+KlsktRJcaRo8NhstipFxHHbi6K/L8rbll3Nxu55OeSilzMfIjS+Jk/h3RfEXxA0w21rbXa+KLR7SKO3A2WqLdCZVIGFXLw5XjPHBxxJB4q8Dr4ws7gpZf2cvjp7+QfYzs/svehA27eUwG/d4/CiinzO5KimkHhq68P6X4d8F6vqtvbCzk1rWlnle3Em9RbWvlKwwSQGfgdtxPrVLw/4p8I2tn4aW7S3Mtv4d1i2vN1qWzdyrdi23fL8zZkhw3O3jkY4KKOZhypovaTeaDrnh29FnbW8k2n+B2S5P2cArdi/X58kctsdPmHY4zWXrnizwtPY+JI7WOESXHhrSLO0K2u3F5ELP7SRx8rZjmy38XPJ3clFF2Cirk/iLxV4W1Y+L4dOih36jremzacFtdn7hI7hZgOPlG54sjjP4V0vibxJ4U8M/FK/tL2C3iXTviPNeXESWoZFsEmAKjAwV+VvkH5UUU+Z7hyK9jn/CXjjwpYr4XF4kZNnq2sXN2Psu79xNbwLb9vmG9H4/h68Zrm/iZa29tofw/aKKOJpfDwlkKIAZGN7dDJx1OABk9gKKKV9B8tpKxwfLdOaKKKRof/2Q==) | SJM 850 x114 080701 Fibula af kobberlegering
Næbfibel, næsten hel. Enkeltlfiget nålefæste på bagsiden. Den yderste det af foden afbrudt - se x115.
Ornamenteret med tværstregede, langsgående vulster samt prik-stempler. |
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) | SJM 850 x115 080701 Fibula af kobberlegering
Næbfibel, lille fragment af foden, der hører smmen med x114. |
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) | SJM 850 x116 080701 Fibula af kobberlegering
Næbfibel (?) - lille fragment af den yderste del af foden. |
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) | SJM 850 x117 080701 Fibula af kobberlegering
Rektangulær pladefibel. Oversiden helt uden ornamentik, men formentlig med "loddespor" fra tabtgået blik-overside. På bagsiden rester af nåleanordning og lidt rustspor fra jernnålen. |
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) | SJM 850 x118 080701 Fibula af kobberlegering
Rektangulær pladefibel, fragment. Flot dyreornamentik på oversiden. |
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) | SJM 850 x119 080701 Fibula af kobberlegering
Fragment af fibel i gennembrudt arbejde. Nærmere type er ikke identificeret. På bagsiden rester af dobbeltfliget nålefæste med rust fra jernnål. |
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Q31bmtupB54zblz36UUxmKsCOCKKkR/TDXkXjD9pnwx4ZvLqxtYLzWL63Zo2S3QJGHU4ZS7HqD6A167Xw7+0Z8PdU8B/EC4vNNDR6ZrEpubeYSEeU+AZASc4w5z9GHXmsJNpaGNWThG6M34rftHeJPifY3fh6W1ttN0qeRXWGBWErhTkBnJII6N90dBXkEKx+Fdb0tYdQsm+25WVp1LmFlJYAH7pPAJXjHHStvxFO6SiWa7jl86MQxvIx2xPjIbsGGAe3b8/eP2P/hF4M1jwDLrmoaDZ6nrMeqTKbi6zMFxsdcIxKjG4YIArGKct2ccb13ZnzRHb6prD394dO1TUrS2Af8AtCOFhGpJCgmQACMZYccn6kCvRP2V/gdF8QPFWqnXbgW2m2MSvHb2asslxklTmRhkLweV+bLHBFffE2jWWp6bPp9zbRzWcyGN4GUbWUjGMV8e/EDwr4l/Zz8XWN5puoX76TqF55OnmBdwcjD+TIFxy2G6jDYPpitGuU09iqNmlc+qPCngLw94FtxbaBo1lpUeMH7NCFZv95urfiTV68+HvhfXFvGvvDul3Ml5/wAfEslonmScYyXxuz6HORUnhyTULvQNLuNWthaanLbRvcwL0SQqCw9ue2T9TW/CuF4rRHfpY+DfiJ8Jr34O/ELVLiyttSvrJXivtPvoYSRCNwKKzBSMo6ke+BnrX3Pod/Jqei6feSp5Utxbxysh/hLKCR+tfNPxi/a4uvB3jq+0DRzY+XY3KwNPIvmCVtql1JDcEMSnA6ivp+1uI7y1huIjujlQOrDuCMipju7GFOCi24kobNLTcHNOqzYSms1KwzSUAN315/8AG74d2PxF8C30UmnrfatYwyXOmHJVkuApKgEdiQAQeOnoK7DVvEWkaDH5mp6nZ6cn966uEiH/AI8RXmXjL9qr4d+DY2DapNqtxkqkGm2zybyPRyAhHvupeQ7rZn52fEiG2vlW4t4E2eSI9tyNvlzK3KYz8pBxwOoXGcV1XxC+OHjL4ieHbDT/ABNrGnX+lptley02FbeMSLwC5JJOODyQBnpV/wCLlxoPxC8Val4l02CbwjpupYe5heXzleQk7pNuAI2buBnnnPNcV8PfgdffFHXBpHgfSp75FbF1rlwz+RD8ozudjgHrgAZOeKnVGcIcjdupwN1fXEl3FqF2Wh061mRnCqT+7JGMcfMScdB2461+m37Lnxuv/jT4du7jUY4RPD5ckbwJsUowOQRk4II/WuE8E/sBeH4rW2/4TLU59UML7/sFg+y3fByN7Fd7dfb8etfTvhzwvo/hDTY9P0TTLXS7KMACG1iCDgYycdT7nmq1YRjK97miseOtK1OprUzY/D/9vSNj+1x45XbnN5Acbd2f3EXbv9K888f6HpULQf2peXehzCJjDbjw0bNZffBk5GeM816V+30g/wCGtvGxcKFNzASZN2CPIi9OcfSvFfifNp01zZmxm0iVRGQTpBvymc/xfa/mz/u4HNbdRG94U8MWLfC6/wBUvPDFvrN1cR3gs7mH7Qslv5Ual5pZBMsSKm8FUKMzng4BXJXli6teQ2UtlFdTR2cxDSW6yERuR0JXOCR70UriP6Xa8t/aW0eTVfhBrElvbRXN5ZGO6h82MvtKuAxGO+0sOeME54r1Ko7i3iu7eWCeNZoZVKPHIAVZSMEEHqCKyIkuZNH5cz6pDHdWmUNpfR3Cqv2hVYbcEHB75LcKD/Kuk8M/FTxN8O9HktdD1A6XpVw7SzwwlGaSQnaGUmMlA3A/Ad+a+pPi5+x/4X8Yabc3XhuH+wNdUboxHIxtpSP4GjJwoP8As4xXzt8L/wBkfxh8QrzUrPW7uTwtp2lSfZXka3EgvWBz8o3AgpgZIODvPOeKycX0PK9jVhKy6jLf9prx01jJ4bXWWWR2M41QSD7UFDfdUseV5UYwTweeayn+P3jbT/EcWqr4qvrye3PlsJX3wR5H9wEg9/vDjPeve5v2B/DkelrHaeJNRS/WMIJrmNZIeCGx5YIIGefvd6w9S/4J9RXFrNDF4+ugk0m9llsAwHB4GJRjk9fT6CiKktzaVGtK3vfief6p+1f4x8faTNpjazaadsUiWbT8QTlQB8xbJ4OT0CjI7dKzIP2uPiBNCNF0bVYrttptoVkeOV9h6O0xAJwoPzZB6dOa6mb/AIJpyvfKYfG6xwscyS/ZGDrxxhA+Dz6kcfrrt/wTXsYbSRbfx1Mbhgo3SaYoXg5PIkyM/X2rSy3NHTrNP3j5r8Sr9otZbW5FnceKJYnkUbk2q/OFVxweQR3J9ec113gP9qXx3b+C9Ot4PEupRSpELcW32aNxEqALgZXcAB0we3tX0P8ADn/gnz4d0O7sLzxdrU3iWSzkWRLNIvLgO3+BiSWZOnHFfWEdrBCqLHDGgjXagVQNo6YHoKlpsdCg6dPlbZ+fnhv43fFDVLf7YdT8S38OUaMWNq0iOfmJyVU8diM44qyvxu+JEWpRyt/wmmn7clBPZSSJKcgdGBGP+A8dK+/VVY1CqoVRwABwKN1T7PzNfYtr4mfGOnfFj43S2dxqy2usnTJCpikl0M7j2J2mPhSe4H515heeNviv408TXE8o8V3NtG6h7jTY7qPYuCCPLjAUDB5IHr3r9HWakzRyeYKi0/iZ+cl38K/HviS9kj03wHrjPdN5sd1cxvAB1GHabaOpzkn6Cu88DfsU+Nb+zuF8Q3Gj6NHNJmNSzXNxEoPcIQhPT+KvuFadVKKjsOFGEOmp88+Hf2IvAdjNaz6/Lf8AiiS3HywXUvlWw/7ZpgkezMQe9e9aTo1hoGnw2GmWVvp9jCNsVtaxLHGg9AqgAVcoqjYTbSbadRTAZSNTjmkoGfiH+3pM8H7XnjdtzKVvLdlYMEI/cRchscfWvM/it4gstQjiS/F9quoeURb3cnihNSWH5hkECLjPpkV6d+35G3/DXnjY4z/pVuRyB/ywi7nivIfjO8gvdO8wEN5Tfens5scjvbAAfRua3A81lkDMSQc9qKX7PM9u9x5TtArKjS7TtDEEqCfUhWwP9k+lFQI/pkooorMAooooAay7vrTfL9akooGN2CjYKdRQIbto2mnUUDGbTRtNPooAaEpcClooEFFFFABRRRQAUUUUAFIaWigD8RP+CgUjt+1x42ULgfabYfKm4t/o8XY9fp0rzL4la1qfhOS2tToyWwuImJ/tnwZZafJ6ZQYcn6gjBr0v/goI3/GXnjgHBH2i2yGzg/6NFwcc/lXjHxR0lFe2m0/SrO2to4z5z6ba30aKcjBc3JJz/u8VuxmNo2uaRD8N/EukXs1xHqVzf2N3ZrDEGRvKS5Vw7FhtH75cYBOfxorkJPrRUCP6bKKga/to/vXES/VwKjbWLBet7bj6yr/jUagW6KonXdNXg6hag/8AXdf8aa3iLSkOG1OzU+huE/xoswNCistvFGjJ97V7Ffrcp/jR/wAJVov/AEF7D1/4+U/xoswNSisn/hLtCPTWtP8AT/j6j/xqOTxt4dhOJNe0tD/tXkY/9moswNqisFvH/hiP73iPSV+t9EP/AGao2+I3hNfveKNGH11CH/4qizA6KiuZb4neDl6+LNDH11KH/wCKpn/C1PBf/Q36D/4M4P8A4qizA6miuU/4W14H/wChy8P/APg0g/8Ai6b/AMLe8CBiD418OgjqP7Vg4/8AH6LMDraK5H/hcHgPIH/CbeHcnp/xNrfn/wAfqNvjP8Po+G8deGlPTnV7cf8As9FmB2VFcQ3xy+HC5DfEDwuD76zbf/F0n/C9PhsSQPiD4WJ/7DVt/wDF0WYHcUVwzfHb4bKoJ+IPhfHTP9s23/xdRv8AHz4ZRkBviH4WUn11m3/+Los+wHe0V5437RHwsXr8R/Cv/g5t/wD4uoH/AGmPhLH974l+FB/3GIP/AIuiz7AfkV/wUJmEX7XnjbJCgXFsSQSCP9Gi79q8g+Lvi6fULmOOy1s3NncKzTwWup3VzHndkBhMiY+gBFeg/tz+LNJ8XftVeMdW0LU7fVdLnuLcw3llOrRSYt4lJVxxwQRn1FcZ8SdF1bxdJbXA1KKdbaJgf7Y8a6dfuOc4TayYHtgk1t1GeQNmivRPCnw/0rWvCYubua7TVb2LUprR4nQQRLZ24mIkUqSxk+ZRhl24U/NnAKlRlLZCOp0/w/4r1L7NHFe5F3PY28ay3BwWugxhz7YRs+lUDpetyaet752IfsAvRiQ58o3P2Xp6+bnj05qhpfxAu7PwrdQm7mGqx32n3FnLjPlLbpOoweg2mSPFc63ivVPsxtftcnkeR9m2cY8rzvO2/TzPm+taXA7jUPC/iPT/ALZ5twv+iSXcUmJj1tiglx6j5xj15pLjwz4jhlmjkuU3wm4V8TE8wW/2h/8Axzp6niub1D4g32oaLFavLL9ra5vLi5uvMyZ/tAi3KR9YiT67vaqL+MtZkkdn1CZjJ5hYluvmR+U//fSfKfalcDsbXwv4hurq3gSaNpLifT7dN0vG68iMsP8A46Dn0NVrTQtc1G2hmjuFEdxbx3a7pSPke6+zDI9fMH5c1meIPG1w2pWlxptzcWsUUGmn5SV/0i2tUiDj3Vt+D/tVjab4u1DT7m1YXMskEASMQlyAY1l84J9N/wA315pXA6y60HXbW1mne5Xy4YZbhh5x+7HOIGwMdd5H4Vek8K67p9xPDNLbu8M99Cf3rHDWcKzTY46FWAHqeuK4fVPF1/qV3eOtzLDbXDS/6P5hKqjyeYU+m7B9yBWjoHjW5g1S4uNTurm6ikt9Q4Lbv31xavEX5PUny8n0X2ouBvw+E9evrqGIzwebJLZRKzSHrdQGeLPH91Tn0PrUNn4Q1nUIrF4rm3Vbs2oj3SHjz5HjTPHZozn0461yMfijVIZVkTUbhGUxOrCUghokKREe6KSo9AansPGt9Y6Tc2SyyGRzAYJxMQ1v5TMy7fTlyeOhoA2ZvD+rRafJeG4iaKOzN6RvOdguvs2On3t/P0/Krl14J1qxuLqGS6t99vcahbtiRsFrONZJSPl6EMNvqRziuHbXL5oTE17M0Zj8op5hwU3+YVx6b/mx689a3r/xJf3XhKzO69NyuoXstxfHdtk8+KBSpkzyxEcm4HqG75NIDdtfB2tx3BKXduHQqOXbq1sbkdv7ikfX25p+meCdYvpraKO9tkkup7C3Te743XaM0ZPy9AF+b36ZrhF8R6l/0Ebkfd/5bN2QoO/ZCV+nHSrWpeMb68uLaaCaWzMEVsgEEpALQIESTj+IckHtk4oA6T/hG9VbS11D7XEY20/+0fvtu8s3f2XHT72/n02988U/UPA+r6fJdrJeQFraS+iba7cm12+Zj5e+4Y/XFcbZ6jqNy0VtDNdT5QQrbxszZTf5mwKO2/5sevPWtTxx4h1G68U6vORfafDd3dxcxW1xujZEmYkgr2yuAcdcd6AN668C6vBPMj3luWjluomIZusFuJ2P3ehU4Hv6dabY+B9Uvbq0hjvbdWnudNtVLFsBr2Iyxk8dFC4b36ZrltM8X3+nXxuZJ5bvck6lJpSRmWFomf67T19hVBNavo5FYXs6MjRuGWVshoxiMjnqo4HoOlAHXR+GdQmsYrkXkQiks1vFUlshWujbAdOu4Z+h9eKfe+ENT023vpHv4sWgucqC3zeTKkbAcdy4I9gawNO8SPaaDq8DrcStPbR2sUu4lYcTpMB7A7H/ABP1rDm1i9l3b7yeQOW3BpCc7iC2ee5AJ9cUXA7+68G6payzxtqERaGa+hOC3JtYBM5HHRg2B79agg8E6le3dvAL6DdPcadbgkNwbyEyoen8IUg+/TNcnceKbybR4bFpWzHcTXHnbzvYyoiOCc8ghB+ZrOTVLtWVlupgysjAiQ5BQYQ/VRwPSi4Gh4gsZtImtlleOQ3FtFcgqDwHUMB9Rmsc3DfMMLz6it/x0t/BfWEOo6Zd6VPDYQRiK8iaNnVV2hwGA+U44Nc1u71IHQab481vR9Cu9Hs7wQ6fc7/MjESlhvAVwrkbkDKqhtpG4KAcgUVz2Nyk9KKVwP2O8A/8EwbXwb4Xn0Wf4j3F9FcNeG4EOjrBFdLNbrFGsyGd94iZTInIwWOMHmvNm/4IylmJ/wCFwf8Alsf/AHZX6XUUuZgfmj/w5lx0+MH/AJbH/wB2Uv8Aw5mIYH/hcHQ/9Cx/92V+ltFLmYHwf8Uv+CW5+JDWxHxY1C1jhuZ50t7vSFuYYFk2bYoAJkMUa7MBdzDG3ABBLef/APDmM/8ARYf/AC2P/uyv0wop8zA/NA/8EY9xyfjDn/uWf/uyuu+G/wDwSgi8A32pTT/Ei11qG+s2s3huvC6kKGdGLDdcsM4XHTv+FfoDRRzMD83te/4I6x6xrV/fQfFSHTYbmd5ks7bwwfKgVmJCJm8ztAOB9Kz/APhzCf8AosP/AJbH/wB2V+mNFLmYH5nD/gjDj/msOf8AuWP/ALsrttV/4JY3l94F0rw3b/F+4s4La1azusaGWguk+0GdD5JusIysR8wOTj3OfvuinzMD8zf+HMH/AFWHj/sWP/uyl/4cw/Nn/hcP/lsf/dlfpjRSuwPzi8Nf8EeY9C1yzv5vi1Lcx28gkMMOgGBnx23rd5UHvjnGcEdateNv+CSmoePdbOp6l8ZMzeUkKIvhk7Io0GFRc3mcAepJJySSSTX6J0U+ZgfmZ/w5e/6rD/5bH/3ZSf8ADl3/AKrF/wCWx/8AdlfppRSuwPzhs/8Agj39k8M6ppB+Lm8Xtxbz+d/wjWNnlCUYx9r5z5vqMbfesU/8EWP+qx/+Wv8A/dlfpxRRdgfmN/w5XP8A0WT/AMtf/wC7KvaD/wAEZ00bXNPv5fi2t5Ha3Ec7W7eGcCUKwJQn7WcA4x071+ldFAH50+JP+CQ8vibSrO1uPi/I09vdXVx9qm8O+Y7LMUbZ/wAfYwAys3XkyMeK5v8A4cqj/osf/lr/AP3ZX6dUUXbA/MY/8EVc/wDNZP8Ay1//ALsor9OaKACiiikAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB/9k=) | SJM 881 x05 080701 Fibula af kobberlegering
Svært støbt fibel. La téne. CKJ P.II.2.b. |
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) | SJM 894 x001 080701 Fibula af kobberlegering
Komplet fibel af typen Råhedefibel med kraftige punkt-cirkel ornamentik på hver arm. Relativt store, dråbeformede huller i midten. på bagsiden nåleanordning med rester af jernnål. Støfste mål: 4,3 cm. |
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) | SJM 894 x002 080701 Fibula af kobberlegering
Større dele af ligearmet fibel med ret korroderet overflade. Velbevaret nåleskede på undersiden. Længde: 4,4 cm.
Passer sammen med x050. |
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) | SJM 894 x003 080701 Fibula af kobberlegering
Fragment, der sammen med x4 udgør mere end halvdelen af en helt særpræget, i princippet ligearmet fibel i gennembrudt arbejde.Samlet længde ca. 6,5 cm, bredde ca. 3,0 cm. på bagsiden rester af nåleanorning i form af dobbelt nålefæste samt nåleskede. |
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) | SJM 894 x004 080701 Fibula af kobberlegering
Fragment, der sammen med x3 udgør mere end halvdelen af en helt særpræget, i princippet ligearmet fibel i gennembrudt arbejde.Samlet længde ca. 6,5 cm, bredde ca. 3,0 cm. på bagsiden rester af nåleanorning i form af dobbelt nålefæste samt nåleskede. |
![](data:image/jpeg;base64,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) | SJM 894 x005 080701 Fibula af kobberlegering
Spinkel korsformet fibel, brudt i to stk.Stor punkt-cirkel på hovedpladen.Rester af nålefæste, men ingen tydelige spor efter nåleskede. L: ca. 5,8 cm. |
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) | SJM 894 x016 080701 Fibula af kobberlegering
Fragment af fuglefibel. Største mål: 2x1,5 cm. Afbrækket rest af nålebro på bagsiden. |
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) | SJM 894 x018 080701 Fibula af kobberlegering
Ligearmet fibel, hel, med simpel geometrisk stregornamentik. Påbagsiden dobbeltfliget nåleskede samt enkel lig til nåleskeden.
Rustspor fra nål på tværs af hovedparten af fiblen (nålen på plads ved tab/deponering?) |
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) | SJM 894 x050 080701 Fibula af kobberlegering
Ligearmet fibel, fragment. Passer sammen med x002 (NM C56656) og udgør tilsammen en hel fibel. |
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) | SJM 894 x061 080701 Fibula af kobberlegering
Rektangulæer pladefibel tildannet af den ene ende fra et stort pragtbeslag, der i en ret linje er afskåret.
Forsiden rigt udsmykket med dyrestil og skravede bånd. I hjørnerne og midt for enden rundel med perforering. I den ene sidder fortsat en del af en lille stift.
I den fragmenterede tilstand, har stykket været anvendt som fibel, idet der er spor efter en nu helt tabtgået nåleanordning i form af én perforing centralt i den ene ende, samt rester af (måske helt op til) syv små perforeringer anbraft fire og tre overfor hinanden.
Stykket er bukket to steder, med et markant brud i enden med de mange perforinger. |
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) | SJM 894 x062 080701 Fibula af kobberlegering
Del af Valkyrie-fibel, eller -beslag.
Består af en helfigur mod venstre der bærer et skjold samt holder et drikkehorn. Afbrudt i venstre side, hvor den tilhørende hest med rytter mangler.
Rester af fortinning på forsiden.
På bagsiden en velbevaret øsken.
Passer sammen med x115. |
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ZrScKbuKEhQihSobJPBAOOe59Scs1CG0hmbULN47+KykKhJIgxi5UbQ3YA+nr61DfRmHzpktoknS3j82GUAh2IfIyQdpAOSDnOPbixHa2+j6fPrOnWkpufKaOax3M0aFwB5y/3lY7/l6e3HBFNIlyT2IdN8aXFvqy3ENx5kglV3kkUncxPbI788+1frr8L2tn8AaI9mjR2skG+NWxkAknH61+Qmp6bFp8kUsVtHEwTYyDaisykb2HPvn2z+Ffqv+zj4ot/FHwj0G4imEsqwDzTuBO5iWyfxJ/I1pHdky2TR6Jqa7tNux6xOP/HTX4W+KppE166YOqLFdb1kxuyNx7Z57HHsa/dHVG26Zdn0hc/+Omvws8SGRdflmjkERE+6Nsdwc5wM9M5/Cto7mMtj0/4y+Nm8S+B/7MHxU1DxPMzRs2lTaF9mWQg7gfM3HGOPXpRVz4reMr2/+H9xaSfEqx8Uyy+WTp1voz277cj5hIYVxjvkjj60VZnHY/YKiiisjYKKKKACiiigAooooAKhu7cXVrNASyiRGQsvUZGOKmrB8b+NdM+H/h+bWdWd0s43SM+WAzEswUYBIz1yfYGgD8+7v/gnj44srW81mO/t5rp3eVLBZN0qZPf+Fsj7yhue3OK8C+JOqJ4N1ISOFtb23byL2wcZRnBA3r3IxkHGCMV+y9rf299YxXsEyS2ksYlSZT8rIRkNn0xX45/tfWtr4q/aC8ZXNjJv0r7UJleLDKT5a7io6DPX8c0mWmLpvx8U6bPZ6fDZ3dtdIglVkbYhCgcKQMHgZI4yD6gUa58btQbcVvm+cNbG2VC6tGxVuMtgnKDOQfr6ed+HfANrqevaba6Cs4eVF837QWUFipJBwAcBVJyFxnHJr0Pxp8K9d0+0sotK0e6ivHkWCeS9QqZZdwx5ByeSMDg8cjJzWdrjPGofGF5NqMy3tiJ3Z9jTFTvhyfXs3BOepr1DwX/ZureH9Q0rV5/7Qt33vDcup86Dao+83fcq8ehVeOx+/YfgD4b+Bn7MvipPEFvYXuuX8Ml7qV+Ygf8ASnChVjZvm2qQuBnruPGa/PDSrBrPSLi3tbW3nRnAkmQ/OVOQGBzxkE9O9aPQW5VuLOS71DTJJ5LWWezxDBPLbjzdoAAH+0FB9cdM8VsrdTtm0WSaaZvk24/iA5fpjjAxVOG3WxZrdZlluWUsLc7SygZJXcenQDGcdPSu88BafFff8JFFYOrapHYTtZxzc71UbmOMddvOBj7v41G+g3pscTrl8+p3E0GmWKujP8sk0pMqkAjqf97n/dHPWrnh+GS3iuJNRgmWK3CwSrZLhgzK2A2ceuQQSOvPauG8aaZfX3hzRX8NXkzXMMssWoW8LYl3FyQzgfwkY7kZJx3r3GCa7vvhzo2l3QkOpeUPtcmCuyNG3RBmHU5ebk9m4p+gjztvD4vtUAv764Cs3mMhd94Y9ehPOME/7tfoH+wGNQh8J69bSHztOjmjENxjhjtxjPQnHX61R/ZV+EfhXxLqGoa7qmg2Wp3VlbrZJJdRLIoZuWO1hgkgD5unPGK+sNI0XT/D9klnpljbadaLysFrEsaD8FAFNKwm7jtW/wCQXef9cX/9BNfhj4lWSLxXc+fdralbgoZNu8RnOCcd+lfudq3/ACC7zjP7l+P+Amvwi8b38lx4xmmLwxRrLk7hlAd3UgZyPatI7mctj3nxt8YdT8N+GXudK+JXhvXL4MiCxt/DypJjgEhpLcLgYzz60Vx3xk1wXfgUpH4u+H+qP5sZNr4f0M2t22CORJ9lTAHcbhn9KK0M4xTR+0FFFFYmwUUUUAFFFFABRRRQAV8v/t5T6hH4B0UWmVgNzK0jFyF3BRtBA68bz+Br6eznp+dfHf8AwUA8VTrZaL4bWNVhZDeebuGXYiRCu0+ign33UmUtz4l1z4leNpNBextPFWpS6SxwtrDdkIqjORs3dBjoOuR6c4nh6xigt7u51S+azJU7ZWGJEJJXzH9t3GT3+mRNrWlzaTZrcPcRxeYGaOR1O05PQE+3Pc8j8MW9j+0XI0lo4LeSG2Mx2p8pBBJyRg5PA/EdKz16GjZa8BR3HhXxhpWv2k0FxZLP5cy2rhnETAq4B4XLKxAJ/pXvs37QeneG7O0bTfD29bPVVv4Y7o5hWQSB4wQN23pkruBySeeCfm/TLfw34kvp9Mgunj1SGBndoE2kFFPygcbvfHPsa1o11a30m2+1R7jcBljumcjeM4BwV5xg85GckVepOjPYPj1+1F4t/aKs7O0vNNTQvDdnJ5ktpBIw81sEfNnqfTOBjOM5NeTWF/8A2eqxOGO9dq8EIu3+HcOh5GCRWpcSnT9Nks76UC5fOxWADEgnOSRngg8HPTqKr+BtF1n4gasba1Sa6muHSGGJDu4YgY+pPP5VO5Q74f8AgHXfF2qzW+iafcajqbgZe23O+XIz27DHH+1npXr2l/st/GrwjrNjLH4UnltbklEWKZXaEsCuX2v8vDNnOBzivvz9n74F6X8E/B8FnCiTaxPGrXt5t+Zm6lQf7oJP1r1Onyonna0PyT8T/sr+L9N8TFdU8B3lvdXDAqLIu8UvsChZTz2yTzXtnwR/Y/8AE+rahbS6zZyeHtESTE8dzFsmZQvKhW5OSSNxGPQ9RX6AUUcivcbqNqxleGfDOneD9Ft9L0u3FvaQrgD+Jj3Zj3J9a1aKKsyKmrAtpV6FGW8l8D/gJr8FPGVrJp/iV43aOGRbj5hKcgHd/EOeB7iv3r1YldKvSOvkv/6Ca/B7x40f/CYXTxRLv+1k7pzkfe6H2qoiZ7J4u0ibxl4fGn3/AIu+EOmxyOsgm021W2n4wf8AWJACB6jvRWB8ZVaPwG3HwvQebExPhds3+Seccn5fWirM4rQ/aeiiisjUKKKKACiiigApKWigBB0r8vP2wPEerXHxU1mS8mWa6j1CW3tPLziOKJVG0c+mCRjqzV+lfjHxAnhPwrq2suFK2NrJcbXbAJVSQCfc1+K/xi8dXfjXxVc65eTMR5sjpC3yOSzElsDPzEksfTpSZUTFuJrq+s5LK5me6ETrPCcFdjYIYcjpwc+/eus8nT/E1odTjtZpryOPeDIxV5BkA455wV78cVyvhu+uL/T4UvrbFhbcSny8M5YkqA3diSxx6A9gTWxY6rHqFvbhI4w7JvEEQx5OPvR7h2K4ZfoR3rN+RpoF54b0vT9WvNVaVmN0QWjtk+XcBt8wgAEZBOQMKM1qR6Tdx3tnbwzJqNqsflwW0IJJGSc7uSFyvP1/GoNavIo4Dd6fBNbCV/JPl8qhBDKu4kkHG35ic9evUc7ouvX6a48f2zcJGZTIHG3aTuwzADOffjn0qtSbHWapFbfZInm3Xl/NcCKX97kjLYPA4wFGAD1z6Yz+hH7Hv7Mtr8NbWfxbqKrNqWoZayjZSPIhPRsHozD8gffj4N8BW9naeNNBuo9LXUxv8xlmbLSSAghsZ+RSwAyeCa/XH4d+I7PxZ4L0jUrFswS26Db3UgAFT7ginEUmdHRRRVEBRRRQAUUUUAVNXO3Sb0/9MH/9BNfhD45k83xjcyoFLtcB1WU4XO4Hk54HvX7u6x/yB77/AK4Sf+gmvwj8cK//AAlchBiuGaYfKWxG2CByeML+VVETPRvjJp97ceA8yaF8NrGJZYx9p8M6nHPejnPCi4c7fXiitvxdcz+B/Df9pX/ww+GFxbhlTy7DWDdynPQ+XHeMxGepxxRVmcb20P2HooorI1CiiigAooooAKKKKAPEf2zNQv8ATv2efEr6fG7vJ5MMrocGONpVDPntjjn3r8ktU0HSI9Hl1LVrryZJH2+dI7OY23cArg8dccc4zX7Z/FDwu3jT4deJNDjjWSe+sJoYVbABkKHZnPH3tvXivx08deFbjS4dZ8MeJrWW0kjlVGxBma1ljJyTjr1IPGCMHPFJlxOds9B1ePw7a+I9F1QTaesvlC3UbiJIyki8Dpu+Y/RCOlUrqGG8jOqWs9xC7XLGOHz1VYyG3FGBHABYkHkc/XHc+A7NfDOk6xf3l1NLpLRibAjETT3AD7AqkDAw7Z6dfy4nw+91rFpq2n3FtKRqQaa3kZQMToSVBPuflx7ik+49R+tXSWuj2sRmmS3udx+z+YAUnUj52wMFAAMev4Vn6f8AvoftcsltCkcQRt6A55xkAegX6/zq74VsI9euNbhuZRNdSWx2KyliRwSQc9sDp/CT6VqfYbaW3WBrWV7i3i3GFUbGNu9ic9dvKjI+vskMNPufO1CGQ3CTFn3EQsFWVRzhRx04x0r9OP2M/iNbeIvCI0lbtLh4V4XIyrKBkY91KnPrmvzO8EtZ/ELR7tBpgsNQtohNA6kAyKCRxgdcjp9e9fev/BP/AOHup2enTeIry3aGyaMxwOzkh36fKD228ntkjAGDTVyWfZ9FFFUQFFFFABRRRQBQ15tuh6ifS2k/9BNfhTrwE3izy4gtwCxzHM4jRgc5BbPA5xnI/Cv3U8Rf8i/qn/XrL/6Aa/CLXVW68QMrjz8z7Db79vm5bhc9hnHfvVRJlsek/Gnw2mj+BRcj4feFPDmZ4lN9pPif7fccnoIvtD8Hudpx60VreNPgjrviTQVtdF+D2meHL1pFf+0IfEizNtHVQsk5Xn+lFWRFq2rP2PooorI1CiiigAooooAKKKKACvC/2if2V9E+OFuNQs3h0PxVHhRqflFlmTGNkqgjd7HqMdxxXulFA72PxS+Pfwp8VfC3x9c+GfEMCGQKDazWjMIZ0I4lTPXOCDnkHIrk4vC+pwWEWo3Fz9ka4DvC0rAlwDywXGevIOP5V+1XxC+EvhL4qW9rD4o0SDVBavvhkYskkfqA6kMAe4zisnS/2ePh1o97bXdr4WtEubZdkcjvJIduMYO5jkY9c469aVkVzH43x2l94XutPnuYba9tzmZLuGQhZIycsvHfPHPTkV2ujrN4s8Rae/g+4YatGgt47aaHKTx7RGFxjklSAR6qT34+5fiV+wJZ+JLvV59B1uCxtLu5N1BpM9sVit2YDcBIpJxkZxt9PrXof7OP7J+hfAmE6hM6ar4klUq10UHlwAnJEeRnPYseT6DJpWC55V+zp+wRY+Fyuu+Oo4JL+RxMmkWMjiJO+JWz82M/dHHXJOa+xdP0+10myhs7K2itLSFdscMKBEQegA4FWKKogKKKKACiiigAooooAzfE2R4b1XHB+yS/+gGvwh1z/SPEMeIftTNcD/Rs7RNlwCue2f0r92/FRI8L6uR1+xzf+gGvwh1qylvPE6YtpLnFyimCJ9hly33VPYnp7Zqoiex6R8bPCd34f8GJdt8I/wDhC0+0xr/aY1hrnrn5NhY9fX2opvxu+HMXh3wYt+PhZrXhB2uY0Go3+tC6jwQcpsCLgnHXPGKKsmOx+1tFFFZFhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBk+Lsf8IrrOTtH2Kbn0+Q1+EOrQtdeL4ofKF8GuVCW1uxV5ssMKpweW6A4PJ6V+7fjRhH4P11iMhbCckf8AbNq/BK6m/tDxVBCbe4vRJdKot7dsSyZYDYhwcMeg4PPaqjuJ7HuHjfw54Z8HaX/aHif4LeN9KsPMWD7RfayUi3nkAMbXrwfyorm/jh4XHh/wfDcJ8PfHXhcNdov27xFftNanhvk2GBPmOODnsetFWZxV1c/bqivwxi/aa8fQ5x4s1ZNoHy/apGD85wcn/OKd/wANL+Pr6Qk+LtXgBLMcXrhcY7fN9aixqfuZRX4STftHeP8AzMjxdre/H3vt8vT254p9t+0l4+RkB8U6xI2cBWvpSPr96lYD92KK/DuL9pDx2be3abxRrCLvJ8xbuQ9Oc43c8sf09Kz1/aN8eWu7HirWGJJC/wCmSH6nrRYD91KK/Cy3/aQ8fqgjj8TatgkYD3kjc/ifrVqz+PfxC1CUE+JtaI6GRr2QKOOmN2BTsK5+5NFfhxcftLeO9ot7XxHqkUKHZ5jXUjFsHOTzz16VWH7RnjmQeWfE2rFM4Zmu5MsfzpWC5+6FFfhDcfH7x3PI5/4STVULcFVu5Aeucdasw/HrxvGpA8Qaorg4dzdSYHH1/wA4osB+6tFfhde/tAeM2j2DxFqSxDqPtL5J7k8/lUK/HTxtcQhH8Raptjz8v2mT5VIznrx0/WiwXP3XpM1+E3/C+fGitJt8RaqyKnC/apOM4GTz/nNNk+MvjCWMF/EGpFQoLr9okG3I4yc9wBiiwXP3bozX4O/8Lg8WQsCmvak+E3H/AEh8AHt19O9U2+LXippMjWNQJYFv+Ph+nr1oswufvduHrSbl9R+dfhXD8RPFGsadB9o12+QLulEsk7/Mg49ecYb9aB8WtbhtfLtNSv2XawEkjtllAJLAZ6ct1p8rFzH7qeYv94fnSedH/fX86/BaH4p+KLi582TUtQm3KzjMz8gDkg+238Me1UpPH3iGRztv76VJPmGJG3Oozkj368+xo5WO5+6vxCvoLfwH4kkeaNQum3JyXA/5ZNX4ENM194kgjCXFz5lyq+XbH98+WAwnB+Y9uOuKn1DxJruoxqrz3UyMjMMMxDoM7m9wMHJ9q5aS6kWVZFZlkU7gwOCD2IoWgX0PpL4hfCXV9f8ADsdt4e+HnxSGoidXZ9dVriDZg5wqwqd2cYOemaK8CXx54kUhDr+pBSeR9rf/ABoqrkWa6/1957DpvxC8LJdeH2lmgijtfBGoabcfuGIF5Il2qIfl5YmSL5unI5GOIvCvxB8K2f8AwhP2y4hVLHwvq9neboCStzL9t8lDxySJYcHkDI6Y4KKLj5UdB4Z1PR9A0T4Sa7qxjttPi0vU1lleDcHdri5RM4ByckY+lc94P+IPhXTrj4WG4khUaYb7+0y8BYpvkcx5AX5shh0zj2oooEopnQ/BfWtL1rVPhLpeIJtRt9avLm7jMQH7pxEIy5IwclWwPaud8G/EHw3Zt8MhqMkaNpfi24vtS8yAt5dqzWm1jhfmH7uXgZ6HjkZKKA5Vcl8O/ELwxp9n4LWW4iV7Hxrcajdt9nOVsj9l2v8Ad5HySfLyflPHIrd0fXrCz+H9prUwjOnDx6tw1x5RJS2CqxO3GQCOcY/nRRQDijm9X+IXhy50XWYoriNnl8aLqcK+Qw3WYWQbunA+Zfl689K0vEHxA8N683jC106RHbU/GyapYExGPzLT/SNzAsOPvIAp55HHGKKKB8qJvin4k0jT9f8Ai/or7U1S58ZQz2sXl7v3MT3ayHIGAB5icE859jUHjb4neFdUb4rR6dIsg1jX7W909mtmBlhV5y56YUDevynGc+2AUUXEoqxt+NvFei+I9B+MWr6QIbyyludIMEixFAvLAkAgEcqe1ZXiT4oeFtUn+KLQXTM+sabp0GnMsDrvkjaAyL0+XHlvnOOnGc0UUXYKKK3ij4n+GL68+I0lnceYdW8PaVY2B+zsN80TWZmXkcY8mTk8Hb7it3x54u0jw7feI4L7EFzqvgPRba1jWI4eby7GXHAwvyox544xRRTvoHKr2KFx8XPCTaxq0pM4S58Cw6KuIz810sMKlMbeOUb5unHvWh4d8YaR4m+3nS03jTfhtNZT+Yn3ZkbLLyBnG4c96KKLsTikc9p/xa8OWt9okrTz4tvA95os26IsVvJI7lUUcdCZE56AH2qzo/xY8N2//CLySSyf6B4Ov9IuMwsdl1Kt4FA45BNxHz0Gfaiildj5EauleJ9K8G2HwuvNTd1tW8I6xb7ok3nfNLfxJ+G5x9KwtA+L/h/Sb74dG4+0INC0nU7O8AhJ2yzNdGID+8MTJz7n0ooptkqKe5q/DHxhpuuW/h7TLRXF1ovgzxFFdB48DdJDdSKB6/K4r5plYhtpbPuB0oopMqKtchZduDzjoDiiiikWf//Z) | SJM 894 x063 080701 Fibula af kobberlegering
Råhedefibel. De tre arme er bevaret sammen med midten, dog med lidt afgnavede kanter. Armene er udsmykket med furer og prik-cirkel ornamentik. På bagsiden rester af dobbeltfliget nålefæste, samt rust fra jernnålen.
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) | SJM 894 x066 080701 Fibula af kobberlegering
Råhedefibel. Den ene arm med antydning af to af de centrale huller. Dobbelte furelinjer. Glat bagside.
Passer sammen med x103 og x104 og udgår tilsammen én helt fibel. |
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) | SJM 894 x067 080701 Fibula af kobberlegering
Korsformet fibel, hel og med relativt godt bevaret overflade. Højre og venstre sideknop mangler. På bagsiden er nåleskede helt bevaret mens nålefæstet er enkeltfliget og med rustspor fra jernnål. |
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) | SJM 894 x068 080701 Fibula af kobberlegering
Korsformet fibel, hel dog med manglede sideknopper. Tydeligt dyrehoved, foden ornamneteret med bånd af tværgående furer. På undersiden rester af nåleskede samt enkeltfliget nålefæste. Rustsporene har i begge sider "aftryk", formodentlig fra de løse, nu manglende sideknopper. |
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) | SJM 894 x069 080701 Fibula af kobberlegering
Korsformet fibel. Fragment bestående af foden og størtedelen af bøjlen, der er med bundter af tværgående furer. På undersiden rester af nåleskede. |
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) | SJM 894 x070 080701 Fibula af kobberlegering
Korsformet fibel. Fragment bestående af en ret kraftig fod. På undersiden fuldt bevaret, ligeledes kraftig nåleskede. |
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) | SJM 894 x103 080701 Fibula af kobberlegering
Råhedefibel. Fragment bestående af midten og to arme. På bagsiden rester af nåleskede.
Rester af fortinning på forsiden.
Hører sammen med x66 og x104, der tilsammen er én hel fibel. |
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) | SJM 894 x104 080701 Fibula af kobberlegering
Råhedefibel. Fragment bestående af én arm med dobbeltfliget nålefæste på bagsiden.
Rester af fortinning på forsiden.
Hører sammen med x66 og x103, der tilsammen er én hel fibel. |
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) | SJM 894 x113 080701 Fibula af kobberlegering
Korsformet fibel, spinkel, hel men med manglende knopper. På undersiden rester af nåleanordning bl.a. enkeltfliget nålefæste. |
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) | SJM 894 x114 080701 Fibula af kobberlegering
Korsformet fibel, spinkel, hel men med delvist afbrudt fod. Bagudvendt knop, manglende sideknopper. på undersiden enkeltflig til nålefæste med en del rust. |
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) | SJM 894 x115 080701 Fibula af kobberlegering
Valkyriespænde. Stort fragment bestående af rytter og hest. Særlig ornamentik i form af en del punkt-cirkel indslag ned i både hest og rytter. Spredte rester af fortinning på forsiden.
På bagsiden komplet bevaret øsken.
Passer sammen med x62 |
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) | SJM 895 x001 080701 Fibula af kobberlegering
Bøjlefibel med omløbende kam midt på bøjlen. Det yderste af bronzenålen ligger i nåleskeden, ligesom der ses rustspor flere steder på fiblen overflade. |
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| SJM 932 x001 080701 Fibula af kobberlegering
Fuglefibel i profil mod venstre. Hoved afgnavet, ellers nærmest hel. Påbagsiden dobbelt nålefæste, nåleskede, samt rest af øsken ved siden af hullet i fuglens fødder. |
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) | SJM 932 x009 080701 Fibula af kobberlegering
Korsformet fibel, fragmnet bestående af hovedplade samt rest af bøjle. Afgnavede kanter. På bagsiden rester af enkelfliget nålefæste med rustpor fra jernnål. |
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zJo64uzufH3xUt3t76C7eXfpzbmkWPnnDLjjqdpPX37cVxVj4b+3TWLS2UAupZFaQQvkpGrAoxzjGcDP09q+jfjb4NtrfSRdWlsqozHciqNqtjqORjPHT0rx6OGK0uo2inZnSErcAL0YgcZxzyT+VeDUpum2melGomlYq2fheRmvm0e4srfUpGItb6LaxZQ4ZlOAe4256DiussBb2COb66uIZ3me2MkqZBduSwxjuPbg1T02ERzRI4hFoY5JBGvynOQAowe+T+Vaq6lNfW/lpcSWrFESEbhIE24+ZR6/X0P1qE4dx8zKskSx3kc42tcXMskQMKgGPK5w3Q4IGcdeR6ZpzWbNCkQaGRpvMdVKghyF2Y6Y6gH6/Wpr6SGa4uHCq7qPMOwYcsFKscngEru59zUUl41lDFZ21su26DLBGEHlxuAWfewOeTn/DiqjFXJ5n0Oe8QeHEvLbynj+S0RGiATanoSCM5IIHGP/rt8RapcQ2flwFrWVNrB1VQdhPY4xyCePc1bumEP2ZbKNWW2RgpEpZS/AKkZ/Inpmsmd31G3gmeNokj2hv3gPzc4HfcMnHH+FQ1G9rGl5bnAahr11ZztIlwZJjH5RixgDf0BH4fzrybWNYv7W/F3BHHDIZdkkm0khgSS/qCc447V6h4kdIdsTRu7SyNK/OWWTJ24PdRg8f8A1q8rvo/sklxM6C6dWYtFuzHCflJbGeufw9KztFdC+aUtTmNa1LVL/W31A3KKZJBtj5G0HgAD8PrzTpNWuNrtcW1rcMCVCuQ2W9OnNXLyaFVgle3WWXG4LyAPQcVRW5t4Xwm5nVzN87BSGz93GOmK6YWjsc0nzPVGZqjQ31qgfTlszJ91oztJGBxjv61WXTArQzyNIxXOzaFCnB471pvdR/diuwFZyFMyGUo5I3Y4wFx6Cp2uIhCUjbaiuAYmGd2O4A6AnOaHZ6jTdrGHJpLtvVlklIbICrnjnrgdaRtFRbeOV2KSZOY1Y5I7ckCtS5M9pIJY5ELkeZuwDnBxg/571ovfLHbyTyAM7fNFGZMHkc/KOwqY26Ghx/8AZxnXex8jH3QD94fyrqvht4q1r4X+KLPWtMu/MMb/ALy2eQhJk6FXGehH6gGqF7CM27ibzNxzsz79QfepEtXTBZMh2IIIA/Wpv1izXyZ9/wDwv+M2gfFbSvP0u4Ed/GoNzp8rDzYTxk/7S5PDDj6Hiuumk71+c/hfxBqvg6/t9Q0W6axvIXLKVwVYEYOQQRgg46V9w/DHxtc+PfBNhrN1ZfYJ7gNlM5VgGI3r7HHf9ep9SjW9po9zgqU+R3Wx5h+3JJn9m3xWCTjNt0/6+I6/MD4ctff8JQh02HXJrny3wvh+YxXWMc4YK3y+vFfpv+3G3lfs4eKWxuGbYY+txHX5d+DbGDUNcEM1rHeIyMfLm1COyXjv5jkD8O9daOGpuib4jNeP4qujqEeswXO1Nya9KZbsfKMbmKrkY6cdMUVJ4y8Jy2Mk99DHp9rZLtAt4Natr2QZwM4Ryx59uKKZgf0jTZ5qowINX2qJowe1WdCZ5r8YmVvD8MUgzG0uSo6scbQPod3XtXzvc3EK3luYvKhVDtdITndz1zjB6n6Y96+uPEnhq28RWDW1xuXg7JF6qSMZrxfWv2d745ex1S0uHBZgLqFkyxJP3gW9fSvOrUqkpuUVc6aco2tI81tVUyrunMsrNskBXOVyCFHtgH86ika4kkd2kltYpCsdvCqDc7BmLLnsOM/r2rqr74Qa1pUkbtpzuqt8zWcwlAXbzgcMST7d65y80WW1aEPEbecBXaC4DeZvJxjnv+GMn3rz60ZWtJWOqny3VmNnvJY3mzdOrqhaRWbiNMZJIXjPyn1471nt4muJLW6jjjhhMLIqujgBi5bC+m7kE9c5HFSR/bEEym1a3WGdomMb58z/AGjnsSR096pXWux2ry2WHuiz+bI/lIrJhcpnr/dxn2rki5deh0uEVstyVL+KS4htJPLLO0jOv3y0hXjkAAEqPpWTFqFtJaEySQjydyxQ9SpGCAcHGQSnX09abZ6xFfaZATI0CuHU3EqfvpJRkbh26ZFZU9sfsSTzWhto1lSRFkUkvJjlsDt/nrWi2C1jn/GGsE2NrcWipLqEkoCxrjgsGOD24HpXBNbjUrO8jEkizhP37NymcE449MdOnArp9cjMmpSGZWji2boSgGQ3XnGe39BXN6Vef6LLYWYEsjhy7NlmwGyRwcA9PXr9KjRvRkK60Zx+vaZqGk2sAmPk7wWXbjeVBwCBnpn2/wAayVtYbv7O0sxXAIICjDnAwc+1XPEUt1fzfa7iV3LYSNWOWA6k+gGRiufu9gmBJx8oAOCQwA7ehrWN+4nbsWvJtI49l3cOzAsN3mcAduP8abDNp8MzOq/Kq7dyt24/z+FVbq1gkSOONN8jrlS0gweDz/k/ypNJ0szXgjb5Tu+6v3GOPWtNbXZGhZ1K+tvtG2J5CoHTq2aZaas2YwtruIHDSSEE/kcd6vw2MEEjJL5dmfmMcsgOCMYAPr69O9UJLSG2kmlS/T+8UZWXJPp9DQu4KXRj2uXGCIIo3Y8cnOK0TLPMQdvyE4Hze3WqMcclwyljhcYVl6Hj9etbml6dc31xbWtpD508jhIoYk3M5PAAHrS9DVbXZ2/wf8AP4+8aQW4ijOj2jLPfFsnMY6RjHTeePXAJ7V9o28KW0ccMKLFDGoVERQFVQMAAelcJ8Fvhr/wrrwuYbhVOq3zie8ZOQrY4QHuF9fUmvRfKIr2KFP2cNd2edUnzyPnv9uj/AJNr8VZ/vWv/AKUxV+W/hFY5NaUTRabKmxuNVeRYPxMZDZ9Oa/U39uWAt+zX4q4/itf/AEpir8uvBM0Vjr0cs99a6egVv317YLep06eUysCffHFbo5Km6KviyONdbmEK6ake1cDSmdoOg6FyWz6575oqXxtdJfa9PNDd2t9GVXE9nYLZxnCjpEqqBj1xz1opmLP6We3vTDTzTGrU2I5KgaMdasNUbUhlKWAN2rLv9Gtr6Mx3EEc8f92VAw/WtxlFRtGKBnm2pfCbw7dXTztYOHZPLKpcyrHtyTjYG29T6enpXG618ERcSS/Z7mN4plxKLhPmbnK5wMHAyOgr3OSEVVmtQ2eK550Kc94msak47M+T/FXwO1jTX+1Wtsl5bwKxSOzbLhgMqxUgZPB4Gc7vavMbq3m0NXllu4YJ5mZZWuHIEbqMllUnr8wBwO/vX3lNYBscVw3jj4M+GvHPz6lp4+0jpcwExyfiR1/HNcVXBLemztp4rS1RXPgzxDcSfYIVCSbgwWMqwwdnJI6cAj06VgaH4gWHVru8it41ljVlVVOVY7QOmf7wBLZ6cV9Z+IP2UbqHTbyPSLyyvnYYiXUIijlcg7WkUHnjqAM55r5o8efC7xD4NvDZ6hoGoIypgzRWzyxSoANzb1BGBk5PAFcEqFSO6NHWg3dM8g1TULq/hiXPmQyFiN5KqzcngfiaoR6fdXDKHbagXC4YYyR+VdR4p0+5bT7IRwrBFGWQMU2ljn7x+nSudWykkBEtw+ByQr4A/KnFaaBLUYtuLa3gR5QECDvgEH1HrWhYSw2UkE0MiBlCqpxkITn8h0/Os+SziKh4QBgfePINaNnoN7q1wtnZxTS3swxFFGpZs9BhRz1/lTbuTy2Ra1KxnEttNcXKTPcEkP528x8YAyOB0xzVH/hDdV8Q6tDp+lW0mpXTSeWkUKFtx46+wBzk8c9a+sfgx+ybc/bYNa8X2MdtbIFki0t8M8h2ggyYPygHnb1JHOOh+kYvDNtYoUtbeK1jznbDGEGfoK6qeHk1eTsczq9j5E8E/sd6lJpcJ8QeIvskveytIRL5a9l8xmx+ABA9TXs3w1/Z88P/AA8uFvbczajqSgqt3dkExg9kUcLx368nntXrkellcHGKtx2W1eldsaMIu6Rm6kmrXM2HTeAasrp49PxrSjt9vUcU8xflW5mfNP7d1qIf2YfF7gDI+y/+lMVflT8OZruHxQklpc6xazeW/wC80ODzrnp2XcvHrzX6y/t9Jt/ZY8Yketp/6VQ1+TXw7t2vPEyxrZajqB8tj5Ol3qWk318xkcY9RjmmY1NzV8bfELxbp+qXemDxH4mFo0YRodWZreZlZRkNGHIwc+vIorC+IlqbPxRcxNZX9gwVD5GpXq3cw+UcmVUUHPb5eBxRSMT+lDNNJppamlq1NhWNMNIWpjNQANmmGjd2qLfzQMcajbnihn/GmM1AxrKKjaMelPLUxm9aBkLRj0qOSFWBBUEGpi2TTGoEeW+Ov2b/AIf+PFY32gQWdwzb2udOAt5GbGMttGGPuQTXB6b+w58NtOjxL/bF/IfvSXF7gtznoiqPbp0/OvopmFRNjNZunBu7RXM+545pP7J/wv0W7eaHwvHOSAFju7iadF4A4V2I5xnnNd7pPgrQvDrbtK0TT9Mfb5e6ztY4jt9MqBxXRt60yQ9waOWK2QXb3KDW/OCOtQSWo5OK02G7+lRcMvSnYZmm1+XGKT7OF4rRZeaiZaVgKfk7evSkaPirUlRN92mB82ft+r/xiv4x7c2f/pXDX5KeA7OO88RLHJYaXqS+Wx8jWNQ+xQfXzPMj59Bu59DX62f8FAP+TV/GI/2rP/0rhr8k/Ac0Nv4hV5rzSLJPLYebrlq9zb/Qokchz6HbSMZ7lzx9qGnWr3Glx+FtC068Uq323SdSnvAAcHCv9okjPHB649jRWV49kim8S3Lw3Wl3qFUxNotq9vbH5R91HjQg+vyjJz160UjJn7lSft7fAlevj+1/8A7r/wCNVGf2+PgSc48fW5x6WV1/8ar8XJfAurw2dzcs0PlW+lRay+ZDnyJJY4lxx97dKvH1qXUfBN9olnqkt3t36e9qkpjkyM3EZkiwMc8KcnPGRWvN5Fcx+zj/ALenwMX/AJnyA/Syuf8A41UMv7fHwMjYg+O4T/u2Vyf/AGnX46t8KdcHiBNGMlr9rbXz4c/1p2/agwXOcfcyev6Vm6P4G1XWodLktpIAuoy3UMIdiCGt41kkzxx8rjHqaLj5j9lf+G//AIGbtq+NQx7bdOu+f/IVRXX7f/wOtZmjk8ZYdTgj+z7rj/yHX4+ab4Y1aGxtJVNq0N1pkmuR7mJZYYZpI2HThy0DYHoRzzVG+8F6vbwahPNNC62em2uqyfvDkxXBhCAccsPOTI9jyaVw5j9hZP8Agob8Co/+Zxc/TTbr/wCN1C3/AAUR+BnP/FXSn/uG3P8A8br8hdQ+HOrWN3qUDz2+6x1K10yXDtgyTrIyEcfdAibJ68jg02H4Z6vPqlhYi4tVlvdbk0GMmRsC4Qxgsfl+5+9XnrweKL+Qcx+u8n/BRT4Gr/zNUx+mm3H/AMRUTf8ABRb4H8/8VPcH/uHT/wDxFfkBp/gbUtShsJYpYFW8tL29j3M2QlrHI8gPHUiJse5GcUreBdRTS/t5ubcRf2T/AGuF3NuMX2n7Pt6fe3c46Y754pczHzH67t/wUa+COMjxDeEc8jTZ+cf8BqCX/gpF8EI8f8T++ORnjTpv/ia/I+88Cahp9vqE0k8DLZWlleSBWOSl0iPGBx1AkXPvnGalufhnqdvrV/p0lza+ZZa2mhSSKzFTMzSKGHy8p+6b35HFF2LmP1lb/gpJ8Eef+J5fn/uHS/4VXb/gpR8E+f8AicaiT/2DpK/J+x+HOo6hcadElzbKb3ULrTY9zN8skCRsxPHQiVcd+DkDiq8PgXUL6GyuBcQYvdOutUTczZ8uAyhwePvHyWx25HIoux8x+sX/AA8q+CrsANU1Qn0/s56hl/4KXfBaNiv2/VifbTm/xr8oLjwPe2tveTm4gK2ulW+rsAWyY5ZIkVRx94GZc9uDzTtc8B3ujw6tPNcwuNPuLSCRV3ZY3EbyKRkdAIyDnuRSuw52fqz/AMPMfgzji81c8f8AQPP/AMVUbf8ABS74OqxAuNYbntY8f+hV+W3/AAq6+/4SKHR/ttuJ5NebQN/zbRKGVfM6fdy3146VS0nwRd6pZabOt1CgvjeKitnKfZ4hI2fqDgUaj5mfqhJ/wU0+DyEjdrh9xYD/AOLqsf8Agpx8IOQE19vpYp/8cr8uIfBNzcWNtcC5ixNpU2qhcHhI5pIiv1zGT+IpLvwRPYwX8jXcbG0sLPUCoU/MtwsRCj3Xzlz9DRqLnZ+ob/8ABTj4R84t/EJ/7co//jtVW/4KefCc8Cy8Rk9v9Ci/+O1+Z938P7mzuNQie8iLWepW2mPgH5mmWVgw9h5Rz9RSWnw/uLy/0q1W8jVr/WJdHVtp+VkMQLn2PnDj2NGoc7PtD9qb9uzwD8Zfgnr3hPQrHW4tRv2g8t7y2jSMbJo5DuIkJ6Kccda+H/AutW2h+IlubnUJNLi8th9oi06K/YZ6DypWVfxzkVNH4Lmns7W4FygS6sLi/C7T8oiZ1K/UlP1rkJGO6kS3c9B8VT+D9euLrUZfFGs3Wounyr/wjlvbxswXCg7LrCjgZIU+uDRXnnWikSeteN/FU9ja6Zb2U0bR3/hq0sLxRhvlWVZNvsQ8SH14965rU/HmratDfw3M6sl8bVpgsYG428Zji+mFJ+tFFWI6GT4qXkmmjVDdf8VOPEh17zPKG3zCobfjG374+7XM6b441jSYbBLW4EaWMtxNBlFO1pkVJDyOcqijnpiiipuM6DwT4qlvEurW/uUSKy8O39jabyqgK3mShPcl5HPJJ5A7Vzk/jjVriO6iluQyXVlBp0o8tfmghMZjXpxgxJyOTjnqaKKYi0nxC1O51SSW/uPNjur+3v7vEa5d4QyoeBxhZH4HXNWNc+ImoN4onvdJuWjtLfW59YsC0S5SV3UhzkdcRx8Hjj60UUhmPbeL9XsY7VIbkoLaC4tohsU7Y51ZJV5HO5XYZPTPGK3fE/iOW30Hwzb2V0o83QTZXiIQxA+3Ty7G/uniNuxxjsaKKAOfuPGWrXUd1HLdF0ube3tpRtUbo4VRYl6fwiNOepxzmtb/AIWBczaPqcs88j67da3b6v8AaNgCl0WfcxxwDulU4xjrRRQBjweNNZtpLWSK+ZHtbqa9iYKvyzShBI3TuEQenFbHgnxNJHdSR6heKtrb6LqNpbCQhQvmQTEIPUmRzj3bFFFIDn5vFGqXEcsb3bMk1pHYOuBzAjIyJ07NGh9eKdeeKtTvxdJdXbyx3UkMk6kD52iVljPTsrMPxoooGaviTx1e6h4y1HVdKuJ7eBtXm1a0UgBopGfcr45+YAL6jisaz8SalZRwRw3ckaW5lMSrj5fNULJj/eUAUUUAbWueImh0fw3HYXe2RNIktLpUOSN13cMUP1VlP4ise41/UJvOWW6d1mt4reTJHzRx7di/QeWmP90UUUAaf/CXzvoOpxTyzSajdaha3oucjgxJOpyfXMq4+hrMXxJqUU0Ey3swkguWvInDcpM20mQe52L+QoooEaXhvxEY/tEd7ckQJpl3awK54UujEKPqzH8TXKMec+tFFAxuaKKKAP/Z) | SJM 949 x002 080701 Fibula af kobberlegering
Næbfibel, hel men med afgnavede kanter. Rigt dekoreret overflade. På bagsiden rester af nåleanordning med nålefæste som enkelt flig. |
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) | SJM 949 x006 080701 Fibula af kobberlegering
Korsformet fibel - foden afbrudt, endeknop på hovedpladen. Rester af nåleanordning på undersiden. Overfladen ganske nedbrudt. |
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) | SJM 949 x007 080701 Fibula af kobberlegering
Næbfibel, hel, kun let afgnavede kanter. Bemærk de manglende faststøbte bøjledele i hovedenden, hvormed fiblen også kan kategoriseres som en kort ligearmet fibel. Kun lidt overflade bevaret. på undersiden rester af enkelfliget (?) nålefæste med rustspor. |
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) | SJM 949 x008 080701 Fibula af kobberlegering
Korsformet fibel, foden afbrudt. Endeknop ved hovedpladen. Nedbrudt overflade, rustspor efter nål. |
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) | SJM 949 x010 080701 Fibula af kobberlegering
Fuglebroche, i profil mod højre,gennembrudt arbejde. Nåleanrodning på bagsiden med rustspor. |
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) | SJM 949 x012 080701 Fibula af kobberlegering
Fod fra kraftig korsformet fibel med dyrehoved. |
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) | SJM 949 x018 080701 Fibula af kobberlegering
Et fragment af en svært støbt bøjlefibula af bronze, muligvis en K-fibula. Rester af nåleanordningen. |
![](data:image/jpeg;base64,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) | SJM 949 x019 080701 Fibula af kobberlegering
Et fragment af en svært støbt bøjlefibula af bronze, muligvis en K-fibula. Rester af nåleanordningen. |
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) | SJM 949 x020 080701 Fibula af kobberlegering
Endeflig af fibel, af cirkelformet afslutning. Herpå Dobbelt cirkel-punkt ornamentik. på bagsiden rester af ret kraftig, bøjet nåleskede, med rustspor fra jernnål.
Fibeltype?
NM skriver: Et fragment af en pladefibula af bronze med stempelornamentik og rester af nåleanordningen. Dateret til yngre germansk jernalder. |
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) | SJM 949 x021 080701 Fibula af kobberlegering
Skålfibel med maske i hver ende, samt båndslyng på midten. Rester af fortinning. På bagsiden Rester af enkelt flig i hver ende fra nåleanordning.
Kraftig korroderet og meget flad(-hamret?).
Ørsnes type N. |
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) | SJM 949 x026 080701 Fibula af kobberlegering
Fuglefibel i profil mod venstre. På bagsiden rester af lodretstillede flige fra nåleanordning. |
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) | SJM 949 x038 080701 Fibula af kobberlegering
Større fragment af kort ligearmet fibel - usædvanlig kraftig og lidt groft tildannet? |
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) | SJM 949 x042 080701 Fibula af kobberlegering
Spinkel fibel med indlagte sølvtråde. |
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) | SJM 949 x044 080701 Fibula af kobberlegering
Lille fragment af fibel med del af hovedplade og bøjle. Vurderes at være en korsformet fibula. |
![](data:image/jpeg;base64,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) | SJM 949 x045 080701 Fibula af kobberlegering
Lille fragment af fibula med dele af hovedpladen og bøjle. på undersiden rester af dobbeltfliget nålefæste. Formodes at være en korsformet fibula. |
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) | SJM 949 x046 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af hovedpladen og dele af bøjlen. På undersiden enkeltfliget nålefæste. |
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) | SJM 949 x047 080701 Fibula af kobberlegering
En smal fod og en del af bøjlen fra en korsformet fibula af bronze. Foden er plastisk støbt med et dyrehoved og har rester af nåleholderen. |
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) | SJM 949 x054 080701 Fibula af kobberlegering
S-formet dyr i gennembrudt Urnes- eller romansk stil. Dyret har fliget hale og en vinge der fra ryggen går op bag hovedet, der hviler på vingespidsen.
På bagsiden rester af nåleanordning med rustspor fra tabtgået jernnål. |
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) | SJM 949 x061 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af dele af hovedpladen med bagudvendt medstøbt knop samt dele af tagrygsformet bøjle. På undersiden rustspor fra jernnålen med tilhørende nålefæste. |
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) | SJM 949 x062 080701 Fibula af kobberlegering
Fuglefibel, fragment bestående af den forreste del af kroppen med hoved. Kraftig korroderet. På bagsiden rester af enkelfliget nåleanordning. |
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) | SJM 949 x064 080701 Fibula af kobberlegering
Mindre fragment af fibel, hvor kun stykket lige over det dobbeltfligede nålefæste er bevaret. Oversiden er korrosion, der gør at fibeltypen ikke umiddelbart kan bestemmes.
Der kan både være tale om f.eks. hovedpladen til en korsformet, men også en Råhedefibel, der er noget mere spinkel i godset er en mulighed.
Afventer konservering, i håbet om at det kan afgøre type og datering. |
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) | SJM 949 x065 080701 Fibula af kobberlegering
Korsformet fibel, fregment bestående af hovedplade og hele bøjlen. Hovedpalde med bagudvendt medstøbt knop. Bøjlen med langsgående furer midt på. På undersiden rester af enkelfliget nålefæste, smat antydning af nåleskeden ved overgang mellem bøjle og manglende fod. |
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) | SJM 949 x066 080701 Fibula af kobberlegering
Korsformet fibel, mindre fragment bestående af den centrale del af hovedpladen med bagudvendt knop, samt rester af enkeltfliget nålefæste med rustspor på bagsiden. |
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) | SJM 949 x067 080701 Fibula af kobberlegering
Bøjlen fra mindre fibel - måske korsformet fibel? |
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0bKGKNw65GfmXqPT8DWzXqppq6OUXdS7qYaBTAkqC6P7l/pUlV7xv3D/SgD8GP2uG3ftHfEUjjOsXA/8fNeTaTYjWNQt7MTQ2rTSpEs1xII44yzBdzseijOSe1er/tY3Jb9oT4hR5Xb/bV0SOozvIz9fWvKtHs7G6vreLUL02NpJcxxS3SRmTy4yTvkC8FsDBxxmqjshSPcrf8AZV1NrdZI/il8PtjZwf7fGOmf7lFVo/hT8EjCpf42XAOMkf8ACNT/APxdFMy1P3Zao2qVqjI6mpNiNhTG9Klao2FICI9aYae1MYcYoAY7elL0GBTT1FJ2oGP6KTTl+VQBUZ7fWnZwKAMPx14I0z4ieFr7QtXi8y0ulxuX70bD7rqexB/qOhr8ivi14S1/4V/EjVdF1SXyJra6ZIVJ+WaPqrqMchlKt174r9kxXy3+3h8I9E8R/D9PGjR/Z9b0eaGP7TH/AMtIXcJtYezOMH0JHesKsFJcxpCTTsfDHgrX7OGTUkv5FledA0nmOAiAcBc446se5616Pp+sPNocWow6na6dpZ3J520Fj8wXhicKcgYJHboK8SuvD80Pl20MhEEylW387fcD6Z65rrbXw7HZ6HBbwNBchN22S4+ZI2LZJEYG1mBJFeZJQetzp95aWPSvCPjWTT7DURpV3/asqzvJa2iurPN8iZeTONqlt3I67ga6DX/idpnhyLT9S12VbWaTC7Fy+GP93jJxXiTX066fPoHhW4aK+ih+0Xl7uzM2OAoOMZOAPYV5l4g1rWtYiNtqbSXLWZMW6SXcUAxwffOOfp9atUPbS3t+ZPP7Nf1Y+3/B/i7VfBuu2Wows8KNdAqjyDEKt93OOgJ4I6ZbmvubwL42sfHmgxajZNhvuzQn70T4zg+3cHuDX5ufB/x/pPjrwnHpviIOurR2nlyPISGu1H3nXuThQeOecjpX0n8KfE48H+IrbUJnktrWUeVcQ8nzFORk+pB+bj6d63p2w7alsZzk6trH1jS1Db3MV5bRXEEiywyqHSRTkMpGQRT816Bzj81Vvm/0d/pU+6qeoH/R5D7UAfgn+1M7f8NEfELORnW7sdev71sV5tosdnLqFr/a0ssemJKn2j7PgzeWWG7YDxuxnrxXof7TjtH+0F4+LRBS2t3R57jzW/zxXnmn6latqlhNqdqbyxhkTzreFhE0sYbLKHAOCRkbiCRVR2QpdT2qO1/Zt2Avd/ELdjn91af40UyP4jfAvaof4RaqrYwSPEch7f7lFV8zH5M/d1u1NYU803rUG5FTGFS1G1AETLTGX5alPWo2FICGm45qRqaRQA3NHVsU7bSqvNAwWszxd4UsPHHhfU9B1SIT2N/A0Mintnow9wcEHsQK1QvIqdFxQI/IL4kaJeeCfEmpaHqdsLC6tL5rb5jlSoyNw9QQAfcEGs3Qku5kha4lglsHQpEkY5U7iOT9QeMfjX2n+3p+zwnirwzcfEHSkmOpaYiPfQQruLxLx5q8Zyq4z/sjPY5+DF117PQUezha4YSlkZw2FB6kj0Bz09a8upT5XyI7YyuuZm9N4mg8ExeTKitPNuRPuhmJbqx7Dn8hXnsfw/1XWY7++nhnhuQ25t6AR4I+ZlOcsScfd6Zps32abXLbUNadtRU3CfaJEBKJGrKf3eQARnOR15HNd38TNcHi+00/R/D/APxMt04bzrUEoqqAcemfmB9u9aRTptJbvdmbane+yOB0fUbmPWLIaelxLdWkr+RJACXIxgMQOfU9Ogx0r6otviF4ohWz1B4I7rRoYVeRgVjkt5NgLZLdRknp1yK82+Feg2Phz/iZX0ixXt0DE0t0rK3cnjOM54/DPFbV23jXx3r0Xg7RYd0uoOII1tId+45G5y2flGMk54GDzUVavPJU4q4U4WXM3Y+0P2TPjJqHjEPol5DJ5HlvcWryurHyw23cpH8Oe2OCfQ19LNXl/wADfgTYfB/RYi0n2zW5LVIJ7gABEUcmOMADC5798DpXp5B79a9CCaVmc73EqlqTf6LJ9KttVDVP+PWX/dNWI/A79oyQN8dPHwZiw/ty969V/fNXAaNqX9ha1p+oC1ttQ+zyrL9lu498Mu052uvGVPce9d3+0cQ3xu8dSg7w2tXYPbBErCuE8N6hfafr+nXOmxmXUILhJbdREJf3gYFfkIIbkDggg1UdkKXU9pb9qBFjQn4TfDuTOf8AmDNkc9/nordb4+fHmNcLoQbvuXwvEQf/ACFRVa+Zjp2R+4dMNPppFSbjDxUbCpTimkUAQ9e2KYwzUzLmmstICAqaTb7VLt9qNtAEW2lC08LTyvTFIBiJ3qVVpVWpVWgBfJWWNkdQ6MMMrDIIPUGvzT/bW/ZTufhTLd+MPCIc+Gb6djPZRKdtiz/w46BCc7SMY4Hpn9MVGKg1bSLLXtMutO1G1ivbG6jMU9vOgZJEIwVIPUVMo8xSdj8HFSDxV9lgImhuAgjEduDIcevJ65xwfSu00+8u/CHhm9l020EZjbAvIxmWWQAFnBYfKoyBxnp+Nfq54m/ZJ+FPibQX0tvCNnpi5DR3WmDyLiJh0ZXHf65B7ivFZP8AgmZ4UuNX86Xxt4hksBkrbkRebk+r42kY7bBXLUozlpF6GsakVq0fC/7O1p4j+L3iq103zprjVck5cl2k5IAA6ADkk9Oua/Uz4Ifs7aV8KYYtSuQt74kki2zXKgBI8jkIAPwyffpmtD4F/s0+C/2frC4i8OW09xe3P+v1LUHWS4df7uVVQq+wA9816mwrWFGMXzdSZVHLQhYVGwqdqiYV0GRA1Z+qfLaS8fwmtJlrP1Rf9Ek/3aQH4C/tBL/xerxu0ZDg6zd5GR/z2auU8J2+tHxZpX/CPNNHrzXUYszA+yRZiRt2njBzjmum+PjIvxj8bMB8x1m7P/kZ65Hwvps2seILGxtrq3spbmQRLcXcwhhQnu7ngAepqo7IUup9Rjw9+1lu5u/EDAjb/wAhKIf+z0Vx0n7NfjGRP3PjTwq4OCfL8RxDnpnriiiy8jG/9WP3TpDRRQbjcY96btp+2igCPFNKmpKQ0ARtSEU/FA5oAaBSqvenbfanYoAFWpFFIop6g0AOWniminUrALRRRQAU006mnrQAxhTCKlqM0AQt1xVDVFzZy5/u1pOu4HtWfqXNnL64OaAP5+/jxMbr4u+MztUMNYu/ugYI85v1rkPDOm2mu67Y6fe6hDo1pcTKkt/cBjHAp6swUEkfQV0vxyk8z4u+MW6f8Te6xgY481sVzHhdNJufEFhHrst1DpLSqLqSyVWmWPuUDEAn6047IJdT2OP9n7wfJJJ5Xxq8LgKMj93OCQPbbRTpNC/Z4Csf+Ek8cKcZx9gt+v8A31RTv/Wpjr5/gfvDRTA49aVWHrQbD6aaXcPWk3DrQAU00u8etMLDpmnYApabvHrRuXjJHtSESUuKZvHrTg49aBkq05ajVhT9woAkxQelN3jHWk3CgB+aTNR+YPWjzl9aAJD7UVH5o4o80etIB9Mal3A0FhQAys/VPlgk9GGPxrQyKo6sFazkB9KBH883xk2N8U/FhVuuq3XX/rq1c94VuNKsvEVjPrljNqekxyBrm1t5vJeRPQPg4/Ktn4tSBviR4nOVLHUrgnacj/WtWJ4a1e30XXbG+utMg1i3glDy2FwWWOdR/CxUg4PtRHZBLqeyf8J38CfJMf8AwrbxCTj739vfr9yim/8AC+/B7RlT8E/DA+XG4TXP/wAXRTbf9WM0v6uaE/7YnxW5Mfj/AMRKFb5Mag/POSTz6Y46c1EP2w/i+23/AIuH4hGOn/EwcdTnnBryHTvDuo6pqsmn2VhcXl/CkjNbwoWdQilnJA54AJP0qOy0rUL+1vbq2tZbi3soxLPJGhKwoWChmPYbmA57mnyrsXzeZ7fH+2j8XLWNmHj/AFtmYkgSXjtx7A/54pI/21Pi3uWaXx9rnlqcsi3bfM2OB14H0rw+PQ9QutKn1RLWVtOtpFinuwuUR2ztUn1ODge1I+jagdKTU2s5l01pTbx3Ow+W0ijJUN0LYOaOVdg5vM9ouP20vjFPyPiDrqMxLsVu2UDnPAFWbX9tz4vQ2ksA8c6s74DLNJcsXyOvOemP5V4TqWj6jptvZ3F1ZT21veIZLaSRCFlUMVLKe4yCOO4p95oWpaJcW0d/ZT2slxEk8SSoVLxuPlYZ6gjoe9HKuwX8z2q1/bU+MRmJbx7rTAAnH2t8DvmrT/tzfGJVEUPjjU1Vf4ml3seh6tnHSvELnwvq9nrMeiPp90urzOsa2Pkt5zFsbFC4yScggd8iq9j4f1TUNXbSbXT7m41Pc6G0ijLS7lBLDaOcgA5+ho5V2Dm8z21v22vjI0jE+PtZy6leJ+mT2GMCol/bZ+NIY7fiFrXt/pGa8X0XRNQ1hrk2NlcXv2OF7qcQRl/LiTlnbA4UcZPaks9Jvr3T7zULexmlsbHZ9pnRCyRljhN57ZOcUcq7BzeZ7aP23PjVG20/ETWi3Tm44H4Yqb/huL41JGV/4WFq4DbWU+eCRjPHT9K8J/se/bSf7Va0mGnGb7P9sMZ8rzSM7N2Mbsc464ouNF1C10m21OazuItPumeO3unjIjlZMbwrdCRkZx0zS5V2Dm8z2s/twfG3dk/EbWv+/wBx/Krln+3f8arSTc3jvVLhe6yyA/0rwTUNHv8ATYLKe7s57WK9i8+2eaMqs0eSu5CfvLlSMjuDTr7QdT0rU0069sLi1v2CEWs0TLIQ4BT5SM8ggj1yKOVdg5vM+g9e/be+MbRWrW/j7VkSRnnDLLyAeAhOOcbf1zVfS/22vjXNdAt4+1qRMEY80YBK4BPHY4NeOL4du015dGexuJdTLrbrZLGzTGTgBVj6ls9jVeGHVdQvJdO0+xuZJbZXkkhiiZpFVBl2YAcAAEnsMc0cq7BzeZ7837cXxdtbJg/j7VDKyKpCyh24JydxGB27E1RuP29PjGyvFH401COLyzHHtk+dDuDbt3UtxjnjBxivBYdNv9St76e2tJ7mKxj8y4kijLCJCwUM5HQZIGT3NVbfSr640241CK0mksbdkSa5WMmONmztDN0BODjPXBpcq7BfzPoGb9uP41vZ708f6sct8/7wBl+mB05qqv7cvxoDSE/EPWmBXgGYDBz24rwx9N1Kz0231R7SdNPndoorpoyIpGXG5Q2MEgEZHuKjvtLvrG2tLm7sp7a2vEMltLJGVWZAxUlCfvAEEZHcUcq7Due5J+3H8atx/wCLh61g9vOB/pVS8/bY+NdwHjb4ja0VYfwz4/pXjF5omo6bc21vd2dxbT3EaSwxyxlWkRxlGUEchgeD3qZfC+strs2ijS7ttWiZ1eyEDecpUEsCmMjABJ9MGjlXYXN5lG8vJL64luJ3aWeVmeSRzksxOST+NW/DPiS88Ja9Zaxp5iF7ZyCWIzQrKm4eqMCpH1FZb5Vjznmkz0yMimG57jH+2P8AEOPgtobjjG7RLXjHp8lFeGtnqfSijXuTyR7H0B8C54v+F1a6fXT9WILYzn7NKapfB+4Sf4e/FtJZFjLaNDtyP+nqI/5+tFFPqFh/hi4Dfsz+OolUCNdX00KpbnJExJP1x+lO1G4Ev7LGh8KSnii54x2FvHz+tFFAWI/jTcJB8NfhIgVSTo87KTnhTdScdad8epkXxr4G3cr/AMI3pJJx1zCp4oopiR2HjJEh/bk0xEYOg1zTsBSBg7Yv61i/Bi48v9rS7kGM/a9VPrj91PRRQLoZP7Odwkd58SOBIreEdS6cfwrTfhqVi/Z9+LaF8I82lYJPHE0nJoooDqyWZ4f+GRRCZwc+MNxKjOD9j6Yo8etA37MfwwRmZY11HU9jKuS3zx5yM0UUAR/HqaI+E/g+gJcL4ZTH0+0S9ffOa1vj9Ikn7T1nDK32cAaWrywgl+beDP1PaiigX+Rdtf3P7d21R08WNge3mnH6VmfA5o/+FveP3Y426JrZ9P8AllJRRQP/AIBnfBeSNfh/8X3O0u3h6PHGf+XqIGqfg1Qv7NPxEkz97V9LUfgJzRRSH/mWfExVv2VfBGXGRruo/L/wCIVH8bmH/Cr/AINKGyf7DnP53UlFFMUd18zS+MTKfix8OFyrhNC0Qcf9ckrs9DkP/DcniqQdFn1Un6C2mooo/wCCK2nyR8oXB/fPj1NNRmJODjjntRRUGw1jxgZNFFFMD//Z) | SJM 949 x068 080701 Fibula af kobberlegering
Lille fragtment af foden fra korsformet fibel. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9QKKbml3UALRTc03dQA/Ipai3Uu6gCSimBqcPagBW60Vna54h03w1YvearfQWFsvWSdwoOBnAz1PsKk0nWLPXtMt9QsJ1ubO4QPHKuQCPoeR9DSur2Au0U3NG6mApalpm7mjNAD6Kbuoz+VADqKSigBaQ0tI1ADaa3elamtQB8Of8FWmUfBfRQRljq6bTngfupOTX5JzMm0jg884r9Zv+Cr7L/wAKY0BWHzNrKbT/ANsZa/Jiby0VoyDvBzu/pVR6iZ7Ho9j8C7nw9bPqWp+NrXUlgQXS21lbNF5xGW2EyZxkYGccCit3w38Qte03wjpkEXwQ8N6zCsax/a59AuJHn2qNsjMHwzHJJI4PaiqMtT90t1N3UhNNb1rM2FLc0FsVGx601m70AP37aN9RFvwprPt5JoAsK9c948+I2jfDrSDe6rOBIwPkWqn95Mw7KPTkZPQV4f8AEz9riy8Pand6X4dhj1CaI+Wbxsum/j7qjGQORknGQeoFfNeqePNR+JmqSX2tai9zcRhvO3AbkQMQAuOg56KO9cFbFKmrR1ZvCk56nUfED4nan8WfEk+oyApaqwWCFuBHHuyEUY5PDEscZPQdAPbfgj8Xzpqw6debDayABgjcRnn5hj1APpnFfL7XEn9rW8tuizaQ0Xk+WhChW4YSY45BUYx0PPPNb2h6sNP0+yDSyRTxsS6blTIJHDYPUADknHpwa8mNacZc63Ox0o8tj9EYLqO6hSaJxJFIAyspyCD3p+73rxD4GfEyG9tTpV9cgfP+5ZjwhPOwn36iva8819BTqKpFSPOkuV2Jd1OFQ55p4atSSWlFR7qcrc0APpabuoyaAHU00ZpKACmNTmprUAfCP/BWJl/4U/4cyyiT+2BsBzk/uZOn4V+S7Z3En14FfrH/AMFZMN8J/C2f4dY3dP8Api9fk5K26Qv2FVHqDPqLwboPx5uvDGl3Gl/EiOy0o2qGC3bxfDEUTaNiFDL8mFwNpwRiiuB0TRfgzceHdP8A7Y8XeK7S/ePzZoYNJheMSYAIB87kAggE4Jz0FFWYf1sfveTTGbk0MajZqyNwJzTC2Bims2BnNMZqAH7u1c38RdFu/EvgfXtLsbiS1vLqzkjhkjxneV4HPYng+xNb+6kpb6DPymgup7W+lS4lMV5DId+T8xZf16itTTfEiW9wxmXy5GViJkHzN1JDeo5P5CvTv2uvhGng/wAfSa3p0Lx2GsKbnCcKswP70fjkN/wKvn9b87YgJGGG+YqD0/yK8CVPlm4s9Lm91NHaXuoJ9nVoi1xCwHyRfM0b9efTp39qtaRdRx3aS3W1GOPLcMShyRkNnPQd/r61gaVcGJRJGf3AUuNw5yTz+HNa1vI9+rRW0ivPDGWIye2OOP8APBqHpohb6s9N8E+KrzSLqWORmMRYFd3R89NuBxxnrn8K+nPhr8dLC++x6Vqc4E8mUhm9cfwtz1x/hXxdpMi6fGjSSq6R8qzMep4JYdDzn9K3dF1JtT85LVdrMd9wQOxOMDnrj+dVTqOnK8SJw5ldn6MxyLIqsjBlYZDKcgj1p6tXh/we+JjR29tpWpPm3wscMxOdrdME+le27tte5TqKoro4pRcdCbd2pwNQ7ulOVs1qSTdqXdUYal3UASUUyloAKYzcU6mNQB8If8FYBG3wn8Ob1keT+1CYwpwuRE+cjvxmvyi88W8yuIU46x9QePev1c/4KuXRtfhh4WYJuB1Ug9cgeU3SvyakdzcNlieeTVR6iZ7TpPxe8IafptrDc/BnQ9SkSNVa8lu7wNOQAC5AkwCSOQOMmivSPCNj+0lH4P0g6D4itY9INsn2SL+2dPG2HYNowz5HGBg8jvRVGJ+zzNUbGnNULE1mbjWb3phPOKUtTKAHe1LTKUGgZwvxw8Dp49+G+q2IiEl5DGbm1OORIgzgf7wyv/Aq/NbxNYpYamYTIqMoEj+mPT61+sa989K/NP8AaS8Dv4V8eazCYvKSC6YxFzgG3cb0I+m7H4GvPxUFdTOmlJ25TzyKXzCLW3LNuAG7t0B2jnqOK3NEuI9Fa4LlXDABlCZcdM5A6devt1rnLNzbxhshy2CruOV+mBx2qOfUFkwV+eZsgk9D0/z+JrzHeWiOpJLVnWWtxcahCVm+VUZxHtYg7Scrj17/AK13HgOQaXJHbzXAkQqURDhuTyeCBgfz5rySG6uYEZZ52lXbuVUOdvofbg16D4duJoNM+0HdcmYbTtwHA6cY69Px21NuUH7x79pJH2X9y6hRlhtP+fXNfSXw68WDxPoqpM+6/tQEn/2vRvxr5K8N6okdvYrHLtYptkVjnIwOf5fnXeeHdevdJ1SG/srgxSo+2QZ+WReDg+tdFGt7Od+hhKHMvM+pefXFOVj0NZPh/X7TxJpsV3bODuA3x5BaNvQ1qV7as9Uce2hMGpd1RilBqhEqtShu1Rq1OzyKAHZprdKWmtQB8Bf8Fbmb/hWPhEAgf8TZifX/AFLV+VMz7XGef51+rP8AwVqX/i2fhOQrlF1Nxn0JibH8jX5PSMS/Iqogz2XR/h/8Kb7SbSa9+Ldzp97JCpltT4cmkET4BZd4kwcHIz3oqPS/iF8KLXTbaG7+EVxe3ccSrNcjxLOglcAZcKI+MnJxnjNFUY6n75MahepG6VE33elZmxHRSZpDQAtH8qaaXtQAqntXzn+2b8OV1vwbJ4ltogZ7K3eC5YA58o8o3/AWyP8AgftX0UtVNc0W18SaLfaXeqXtbyFoZF77WGOPes6kFUi4s0jLldz8YrjxEI4pUjZyFP3s8E89as2+rSEpAYwHYbmbIVeRnBP9Peuj+KXwp1H4a+MtV0DULVoJIZWWLcPkliOdsi4/hOc/p1BFcjHbPcxqVcDauBubAz9K8j4XY7bXOmt72ONL25dlwy7WYKMAk5AwfcV2Pw/1p/tSM0haFYzgMDhOvPvnpj3rzvSJJ2guIJIlkgnT1JYMCeefrT9HeS0vGR5CYMFAvJ/D06gVnJJ6D2Pp8X0C28d5ayebbkElmHOe6kdiDzXf6TfRtbxyINysvY5P/wCuvCbW4f8A4RsXdtKUmlfDKDkH7vA9O1elaRqhtdPjuogFhZVLK3y45H+fxrFJWeoPoeqeEfGlz4R8QJfuf9FYiO4jHR489fqM5H0r6YtbiK8t4p4HEkMih1ZehBr4+tbiDUrFygbqAyt/AcA/lyK9p+D/AI0FvCNIv5dqE/uJGPAbP3foe3v9a9DC1OT3JPQ5qi5tUevUvekor1TmHZ5p9RrTs0APJpDSE0maAPgT/grbMP8AhWfhSEj72pO4OehEeP8A2Y1+UcmN+V5r9V/+CtTD/hX/AISQpvY30xDHPy4jBJH/ANevynK7j6VUeomfWvhNf2l/+EX0v+yfDVtPphtYxas2j6cxaLaNhJZMnjByeTRXmWk/CjwZcaTa3M3xq0WxmkiV5LVrG9zExAJQ4jwce3pRVGP9bH70tUTfdqY1EazNyKmtT26U1qAGUtJ700/nQA/j605evNRZJ9qerbaBnhX7XHwht/Hvw/ufEFtmHXNAt5LiN1UHzoQNzxt9ACw9DkfxGvzi1HTXkuG8sqCoBkiUfd65P6V+yMkUdzC8UqLLFIpV0cAqykYIIPUYr89P2mvgbB8IfFyXWlI40HVgZIdx3eSwb95GT3wCCM9j3wTXn4mn9tHTSn9lny62tTabfKqRkjICrIcgA9vrWrHqQXUo5IiBtZZNvB29D/PtVTxBalrhvJ2BFchsrn34qjZ3UMczxyRgxuQeOvbvXJZNXNtj07w/4zuYZjFLHFPayOGYMm1TxwRzgHOfrgV6TY+MtFujLaieO2ubgAqpkwrsCAF56HJPArxvTrdlmAhSOc+WXXcp3fz9zXY6PfaYtvaS38KxmR9zBQuNxBwQ2M5GOxz1rncUVdntHgjWo5NeMSbkmntguJHJYlQCAOxABPPfnnivR7aZt8jK2GQ5Uqec9xXiekTyQXFtfWk/yMQojYZU/KQOc5HX155HvXqOg6kt7a+bA+AwKg57gdDT6MxW59H/AAt8aSeItONpeuHvYFysneRPX6jjP1Fdy1fMfgTXZND1SG7UbhA5+UN95Tww/nX0npuoQatZQ3du++GVdyn+h969fDVOeFnujnqRsy0tO3c0zpRmuszH7qQmk3UhPFAH5+/8FbJP+KJ8GqS/N7PgL0z5Y6/mfzr8rWyzZr9R/wDgrlubwn4FAOB9vnzzgf6ta/LmT5Se57U49QZ67pHiD4Kpp1smoeDvF0t6sarNJDrcIR3/AIiB5HAPPFFeheH9W+P0ei2IsPhnDcWXkr5E3/CGW7F0wMNnyecjBz3orQw0/pn7aGomHWpT1pjd6g3ITTGHGKlI61GwpARsKbTyKa1IBKC3Sik69aAH7ua5T4pfDfTPiv4Pu9B1PKLJ88Fwv3oJQCFcevUgjuCa6jOaXd270mk1ZlI/H74reFdR8AeKbrSb+LZcWk7W8hGdpKn7wPoRzmuI1RXEIcJsOR8wOR0r9AP24vggda01fG+mRNJLCFi1GFR1XgJKPpwp/wCA+9fAusTGGRoX+ZGUbWwfm9a8mcHCVjsjJSVy34f1drVrKS4k89V+UGM469M8cHn9K9A0O+tdLf7Ddo91pl1h/u7gjZyQcE4615BbXQhxGyAJnhlwD+PNei+Gdce1jljVIbqERbnVjkZGByRzkg5/CsJotHrfw91ZoZLixE0bWRLvbiUhdpJHc/Q8Z713vhFpbOW4iZmCM3mBcjCNjkfy/Gvn7w/cpfa5cx6e72jMFlVZMjkDBUevrj6V6DoEl9FcbdRv2VGYKrqcKD6Z/wA5rPYT1PftLuw0gB+UsMfMMfgfzr1T4a+NE0a8+xXUpFlLhRnojf3j7dj+FfOvh3WWj8mF2eZXbYru28g88Eiu8s3mjLBm3K6jDcA59K2jJwakZNX0PrXNBrkfhr4ibXPDsKTHN1agRv7jHB/z6V1hr2oyUkmjlemgu6kZqTOKazVQj87v+CurbvDvgJR1+13Te/CR1+YvDSMpxjnn8OK/TT/grlcGPQ/AIVsE3N306/cj/wAf1r8zVCbpHcFvlxjp8x/+tzVR6gz3nRfhlqD6XbywfHXwrZI0akW8ms3SNHx90jy+1FYVjrXwJSziF14Z8bNcbRvKatbbS2OcfuRxRT0Mdf6sfvm1M24A5z7mpGpp5pGxEVpjCpqjoAhbtTWqXbTCKQEdNp7UwikA3dihWx9aCORTfu0DItT0611rTbqwvoVubO5iaGaFxw6MMEH8DX5UftKfC2b4W+OL3T50P2bzC1tKf+WkTZKN9eoPuD6V+rv8NeC/tf8AwZX4nfD9tRs4t+q6SrSbVHM0HV19yv3h+PrXPWhzRv1RrTlyux+VN5I+5iu1R0AH61q6Hqj6YiOzgpG43DbkEYxyO4qTWNLax1IR4KyDgqQM1RazsrNZHlTzGZuABggevvXnaHWeiaLqX2jVjqdpI0Khct5bbmAxjgDtj2r0LT7O6lhKmeZ7p4yREMDeQ2RjPB4z+VeMeHlW21po3nEEFzAY3ZX2jPBXB7Gu6tdSvbawtXvbqVngdgjgBm2ADofXH8q55LsNHsfgi+kubwWaTmZNxGyZSNpHcZ6n6V65pN00kLQuPu4J/r/nivnzwXrMzMCsEckNuxcStlXGf6ZH869l0XWEvPsrTtGJWG1OeDn+HnqajrYhrqey/CvXv7N8S28LswS5/clfUt0P5gD8694NfNnw4sTr3jTTPsTB4bd1uJcDiNVPX2zwPxr6SJr2MLdQ1OWpuITTGbinNUbdK7DI/OT/AIK7fNpfw/A3H9/edOn3Yupr82hb+WvnyAMh+XYrgNnHBx1x71+j/wDwVz2Na/D9DkOZL0q2eBxDwf8APavzY2skgG7bzjJ6CnEJH0lpnjb4kQ6bbiH4GaDcw+Wuyd/BrOXGOG3Y5z60Utj4d8aLZQGD9orw/Am0FYW8U3S7OOmNvGPSir/rc59P6R+4TU08U9qSpOgjNNK1Iaa1MCJhTdtSMO9NPvSAi21GVqYimY4zQBCwph9BUzLTNvtUgR0EbuD0p22gKaBn58/tofAe28G+IYfEGkW/kaXqBZgkY4glHLqB2BHIHuQOBXx/q0TRz7VXcx5Hev2g+JHw7svid4N1DQr4KFuEPkzFcmGQD5XH0P5gkV+V3xm+DeufCHxLLp+q2DRq7N5Myg+XIPVG6EH/APXg15tam4y5lsddOd1Y82sdYDTxLLtVVCq2VBGAe9ddoUxkvWWNfNtj0RpCDG2eq+v+FcCoLTBVHlsSeeDhfz69a2dJ1J7PUI5IrzD5G4nDceprlcexsevaNdzWmpBLBsZXa6y/MPU55rvvh7b311rWm6fDAZprpwYrZMuzMWBJx7Dnjp+Fcr8G/hx4t+Ll0P7A0xrny3HnXUp228fXBZyMZ74HPtX3z8CPgHB8I7Wa7vbqPVNeuUVJLhI8JCo6pHnnBOMnjOBwK0p4eU3rojGdRLY7nwF4Nt/BPh+CyjVWuGAa4mA5d8fyHQfSuibjmnUYr10lFWRxkbUx6lIpjCqA/Nr/AIK5KfJ+H5HVWvc/QiGvzaMgb5Gb5SRX6S/8FdFfd8P2Tkr9t+UD1ENfm3s+ZHWPIB5UjrzTiJnr0cPwG+xxrc3fj9ZQMuqW9lgMQM4O7JHHFFdfF4w8QNbwj/hnbQZF2YVzoV42cjg/foqtTH+tz9yM0lFJSNxKSlpKAEYU04p2KTbikAzb600rmpdtJt7UwIStJsqbbjNG2gCv5ftTvL4qULTwueaQDFjwAKx/GHgPQfiDosmk+ItLt9VsX58uZeVP95WHKn3BBreVaeBRYD5vX/gn78ITJMz6ZqModiwVr5sJ7DA6fXNdZoP7H/wi8O2a28PgnT7rDBzLehpnYj1LHp7Dj2r2dVpStTypbId2ZulaLY6FYQ2Om2dvp9lCNsVvaxLHGg9AqgAVb2VNtpNtUIi20hWpcUhWkBDtprLU22mEce9MR+Zv/BXbZ9q+H27st6eP+2NfnHDI8lxHtfb8wxuOABn9BX6O/wDBXado9Q8AJ/yzMd4W475ixz+B4r84I9nnKsn+qJ+ZlGTjPJHvSiDPpyPw38WZLSM23xk0kqyr8sfjVRgduPMorgo/DfwNkyf+E08Ww/JkBtFh646cS0VWn9XMtT99KTNDU3NBsA+uaUUylBxQA6iinYoAbRilxQ1OwDDRinGiiwBS7aQds0+iwCqKeBSLT6QCUtBppNAC0Um6jdQAEUhFLupM0AN4qOTj5vzqRs01vumgR+YH/BX6X/iefD+M/wDPG8P/AI9FX5zwyeXcRnYJAGB2MMg+1foh/wAFeZGHiTwFHx8ttdE9+N8fNfnjamQXkLQv5UocbHVtpVs8HOeOe9TEGe9/8LMb7OcfAfwy4UbS39mXn5/6yiunXTf2g2t9w+JUOzbnaPGFsTjH/Xaiqb/q5ikj7Asf+CrGhX0zoPA95GFBJZtRQAY9SUA/Wi5/4Ks+FrfZ/wAUje42jfm8QHPcAbc/iQtflxfXlxFHHbxs21ju4GAT7VSxJFMVdSZR1QDvT5TW5+qsH/BVbwvJCzv4QvoWyMK94mSvPOdvHYVE3/BV3w4saP8A8IRfkMSAPt8YJPGMfL/nFflgsksjNIwYhTzjkZ7CluJJmbc25VxhSw/OiwXP1HX/AIK2+GOn/CC6gW9tQjx1OedtWrf/AIKzeE5FLSeC9SjUDteIx6em2vyq5VtiqTn2oaSWRSE3bepx0/GiwXP1Zj/4KyeD5JMf8IbqYjALNIbuPhcfTrntVZv+CtvhJZFT/hCdTO7kn7ZFx+lflYzOybeQgPJPc1E0j+ZtUNknpjk0WHc/V66/4KzeCreOJk8J6nMXUNhbhBjsRyvY5+vtT7f/AIKyeCpEDy+E9ShXH/PyjHpwOlflCokmjCDJYH8s+tRyTs2B0QcDHSj5iP1dk/4K2eCFZBH4Q1hwTgl54lOPXHNR/wDD3TwWrbT4L1j8LiI1+Uu52baBnPQAU5sGQhSTt68cDHei3mO5+rSf8FdvBTDJ8Fa0PT/SYuTUr/8ABXbwKse4eDdaZskECeLtjH+favydaR5GLAHHQcUjyu3LE88f0os+4XP1eT/gr54IZv8AkStbUf8AXxFWlb/8FYvAd5b+YnhbWMr/AKxPMjygwST7jj+VfkUWYNjHPerumtNtnePhdmxjjI5PQ/hmlZ9wufqmv/BXjwUyjPgvWt3QqLiKtaH/AIKteCZWl/4pPWNsZbJE0R6AYPXAz71+TjC1sSGf9+5Hypnoff0/Wmz6hJcKATtXAJVfu4xjpRbzFc/V6X/grP4ChjOfDOrNMqbyiyxkZyBtDdzgk+nHWopv+CuHgWFVI8Ha2zN0HnRDj1zmvyVEjNyeRUpuiYhG4yo+6fSlbzHc/WBv+Cu3gfy93/CF60DuI2meLPGKik/4K8+CFj3DwTrZ9vPi4r8nmYnoe/3aTc20+neiz7hc+mv22v2r9L/ai8QeH73SdFudGg0u3kjZbyRHeRnYHjb0GBXzLFs85BKzLEWAdkGTjPJA70x8gAmo92aFoB7NDofwQZRu8YeL0OOc6LBj/wBH0V4y3t0op6kcp7Z8R5FX4X/CYhUXdY3ZODnpeSD9cfzr0H9x/wANpXIKr5f2iT6Y+yHk0UUyTz3wLcW8Pwb+JitsaRJtNMeBkk+bJz/KmfEFoR8F/hbjdlv7RLbhjJ+0D9OtFFMfU9BDW7ftdaXEyReR9nts7gCP+QcmP6V5/wDD9YV+FfxXj8tZGSysyJOM5+2xAbc9v8TRRSuKwviH7P8A8M/+BZFjRH/tjU1dlGCRttsZNdxeR2yfteeC7cQxqC2jB12jb/x6wdqKKYf8E474XxwXWlfF92CiSLQ5nTcOn+lRD+uKy9cWNf2b/Cr7FEreI9QBfAycQW3GfSiikPqdhrq2y/HT4QqIowp03QN8arjOY4jkjpzmq/huG3/4TT45M0cfljSdSKblHyH7ZFjHp+FFFMk5+6t7X/hmK2YND9oPix8zBPmC/ZF+XOM9efStn4g2tmda+CylY41bRLAOuzIk/wBIf5jxzn3oopj/AOCblnDav+0B8bM28Txx6br7BNoCpgP9309jXn2lW8Lfs4+JLpdnnL4isYwAnKIYLkn5u+Tjj2FFFIaNLxpbwN4d+CqeUkfmaaxc7R8+dQmGT6/jXa2trZH9q/x7GYYjBENeCRbBtGLacgY7f/WoooJPNvCFtE3wI+Is5RGdb/S0RiASuWuCcH8KufEq3gX4cfCF1SNXk02feQoBb/TZRk+vFFFA+p301naj9tfWIBBCLaOW8/dbAE4sn7dOorzfwjDC37P/AMRZWiRpl1LS1VyAWUZnzg9ulFFIX/AIvjhbxW+j/DMRxJEzeFbd32KBuJnn5Pqa8rVjuXpnPfpRRQ92XHZCMcDHWiiikWf/2Q==) | SJM 949 x069 080701 Fibula af kobberlegering
Bøjle, ret kraftig i godtset, fra en mindre fibel, f.eks. korsformet fibel, evt. lille, kort ligearmet. |
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) | SJM 949 x070 080701 Fibula af kobberlegering
Bøjle, ret kraftig i godtset, fra en mindre fibel, f.eks. korsformet fibel, evt. lille, kort ligearmet. |
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H9oL4O2Pw9+I2taXp257C0upIofMxu2Z43HuR0zU1Ixp/M1pty0POvD+tT2t0ZiqTPJgNJ/s+n5V3J1uabT0iiUAFscfNwT09q4/TfDqWOZLiRUVRnOcZ46YrsdJiF1pctxbDCxuFGQAvPfPrXnTSep0qVj0v4VaPd6tHNcwFjf+YHl3Eq0Cj7snX/aJ6dhXq3hfTdS8O+IruxgvJ9T03VC14kskn7+G5JGQpz8ynI4IBx685434DX0Wg6yJNQuiJb7ETRMucIOjE9BjGK+iYNFfxdfQ22kKlxdyyKC0KYEXcu5GQAARk8ckY5xWKjJv3UYSmtUztfhb4bvtU1ZbkeU2mRw7XuJWZp8kjKL2w2wEnjH1Ne47QoAAwBWB4H8F23gjRxZQTz3crHfNc3D7ndvb0Uc4Hb3OTXQGveo0/Zxt1OPrcQmmGlprVsMZJ0NfDP/AAVSb/iyOmYIH/E5iPP/AFyl6V9yycivhb/gqiH/AOFMaViPzFGrxk9fl/dSc0mNH5QFS64XnB611Hw98UaT4L8QW+p6roVr4ogVHRtNvCyxZI+Vsqc5HPHSubjvZbdw8bbHX7rrwV+ldF4B8TaHofildS8TeHv+EqsCr77CS6aDex6MXUZ4rQh7Hsi/tL/D9FI/4Ud4dI/6+X/+JopF+OHwWYjf8DYlGMHGuTf4UUfMy5f7p+4jCmbealxSVBuRMtN29amK5pu2gCHbzQV6CpdtJs9qAIitCrUpSneXQBDtp4jqRY6kCUARpHxXxf8Ate/s06/rXiJvE3hfTZ9agvSz3Vpbpvkhl2gbgo5ZSAegOCT7V9sKlPC1E4Kasyoycdj8Wbn4YeKbXUUsbzRdQP70JJm1cMp54xjP1FX4/APiOxuUtYraSFWYZhQbnYbhxsxnnnkiv2ZC0u2sfq8eo3OTPhL4AfAHWPGUNtdXumLpNlGWMmpMrKZSTyojYkOQQQTkKD78H7M8J+CdH8E2H2XSrRYAQPMlbmSQjuzd/p05roCp9abtrWFOMNjMZjimkVIRSMK0GRYpjLUv3u2KQ0AV5OlfCX/BVSR4/hHoHlybGOsp9D+5l4r7wkXivhD/AIKrRmT4QaKoUs39rIwwf+mUnbv1pMaPynkjWQ5X5efmHp7/AErpPhr4i0Dwj4oN14n8Mr4p09UZDYtdtbjd2bevPHp71y0ny87skcCup+G+p+FNL8TC68X6Nda9o4jYPZ2d15D7uMMGx0HPHHWtTN7HsEnxs+DEYTzfgUqFl3L/AMTuYZUjg/d5FFRt4+/Z0VB/xbTxE3bJ1c56fWil8yLf3T9y6KXbzk0VBsJik280/FG2mBGVpQtP20baQDNtLtqQLQq5NACBfanKtO204CgBFWn0KtOoATFAp1JQAjCm8U9hSbc9aAGbaTFP6UjUAR4pjCpTTGoAhk6V8Gf8FWWdPhT4eKZ+XVgx/wC/T/4196SDivgn/gq1M0Xwt8OqED7tV5BJGMRP6Gkxo/KiRFmLOOD/AHRXV/Cq48FWPiRpPHltqlzo/ktsTSXRJRLkbSdwwVxn9K5ZvLVi7Iyk/dXOa674XN4L/wCEkabxva6ldaOIiPJ0uRY5fMyNpy3GMZ4yK1M3sesNrH7MkrP/AMSDxsW25+W5gGT7c0USah+zVEqs+g+N1bJ+U3EOPzzRSv5/h/wDO3k/v/4J+5FLjinYpMUjcbS7aUCloAbjijbSmloAKVRil6nNLQAq0oFFFIBV606kFLSAKKTpS0AFFFFACH1pKWkoAZTWp9MbtQBE44NfA3/BVre3w18NKiM//EzJOB/0yavvp+lfAH/BWK4eH4d+FFRwA2pvuRjwwER7fjSY0flbM7tKSwOfTFdd8L/+EJ/4SJx47m1aDSGiyjaMqNIJMjG4PxjGffpXJ3DFcspO09s5xXYfCvTfBWsa9LF471m90XS1gJinsLbznMmRgEdhjPOK1M5bHq76b+zXdMWTXfG0JyMg28HPP05/+vRUUPw7/Z5mSU/8LM14Oo3Af2Xjd64yBz7UUr+f4f8AAM/kz90KKKU4oNxKKDRQAUuKBS5oAKVetFKtAC0uKBTqQCCjNFDUAFJ0pQaSgBdwoNJSUrAGaWkooAbSGnNTaAIWyMqT9K/Pv/grRMV+HvhOPOA+pSZ+gj/xxX6CT/d3DqvNfnn/AMFbPm8E+DAHCj7fMQD3/dipY0fluzFWPpXafCnSPBWt6/ND431q+0TShCWjuLC285vMyAFYdhgk59q4mRT6Z+ldn8KfDfhTxLrNzb+LvFMnhSzSHdFcx2bXO98j5SFPHGTn2rVGctj1mb4f/s6CNj/wsnxCDjIA0rn+VFRyfCX4Fm3IHxluGk25H/Ehl59B1oqW/P8Ar7iF6M/dMYpK+T5v+ClXwkhWLeNc3uu/y1slLKPf5/8AOPcVWj/4KcfCGeUxKmvBsE5axQD8/MoubH1xmjNfKuo/8FIPhHpuQ9xqkpwGXyrZDuB6EZcduecdar2//BSz4Q3G4pJrG1Tjc1ogGf8Av5/nFF0I+suuKcK+VpP+CjvwehjjebUNQhLjIja1DN1x0Vj9c9Kqn/gpf8HBOEFzq5U5/efYfl47/eyfyouhn1pmnCvkT/h518GhgGXWgTnj7CP/AIunf8PPPgvnH2rWmPbbYDn/AMfpcyA+uqUNXyT/AMPNvguMg3OtAgZINj09vv06f/gpt8FbfGb7V2BQPlbDI57fe60cyGfWmaSvkYf8FQvgoz7Rda0ecZ/s/H/s1XLH/gpZ8GNQlCJqOpRMennWe3v/AL1HMgPqzdRur5V1D/gpD8H9PhnklutVBhaNWQ2WGJcEjHzc8DNZ/wDw87+C+0H7ZrIBz/zD/Qf71HMhH11uo3V8pL/wUi+D7523WsNthEx/0H+E4I/i64NWf+Hinwia5EKX+ouAA0kv2TEcYOOWYtjv2NFwPqTdQ1fKc3/BST4NQxxS/wBp6jLDJI8avFZE8rjqCQQDkYOOaik/4KYfBeKNX+3asxboi2J3fXBalzIZ9YGmD5a+T4/+Cm3wWmkMaXesFgCT/wAS/sP+BVF/w87+C2QDda0ufXT/AP7KnzILH1pJX5zf8Fbvl8KeCIdx+a9uSoHQ/In+NewT/wDBT74Kx8G61k844sP/ALKvjT9v/wDay8G/tEaf4YsfCAvpPsMs0k73lsI/vBAoXkn+E1Ld7Aj4qYjIBJArsPhj4R0Dxhrc1l4h8VWvhCzjh81by7t3l8xsj5Aqd8EnJ9K4p+2RXY/C/wAI+HvGWtXFr4i8W2/hC2jh3pd3Ns8wkbIGwBehwScn0rQzlsesSfAH4WCKRk+OOjswGQDpkw5x/vUU1PgD8LpOU+OWk9cHdps2enYZoo+aM015niMmoXFx5kkkrMz8Fj/n2qL7YVUqrHDdeeWrovDPw81Xxjo/iDUNOaD7Podn9uuVd8N5e4L8oxyef0NReCPhzqnj3+2msDCo0nT5dRn859uYowN2OOvPAqi7oxpbtpreMk52fJ+HUfzNEN8beHfuyxPyr/WtzwF8P9T+ImoXmn6c0Kva2kl45mbaoSMZbkA89h7kUngr4e6p8RtevNN0cQrNbWk1632iTA8qJdzcjqcdqB3Rz/2x2YsWI6nk037WxwQxyO9b3w7+H+rfE3xVB4e0dYWv5klkXz22oFRC7ZOD2U/jSfDvwDqXxG8ZWPhrS/JXULtyqfaH2R5AJOW7dKAujBkkfzCCcnAJP4UrXBWMHJ3N/Kug8G+AdZ8fePLTwjp7R/2ndXLwqJX2xhgCWJPphT+VQ+G/Auq+MPHFp4XsUj/tO6ufskSyPhA2SOT6UBdGJHdbeH3MuOgbHbimtdMyBc5wMfhWvD4L1G68bp4UjVBq73/9nBWfCebv2Y3em7vTtf8AA+p+HfHVx4TuFjbVre8+wMI2yhlDbeCe2e9AXMHz2XvxQbhjzuNdD4q+HWr+EfH1z4Pvkh/ti3ultGWJ9yGRiAMN6ciofGXgPVPAvjO/8MaiIzqVjL5MvkvuTdgHhuOOaQXRDc6k15pdtC3MylmJA5ccAfiMVDZ2M9w5y4iC8ncen+H41v8Ajfwne/DnxI2ian8moWscRdYWDY3IHGG9MN2pnxK8H614B1yLSNWSC3uZbaG78q1fcu2VAy598NzQFyk2oRwqhRvtMixsmWJx37f/AF6oX+tXF1IWeTIb+EcKPYAdK1vHXgHV/hxqUGm6ukcd1Jbw3Q8mQOPLlQMvI74qPx54B1bwDdaVDqiRIdRsIdQt/KfdmKQErnjhuORQJNGAt0+c7yBnPWrcl0LxEw2JkXv/AB//AF6v+K/AeqeDLPQbnUREItasV1G18p92YmZlG70OVPFSeM/h3rHgWz0C61NYli1qxTUbQxSbj5TEgbvQ/L0osO6MJryVWyxyduKh+0vyc810Pij4faz4R0Pw7q+opGtnr1u91Z7HySivtO4djkfkaZr3gDVvDvhLw94kvEiXTteE5syj5Y+U4R9w7cnigLowpbgyKMnmoXY9c10niD4e6v4a8J+HPEN4sS6frqzNaFXy5EbbW3DtyePWk8XfD/VfBel+Hr7Uo41g1yyF/ZmN9x8osV+YdjkUWDmRzO6k5zj3puCTxzShTtLfw9DzSGG4jNFIeM896KBn0V8BLgR/D74uzYX93oGCuAc5lXAPH+cVS/ZpujJD8TyTyPB98Qv4oKKKZl3Ln7IUsL+MfFCysUX/AIR2/JcY+UCPOf6/hVX9kuTyviJr+MNjw9qRznp+6P8Ah+tFFA31Iv2PbjyfjxpjA4ItL05H/XtIaZ+ybcBf2j/CxQlw08mcjHWJ89/UmiimDW5Z/ZzkDftTaDOFAP8AaM7FQ2OdsnpUHwNmth+05oEnmf8AMb+VcYUkuwAz6c0UUdhPqUdFkhP7UltIjOZm8VAqu0bd32r69Kt/Eya2/wCGq9VaQOZP+EkyzKQFB88Z69qKKS6A936Fv41Ted+1zqig7pP7dhQsehbcgzjsPxrO/aZuEm/aU8UR3LMYE1EBtigHGFyB70UU+w+vyHftdIsP7QOuJGrLGI7QIp6gC3jA/lVr9ribd8XLQOcH+xtPGMYx+4WiikHb0LH7XUkbfFS3jTGF0PT8LnPSBT/Kof2sLhJdd8CbD8g8Jadtz/uNRRR/mKK29P8AIh/aUXytD+E0YONvhG1OPcvIf61a/aVaM+F/hOQ+WHhW3XGcj77n+lFFD/UI/ZI/2gnX/hVPwVUNnGhzEnOesxqt8XWVf2e/gxGrhv3WpEjPTNwKKKH1Evsk/wAaZM/AP4MKMcW+odv+m61H+0kzL4L+D0TdV8Lxnr6yNRRQ+vqEenzPBj1pwX5Sc/hRRSNhpb0HFFFFAH//2Q==) | SJM 949 x071 080701 Fibula af kobberlegering
Knoppen fra en korsformetfibel. Fra én af siderne, idet der ses en tynd jerntråd fra spiralen der går gennem knoppen. |
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) | SJM 949 x072 080701 Fibula af kobberlegering
Knop fra korsformet fibel - formentlig endeknoppen der vender bagud fra hovedpladen. |
![](data:image/jpeg;base64,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) | SJM 949 x073 080701 Fibula af kobberlegering
Fragment af bestående af bøjlen og foden, eller evt. den ene arm. Umiddelbart kunne det ligne en lille, kort ligearmet fibel, men på undersiden ses der rester af nåleanordning i begge ender, dvs. også delvist oppe på bøjlen. Det kunne f.eks. passe bedre på en lille fible med høj nåleskede. |
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) | SJM 949 x074 080701 Fibula af kobberlegering
Rektangulær pladefibel, kanterne kraftig afgnavet. Kompliceret dyrestil indenfor en bred, blank ramme. På bagsiden næsten hel bevaret nåleskede. I modsatte end rustspor efter nål, samt spor efter afbrudt nålefæste, der er erstattet af et tomt nittehul efter et repareret fæste.
På bagsiden ses en hel del fortinning, på forsiden evt. smårester af forgyldning. |
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) | SJM 949 x075 080701 Fibula af kobberlegering
Fuglefibel (evt fiskefibel), fragment, afgnavede kanter. Oversiden generelt glat, dog med tynde konturlinjer langs kanterne, samt et smalt stempelornamenteret bælte centralt i længderetningen. På bagsiden rester af nåleanordning. Den ene ende afbrudt. |
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) | SJM 949 x076 080701 Fibula af kobberlegering
Mindre fragment af pladefibel. Typen kan ikke bestemmes med sikkerhed, men der kanevt. være tale om en fuglefibel, ravnefibel eller lignende. På bagsiden rester af nåleanordning |
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) | SJM 949 x078 080701 Fibula af kobberlegering
Rhombeformet fibel, overfladen helt bortslidt, dog lidt rester af forgylsning på forsiden. På bagsiden rester af dobbelt nålefæste med dele af en kobberlegeret nål, samt enkeltfliget nåleskede. |
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SxIHoOeuY95k3d9WawtXgvr+yuriS6mntJJI0d13xx7cFjtGD824Dg4IJ4Jrw7xw+l61qXiR3H9kTWEkM88sjttRizKduR1GF6dAWNe+XXh3+0LxXsLh3gMK77cABTGyupGSAy7QSRj0HQ15l4k8KJfadqllrUVs5lMsCaknyrvzuV3wMbmTGenzHFJaO7NIWT0ZofDXwnDpq3Nubq4iMNiZUuocHlWJc5OQWwMD3GRWhbazez3DXc0ivcTI8ksqlSocOFzlVOAeG9gADipPgveHSvD50u6hS6eO28thLLukEeWUnP+yMHg9O9cjpMr67faqsNzGs+majLauu1lYgKjNIc5Xn5gvrjryadt2XSmlJ859DeFdb3RJC0PltHAjZVgVOc4I746D2579Pfvhr4gGpac9m8geWEkr67c+nsf518deF7r+zdQtlbUFtJLVHlj8ptvnodpdtrdF6kgYwcduT7X8L/Ew0+8gu8Nhhydm0OMc8ZypGeh6A98VtRn7Gan06lOUal+U+jKZJ0NLHIs0ayIdysAwPqDTX6Gvpkc5+O3/BVJn/4aNtccKNFtx9T5sp/rXx1odra3+tWVpeX8ek2ssypJfSo7pApPLlUBYgDsoJr7F/4KqL5f7Q0LlSHfR7cq3YjzJR/MV8aaDPp1vrVnLq9rcXumLKDcW9rOIZZEzyquVYKfcqaIjZ9Pfs9/DnwrZ/H/AOGN5a/GHR9XuYfFOlyJYR2N+j3DC8iIjUvEBknjLEAZ5oqv+zl4k+EU37Qfwvj0zwT4mtdRfxTpa21xca/FJHHKbqIIzILYblDYJGRn1FFJhE/bWmSU6mYwuBVDM+5Uk1m31ol3bTW8gJimRo2x6EYP862pl4zVC4XHagZ8i6H+wHoP/CO3GheI9dm1Cw+aO3m0+EW9wsZPALMXHZSRjGRXxF8Xvg7rf7KfxAvbSd55tLLNNpN4y/Jdx8ADjgMNx3A9CBxggn9im9K4f4zfCvRvjN8OtX8L62qi2uoiYrnALW0oGUlU+oP5jIPBNc0qMeWyRfNd6nwT8E/GH9tWltqEtwsVzJG00EAbJJOcgE89cg+mea9SuPETeI9HElxajTtXWRHhgmAKPglXXB46A+xyDXzv8EPC8sfgZ9Qu70PbWs8q2mOUVkJUkA9PlllfcMHIOegz6SfEE1p4Lk1W/tPsthBp5uBPuy2QG2If9rBIz356dK+fqRSm1EycfeOSjYXnja+1G3SINqNtPb75IwVJhZDGMjort8ueOA2OQK1vBfh17fWbgJ8tk7hlkYF8swCAH0Ylfxyc9jXMaHHLoel21pdSNFcPawG0aPLp5Qk3vMcY/wCWhByDkCTjoRXq3w3U3mm2+lyxzKb9CtzczKqGM5Ygc5wwCgg5/iHc0ST2R0wfKpTWtjauvEFj4VtZEuphCY54h5O4qCQqssXPXtn+vOM1NQtdW8TalPFFJZx+Rs3uSVR3VmU7cAAgKcEcDk9TWB8QtFsfF3xA0nwt5Cj+zbtXubpssZwqhgGPt5aqf94DjPLrH4l6b4g1DxXb3sc9vZeaqW98p3w3UBkC4Dg5B3Ej1Az3NEY3Whw1Lt7anSf8IbIuqWYFzcaLfXifZGUQjCKisQQ3QglOuAe5wcV5lrnjzxJofjFfB2uLM0rTbrPULRFDfMBhHxj5cgtv6g565r6M0PVF8YaLMY0b7bYTq0yXC+WWiZmO4Y45JDZ6cHHBr59+M1xe/wBtaNq0VtPa6haEQpJFjYv7wFARzlV2sOfUcjOauC1szOnJ82qNPwH8YLtfEIhufM8me4a3wH2shBKlTnv84JB6beOtfS8vhux1XTSzW6pHdMDxEFUEKgYEDg/cByfUj2PyL460a2/tS/v7FttwbjdqdrDNuSG4cs2FBUEBmDYOfX+6SPqP4M+LV1zwXbXd0S0cX7m4VgQdwJDcnnoVOe5AqJeR6WIcZUlWjutzyS1txp3jyezguDpxs7dQ4STYpRiWAxjGckD6EVV0bXVt/Fwt76F7WfWJFS5VU2xy7C+XT1XO5dw45BOMGuk+J+hJpvio6jHbm5swI5t/KySrhgy9ORgg45PUjpWf8RPD4t7jSZQY4p4LhorfgKyRlnwQuQS29gQec7mzzg1mmc8tz0eDw1a3WqC5kSO5KoIyCgJ+dVjLq393apxz1P4V0fhXU9t1alCpRV27l+cBu/cHgcZxnv068T4q1bUfDOgXl9o8ceokxGGG3SXG9QoZh9dw/T1p3gT4mw+LvD1gjWw0/Vo4DdMFXBEQ3DLL6j5Tx6dMcUr9zRSnZaaH2l4D1D+0PDduxbcYyUz6gdP0Nbz9DXnnwQ1KPUPDLGIKEUqcKQR3H9P0r0J/umvp8PLmpRZnLc/Hb/gqlKs37Q1up4MelRAnPbc5x+pr5A8GLqreLtJGh2C6pq/2lPstnJarcrNJn5VMTAq4J7EEGvrn/gqdtb9oZsJ8y6bbgvzk5MnHpjivj3w/p8Gqa5Z2lzqcGjwTSqj31yrmOAf322KzYHsCa2iKR9rfBO3+N6/Gr4df238MtO07SV8TaWbu9j8KWkDQR/a4t7iRYwUOOdwwRiiuD/Z/+G+h6T8ffhfc2/xf0HWJovFelOmnwJeiS4xeQ4Rd0IUE/wC0QPeihijsftaKGFLSNTKIJvTFULqr81Zl03JpgikxyxFcz8TfFSeB/h34j15kSX+z7CadY5PuuwQ7VPsTgfjV/wASeLtC8IwpPresWOkRPnY17cJFvwMkLuIyfpXxV+11+0Vp/wAUtNbwL4Nne80tJo5tVv1RkWUqwZIk3AEqCNzHvhccZzzVKkYJ3ZpGLbPHtJ8P6l4H8N6JDELgXN1MjXtmq/NApZV3H2yQN2Dxt5xiq3x08QOngm5ttOlElml5a2/yvuDmNd7qc+/UHr716Bo+qXUlvZ3LBn2CJvnkAMTNGQxZSAVGCWyD1A6YxXi/xs1uO18EtptzIqX4vReRFSDvjC+XuPbHQ4+teBC8poI2b1O78Sapbaz4bttatZXg1G4t1mmt3BxFuCu23q20/KVxwPm9MV7R8HLKSbwdc6gG82Zo2uS9wF8tyN24Z9sDPQfN+XgHgac6h8LvD97l5Wie4gP7w5AyhVOoyNnmL9R75r1b4b+LI/D/AIKNnqk5hga7jt5mVSpUO3l5K9ccA56Zx60p7OJSXLQaS6nG6Pb6ktrqk9nbyQa7NqUv75CZPJUSqCjnrwWZh6hSRW5p9xaaNoWlNZJBbw3zzvfWsoURSt5qB5SpA+XDPg8clRkZzXZR6Lb3nia6gBgjurWDztPvAxUSNKVIJYcMOMMe3JB64j8XeErfxBp5lgU6dayWUcksUcYxIkjYMagDGRt6jjHGOcib23OFtSeh0FnqV3pug301o7HUFVSrkE71UDbGR6lF2jk8jkk1zHivT01GPRZZI5rezljluZWYA7GKhGXvt4JbII+asvS/G13DcarA21ZdPtC8BEbAh4shlIxgkgjGe4IxyK6O/wBY0u4099M1Fo7dbqBjFMjlTIZFfcmMDBMr4UfxYz3xSV73CXuqx5zFpdzJ44tY4Y0RNYsyNUkmUtHFNCBsJOOOPMwD3Y+1epeBNNW18N6o90ISAsi3HAIYRsy5PfGz5vocnpk85a6fc6GLhLVYpTcyCSQ4KkSCT5GDEZAZQC3BGc84NdzoMd1b+H9SnVITEF85948tU2tlm3YOP4gevBOe9EpbHTBS5JPoTePNNm1u+0XzJGitbIHUrgo+9p4IwCQFzzkDp71Brmi2njqzt727kNpMJUeK4s/vPl1AKnHBBIXIAyOvB4pf2w2ka/YRXsThJtLmi/eMsnku5B2Erk4CoWyAR9BU/mRR2Xh25i33J067EsiQuGjdXRl3HcRwgOdoxyAADghlZHO2+vRFSRI7W+j0m+nlk0+QTeXcSRgAyKAdnAG0BS31w3pXKfDO0l/4X9o8QCy2v2KYmSByFMZBUeuDzgjPRM967PxV4ZfR9Wtbu1klN5fQfPZSDbbliSwlIPsrKW6/MOw4zPhrYzeHPGXiu9uIWfz490TRDPchdvPXC8jjgEe5m3LudSqKdN8p9c/s+kxaLfwFNm11fb3wwJ6/Un8q9Wfoa8q+AEB/se7ncHzWWJHPbIBxj8MV6rJ0NfSYP+BH+upnK19D8bP+CpEhb9oyYZdium23X7oHz8D8zXx7ocmnQ6xayatb3N3pqyA3ENnMsUrp3CuysFPuVNfXX/BUJWb9pq75O3+y7bGT/vdK+U/BP9rr4t0oaBY/2nrPnD7LafY0uxK/OF8p1ZX+hBrpiEj6E/Z41X4RXH7QHwvXSPDXi211ZvFek/ZprzWLeWGOT7bDguq26kr7Aj60V6D8Dr7472fxw+HX9u+A4dP0VvE2mR3l5/wiVrb+XE13ErN5iwgpwfvAgiihijsfr1TW60v8VNZvSqGV7lvlrJnfOa1LjlTWRMMOaGM+AP8Ago1oOo2fxG8D6zGz/wBn6haf2WrEnZFMkrPk+m4Sj67D6V5V4T0WJpW094re9gu5EktzKgLNt52NjkqcsAQeh+lfoR+0J8I7b41/CvV/DkiJ9uKfadPmbgw3SAmMg9s8qT6Oa/PH4P8AjLSp21HTr6JdPv4hJbrHO2HEiDleTjOT6dhXjYyDT5kbc14l+xuZre+FnckTTSs8yXMOGYRoAGVsHkEDG0gYz1xXnHxs8B3moRzXelp9oKwAg5/hGMjHqQQfqTXrGsaPJDrl1qNod2qZFsJtgIDMvz7wOCPLXO7jnHXFdtJpGnahp1/pWqQzWVwtss63S42SN/rDypPIA/LNedGfK1JE3UWfL/wG8WotjF4XvomknhvPtEEO8RP1AkVWOPmwcjJHAcZ5Ar3Sy12LT9NNrqGmtezvNm58qNWXKB2VirA4BwvAI6kAjt4n8fPhjP4K1i38QaTvWN2EhaH+AjGHBHGcsBj/APXRofxJm8YWKaeismoMd0tyrbfLcMFIIwQQR5Z9cjnOa6ZRVRe0iKV+mzPrO1udN8QaGb3woFjukkaCS1ukUsu7zNsRyQWGHYLjOBtHGc11drDb6l4fuLZFLR2koVfLXeTGWBG7tkAEHjvk9cV5BpuonQUmjihuoNQitC1xazxEC5bAbcpAGNo3cZJIPGNtbWm65J4dZY7cXVi8uyWeRiZ0bLEOrZ/hG4dAGIGepwOWS6HLTpu91sQa5p76f4i8SrLFHcC6ljliKtiRQEVTnjkN3XHBxjggV5v8dvO8bWUVrBp8/wBo8PzLbzTWyAA+YPlBwd2xAqruI+9j3Fep6b4ivbdo3mjjkmiYMJjGAwjIDIck5xgqeOCobnqTy3iC4VtQvFiuIdOt7ja0z+Z8oZyxX5ieDt4Htn1qYycXc7lRbd3p8zu7zUmF0bKKSG50zSLS3jtbiSTz2IwArF93ORjOPUcnmur0fT7b+x7kZaK1uIZD8soXnDFtp3Z6sR6ZIrgvB+jw6fbWVxfK063R8hJY8lGOCu7cAcEN8uTweOecV6npl8LHT0id4rmO3jZWZcbVcqSVwPbr379ql3vqE5wpxVOlqeCeJtT1nwT4g0ZYJ3ktrrdYy3jQqIoZlZQkmB9wZZ1I7Z9DXTeHPiZbahCIb2C5s5VvPLkFn8wWVj8rcdVO7P4jk8Zl1rRl8RajDplz5Dysm6V0fDQ+dvRDhhyCPTqPXHJofg/VtO0nV/Dcl3a6n9lt/NjuEQMn7tiyrKjAqAcsA2MEgYzWmjRzcyj0Oh1S41bzmghmTUNMt9otlDKJACzYUlgucZXndznkDk1o6NHcXN5J5ylbdnUCNMAvyWz0BAxxjPt71w0S6o11qFhFOpuYriSURswz5LyMyIxHQhvXOMHnkAej/BOGfxR4o/seKIzTJLskWTJCx92JwcdWPv35qLSk+Vas6oQjGPMkfW/wl0xtO8G2zSKySzkuwYYx2GB2HFdfJ92ktbWOxtIbeEbYokCKPQAYFLJ92vq6cPZwUexyvufi9/wU8y37T+pMBwunWqkj/cJFfKvhqwh1bWrO0n1W20KOSUA6hdeZ5cAwfmbYrN27A9a+pv8AgptMT+1DqyK3/Lhagjp/B0NfLPh240qx1Ozl1rT5tU08SFp7W1uRbyOmCAFk2ttOTn7p6e9OI5H0z8Afh7Z6R8d/hfdRfGDw9rbReK9JYabazXjSXH+mw/KoeELn6kUVm/s++KPhZefH/wCFkGjeAtc03VX8WaQILy419Zkjb7bD8zJ5A3D2yPrRSYR2P29wetNIpTRVgV5l3A1lXUeCa2GHWqFzGGoGZlfkr+2j8Nbv4V/tD6zdWsbQ6Xrz/wBrWsqrhVMmfNwQOCsm/j0K1+tjqVNeBfti/Aeb43fDPOkwrJ4n0R2u9OUkDzwQBLBn/bAGP9pFzgZrGpHmjY0i9dT5D+DfxGtfFGgz3l1Cragsb2VxEx4kPyoj+qnYSP8A61XNN8TT2vjyws7xCoFrJFDK7khmRMAj67TwRjnivAfh9qlz4J8QXdvN9qsIknK3kEi7WRFyCCrdHByuDzx2r3DWNc0bWPEF9AXMT/2Obu31DZx5oK8DA4YkE/iMV89Up8smHIlJoofGrxFBHHb29yzII4i00SKCjsUZRjsM4B/D615v8O/g5BdRX0cmoNEjSJJDfwkARuT9334wcD+laPhXQ774zR67bXUhitJpraxgu2w5hkDGQ8cZG0Ecf3l9a9f1TStI0+yj8OXdg0Gk2Y8kO0Rbz5pCGaQqRgjoFPbAOOKpXprl6jlNRtBHO2kfjbQfD96msPca/b22EjurWQyTRqW53ITu2lCR8pI4GRjNQ2njA7rqO3S4/s+4EUpVJmWdZdioDzzjIHHpmup01oPD3i60h0/XEudEeRYLm3lmLCIkNtdCxJADBQecbWz2zWvp95pfi23lEyR22pwM6/u4w7YyBtIx1Jz0OMetZuTMbU99jn/hb4oTWNN1OF99vd6ReO/mvG0jSAOSNvykoBuHGSBt9GJFTW9Hivp1u9SsVhnY+f8AaLFwo8xUC4kQk8gbtuT0PrXV6Xp9hpGoXU9zp+6+hjR3t7VMMAziNT7/ADH8QD36bH9laZeaJ4i+03Jtr+GV2EhUoUKnKqR6Ag/hjBovrdDUdd3qedaf41mvNQ0zwzDCF1ZoIow6xHaVTK7sKDtA3kEDGSSTivTNQ1u80eSG2i2yW21o49pCtkEBpRwVcH5Qp/ukE4zXlvwus7TUdT13XdfjMOp2Nu1rbXMUed8bAgE46hgAeefmBrUa6lWG0Hms9pbxoiEqCpOWBAB5wRjIPBFKVjeFH2k7LZHZXXim9lurC5e4RDl4kEYOP3gHtyQegPI6Dthlxq0WoaumsAyRXEEL2zLCWQFWbLqwB/vY5YcADHYnF1KHytLsowROrOq/6sk2+dy7sjGOxwQc885xjct4ma/uEhSF40lKeaF3EEgZAyM87hwfT3rLpc9SNGlFJ8prwaXp2pQT3mmpLBdzQyQyXEDMJBlcgrn7oyvGDwffAr6f/Zd8DjR9Du9bubaOK9uWNurRPuQqrEsyj+HcTyBxlc4Ga8B8F+G77WPEdpo2lJb3E95cKZWyMIACzSYz0Cn69evb7f8ADeg23hfQ7PS7QHyLaPYCerHqSfckk/jXp4Gk3L2j2RwV+WC5YmkaimPympGqGb7pr3TgZ+K3/BTLn9qbWDzxZ2oyen+qHSvnLwCNYt/F2lf8I3p6a3rjPutbT7Gt4HbDZUwsrBjjJ5BxjPvX0V/wUqCzftT6+oUpIltaDOeJP3Kn8+f89/mbwnp9tfeJLO2v9aj8O20jHdqUySOkPB5IjUscnjgd6iJUj7I+CMnxxvPjZ8OINa+HEen6R/wk+lvd3UPhOC3MMS3kTO/mpECgABJII4orivgP4d0XTfjz8L7ix+M1n4gnXxZo4Glx29+jXGb6EFQZIwvQk8nHFFDFHY/a40mKWirGMYVBJCGOec4x1qyaY3egDKmg6+tU5I9lbUkeapTwZ5xSKPnT4+fsheFvjZ9q1K2lbw14nmTa+p2kYZbjHTzo8gPjA+YEN05IAFfnt448H6x8LfF134H8YfuWt1jkaaAl1kj3ZDQkgfKwxx7YOCMV+w0kZXNeN/tLfs86b+0B4LFm7JYeIbDdLpeosDiNzjKPjkxtgZ7jAI6YPNVoqauty4yZ+f8AY3w8HadLpVk4S0+0osu2Nj5/8O8ZGQFyfmGCMCu1uLF7GxiubqWGaBsW8MhLMjZXG0FTwAwIHOMYI615TqWi+KfhnrVzoXiixu9O1S0RoWRlOHXcCssfUOhKryvUfTFd9a+IBeafazmAX8Bt1FykbFjHKBvVlTOCQ2SCPUZ7V4dSLi9dy+Q860fxHLffEqOx1W0axtJrdF8+NwJgxzGG5BG7nAXH861Z7qfwvb2XiC11Bo4pPPujYruxuQYQoxHJDAhlIxz04NcRNfXFhqT3n7uQ6o6/aLWc7w3msXV3B+6ecZGR8o6ZrufiR4VHiDwhaw6ZZFLuOZYd0dzteZclmDDPIBBYFjyX6nHFy3XY05Vsdn8KviR/wkGjm8kkZ54XE7mIqhk/eKGjYgDHJyAWwd5HJC133xEnuF8I2eoLawzW51FUmj2HZNFKxgY5xx8rjj1jA55z4R4VuLfQ/GsE8lo1lFfMtmTD9xnVTGzgDod7Jz6pnnkV734/guLj4UatbRM++0jFz+5dc7VKElR2LbSMA4/phNKMk11M9Urdit4U8Miyl8X3gjt3tpbCC1sF3hSxhOUJz1y2xOeTtA71h2919rt7adk8ndKpEBwMDcvy9cg53DH+yQetb2h+R4h0W3sbkz2M9xb+ftJOYoXLMzHszAt06MOe2aotpz3CNcpcfaZIzIFUSrvuI1kxE4z13IFPPoeoNZyHh5r2j5jd0vTRcWrJGxzIyxmThgnAyD3z8zdfStnw/pNrcXDRWZluLosEgWHcyuS/ygqQCSW2+3y8egk+GPw18U+Mr2ZNK0+ZkWZopbmTIiXOedzAccA+pBGB0r68+E3wI0n4bxpeXG3U9cKjdcuMpCRniIHpjcRu6444HFb4fDTq+SO2pXjFb3LPwZ+FNv8AD3S5bu4iVtbv/nndiWMKkD90CSeMjJ9T64Fej0tFfRQioRUY7I8qUnJ3Y01DN901M1Qy/dPFakH4n/8ABShQv7U/iN+im3tA3fnyE/pivmjwzd6THr1nJrtldalpiMfOtbS5EEsgwcBZCjBTnB+6c9OM5r6V/wCCkCk/tVeKWQq2YbQMmQT/AMe0fbNeA/DW38QJ460v/hGdKh1rW2Zxb2FxZx3SOdjbgYnBVsLuPI4xnqKiJUj2n4A678LLj9oD4VwaF4P8Rafq58XaOILq81uOaONvt0OSyCBc8Z4BHWivRPhPF8ZB8ZPhw3ib4f6bo+if8JbopuL6Dw9aW7RL/aEAGJEQMvzbRkHuexookKOx+vxcL19ccc0UlFWAtIeaKTNACMoqGSMVP1pNuKYzPktw1VZLXPatgx1G0INFh3PPfiD8L/DfxP0U6X4l0mHU7UNvjZ8rJC396ORSGQ+4Iz0PFfHPxk/YJ1nRbp9b+HGqXGoW6/vJdDu5hHMSDnMUvCseowQDgkZJNfoDJbD0qBrTNZTpxn8SKUmj8aPGVhr8d3daf4ssJYr1l+zL/aFqYrqHB4zjBIKnGeuO2Bz0Ph/xNJDa2Vjb6fHcWa8FoWyUm3bV75I6nPfPPt+rviXwFoXjOy+x69o1jrFt1Ed7brKFPqNw4PA5FeO65+wv8NtWleTTo9V8N7zlk0u8+QkY5xKr46dsDFcE8HdWiy/aHxtptlaQahpoeOOSGO8eQhcFncYbeQV4yEI79O+a6LXrzUt0dnZxyTfNxDgtGyMpJyGHIG5vqGOOM19NaL+wb4W0u8Lt4i1m4tCwPkt5QfgYxvC/07mvXPDH7Pvgfwy0TwaKl1NGAvm3ztMTjAGVY7eMDovasFgqjfvNWJ5opWR8VeDfhjrPjLT0sdH0i+nL7xcTWu0JlpSUxIThAuSQ3Yk9a+ovhl+y9aaQqXfimRb262BfslrK4iHA+83BJHTj05Jr3qC3S3jSONFjjUbVVRgADsBUoXFdlPB04O71ZFyHTtPttKtIrWzt47W2jUKkUShVUDsAKtCkWiuwkWkNLTWoAQ1DN9w1MelQyfdNWI/Eb/go4dv7Vfi59hOUtAG7f8esVfO3g6ztNS8QWtrfa3D4etJch9QuY5ZI48AkZWNWY5PHAPX8a+hv+Ci1w/8Aw1d4xV3YLttNgz0H2WL9M54r548JX2jWWvW0viLT7rVtJUt51rZ3It5XypCkSFGxg4PTnGOOtZxKkfSH7PPw68MQ/tCfC+5tvixoeptb+KdMljsobW9R5nW7iKxqGhC5Y4GTgZPJ70VlfAHWfhhdfHr4VxaD4X8Q6brjeMdG8i4vNWjmgQfb4C25BCpbIyOo5Oc8YopMI3tqfuHTd1Kxpm6tRBnLZ708VHuGfSnhqBjqcBSLTx69aYhmKCtO60N7UwI2jpvl1KcUlAEflCniOn8U4UACpUiqKRaeMUrAFFFIWxQAtOpmaXdSAdQaQNRmgBKgn+XJ7GpiOajuF3RsM44oA/Db/golIW/aw8a5B4NqAfX/AEWKvFPhQfFH/CcWP/CHWf2/X1EhghFtHcZGw7/3cgKn5c9R9Oa9j/4KDTtJ+1d46+bG2W3BH/brFXgnhTTbLWNft7W/1uDw9aOGLahcxSyJHhSRlYlZjk4HA788VnEcj7A+GEnxxHxi+GB8X+HlsPDjeMND+0z/ANiWcG3/AImNvs/eRxhly20cHvjocUV5/wDAfwL4Z0X4+fCi8034maZ4iu08ZaKE0+3s7yN5c38AJBkiVeOTye3FFDFHY9tsf+CqXxNuJEDaP4aEY/1khtpsAZ68S/oM0+8/4Ku+OolKx6NoBcO3zCCU7l7DHm8fXJ6/dr4Ym0u//sKTUIreVtPjnW2kuT9xZCpZU+uFJ/A1DdaDqNhJp6T2sivqESz2gI/1yMxVWX1BZSPwqh3Puu3/AOCr3j0o7TaD4ejDD5AsMxI5HJ/e9MZ+vtSTf8FX/iJGhdNC8NAbvlVrecswwf8Aprx2r4ZXw3q76lqdkbGVrzTFke8gx80IjOH3f7p6/SopNH1D+yTqrW8g09JvsxucZTzcbtufXHNAXPuNf+CtfxLVmX+wPCrEcbvs1xt69f8AX/WrUH/BWn4i4DSeHvDLKFyQttcKc5/67+lfCcnh/U47nTbY2Myz6giSWiFTunV2KqV9ckEUW+h6pdzX8MNpM8tgjyXKKvMKJw5YdgO9AXPu9P8Agrb4/Z9x8OeG1h6k+RPnvx/ruSePyP4V5f8Agrl8Rs4j8NeFx3O63uSAP+/9fCX9k3smk/2iLWUab532cXO35DLt3bc/3sc49KdN4f1aPUbKxawuEu71Y5LaAod0qyY8sqO+7Ix65oC595XX/BXLx2IYjB4X8Pbj97zIpzyOvSYdevtnvTrf/grl45VFa48LeHWGDxHHOpJ9synvXwZbeHtTupr61jspnnsVaW5UISYVU4csOwB61Xm02/8A7Lj1NrWYac8zWqXJU+WZFUMUB9QGUkf7Q9aQH3u//BXbx4WTy/CXh1Ez8wYXDHH18wfyqE/8FeviKrceFPDDD/rncj/2t9K+FP8AhG9W/tKx082FwL2/WJ7W3MZ3zLJjyyo7hsjGOtLHoeo3M2pLFYXDnTEaS8AQkwIrqmX/ALvzMq89yKYXPu4f8FeviIoIfwl4X38YxHc4/wDR1Ob/AIK/fEHylKeEPDO4Zzlbjnpj/lrXwPLpl/HpcepyW0y2E0zQR3RQiNpFALIG6ZAZTj3FTyeG9Xh1DT7CTTrpb3UFiktbcxNvnWXHlFF6tuyMY65pWDmPu6L/AILAfET+Pwj4Xx/spcj/ANrVqr/wVy8Z3NhLNF4T0BHijO+NhMfmPCsD5nTcRkY6Drzx+esehanM2oiOxuHOnIZLwLGf9HUOELP/AHRuZV57kCp7XTbuLSP7ReGaOylm8hLgqRG7KoZkzjk4ZTj3FAXPvC1/4K8/EGWaJZPCfhkKWAdglx0yM4/fema1/wDh7N43htWefwr4djkxgArOMNuPOPNyRjHpz3r4JbR9TttUsdLstKuv7Q1BY3tYfIYyzLIAY/LXGWDAjB754FUlsb/UY7+WK0mmFlH510yISIULKu5vQbmUZPciiwrn3vN/wV88ZgEQ+EdB3qVAaQTkMMHccCT5TnbgZPfnvTLj/gr14/ikUDwf4bUbQfmW4O7Pcfva/P5tNvYtNh1F7WZbCaV4I7kofLeRQpZA3QkB0JHbcPWrzeHdcbWrfQzpd42q3Hl+RY+S3nP5iho9qYydyspHqCKLBc+7Zv8Agr98QVC7fCfhjdjkGK5/+PVBP/wV++IxT5fCXhbn/YuT/wC1q+C7fS72+tbyeC1mmisYxLcyIhKwoXVAzHsNzKuT3YCkk0m/hsbK8ktJ0tLxnS2mZDslZSAwU9yCVzjpkUWHc6z4zfFbUvjX8Rta8ZavBbWmoapIrywWasIk2oqAKGJPRR1PrXN+FdS0nS9cgudb0l9b01Q3mWUdybYuSpAO8AkYOD05xiqWq6bd6LqV1YX9tLZ3ttI0M9vOhR4nU4ZWU8gg5GKpmjYNz6h/Zt8cfDS8/aG+FsFl8OLvT7+XxVpaW90fEEkqxSG8iCOUMY3YODjPNFeXfsr/APJ0Hwg/7HHR/wD0thopMErFaHXrP/hS+oaY95GNQfXorlbYj5zGIJFZvpllFXfFXiKwvL74bSQ3kLrYaVbQ3J3A+S63MrMG+gIOPeiincVjXh8ZaTH8UfidqH2yNrLUbbVVtZNwCzNI5KAH37VjNcf8Y/OCgLf8JKMtk8/6MaKKBWNC68U6bJ41+Flyl5CbXTrKwS8ZWGIWS4YuG9CAcn60nh3xNpkHij4ku19DBBqGm6glvJMwxOzyKUUepxkjFFFA+VbGUuu2h+Bv9ltdQ/bl8Q/aBb5G/wAv7Pt3Y9M11HibVrfTviv8LprmZLezt9N0R5Z3ICogVCWJ9AKKKBW1Mrwn4i0uDXvijLc3kEUd9pd9HayGQASu8qlFT+8T1+grFvNYs2+A+l6atzC18niO6uHtg48wRtbQKrleoUlWGe+D6UUUXHyo6069a6t8aPhTJZ3MN4Le00O3kMThgsiLGGQ46EHgjqKpaPrNjp+r/GIXd1DbNe2FxBCjOFMkhv4G2oCRuOFJwOwPpRRRfQm2tjH1bXNNk+BOg6WLlJLyHXryd7ZZAJVRoLcK5Xn5SVYA46qa6vUvFWjyfGP4UX4v7ZrSxsdDS4uROvlW5jEe8SHoCmDuzjGD0ooouHKUvCWoR3SfGy7gdHik0qR0YAOHDajbYI7Y5/WuZ1LVdPk+BWg2cdzGdRj1+8lltzKDIEMFsFfZ1C5DAHuVPpwUUXBLVndWPirSG+P3wov31Kz+wWNnoSXNz5yiKFo4og4ds4UqQQc9COa5fwPrtla+HPif5t1FFLfaMsNssjhTM/2+2Yqo7nYCcDsp9KKKLhyr8itrOF/Z88LY6t4i1Nj/AOA9kK72PxZoqftS+C9ZOqWw0uFdIMt60y+UmyzgRtz9BtZSDnpg9KKKd7MVrr7zzzwHrVlY+CfihDNdxQ3F7pcEVvFI4BmIv7d2Cg9SFUnA7AntV3WNUs774d/C7Tre7gkvLW9vfOhVwXi3zRFCw6jOCRn0NFFCethtdTM/aGl8745ePWzwNcvBx7TMK87Jzg5oopFLY9Q/ZX/5Og+D/wD2OOj/APpbDRRRUspH/9k=) | SJM 949 x079 080701 Fibula af kobberlegering
Emaljefibel - såkaldt Frauenhofen-typen. Overfladen kraftig korroderet. På bagsiden svage rester af nåleanordning. Indhak i den ene side kunne evt stamme fra en perforering langs kanten+ |
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) | SJM 949 x080 080701 Fibula af kobberlegering
Fragment af lille dyrefibel evt. i gennembrudt arbejde, evt, fritstående dyr. Store dele af kroppen og hals er bevaret. På bagsiden ses markante rester af lodretstående flige fra nåleanordning inkl. rustspor fra jernnål.
Der er antagelig tale om en ret svulstig dyrefibel i profil, evt. romansk hvor hovedet har været en face. |
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) | SJM 949 x110 080701 Fibula af kobberlegering
Tungeformet fibel, hel. Simpel sigsag-ornamentik i ret dybt snit, to parallelle linjer adskilt af et blankt bånd. Næsten fuld fortinnet forside.
På bagsiden er der fuldt bevaret nåleanordning og jernnålen ligger på plads i nåleskeden, ligesom den midterste del af nåles ses som rustaftryk på stykkets bagside.
Stykket har altså ligget i jorden med lukket nål. |
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) | SJM 949 x111 080701 Fibula af kobberlegering
Trefliget spænde, fragment bestående af midterstykket, mens alle tre arme af afbrudte. |
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) | SJM 949 x112 080701 Fibula af kobberlegering
Korsformet fibel, hel, bortset fra en del afgnavede kanter. På undersiden rester af enkelfliget nålefæste samt nåleskede. |
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) | SJM 949 x113 080701 Fibula af kobberlegering
Korsformet fibel, mindre fragment bestående af dele af hovedpladen med bagudvendt knop. Rester af enkelfliget nålefæste på undersiden. |
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) | SJM 949 x114 080701 Fibula af kobberlegering
Korsformet fibel, formodet. Del af hovedpalde og bøjlen er bevaret. Enkeltfliget nålefæste på undersiden. |
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) | SJM 949 x115 080701 Fibula af kobberlegering
Korsformet fibel (?), fragment bestående af kraftig tagrygsformet bøjle. |
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) | SJM 949 x116 080701 Fibula af kobberlegering
Bøjle af fibel, en smule af foden, bundter af tværstreger. Korsformet fibel (?). |
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) | SJM 949 x117 080701 Fibula af kobberlegering
Næbfibel, hel, men med kraftigt afgnavede kanter. Oversiden med langsgående, tværriflede vulster og spempelornamentik på fladerne. På undersiden rester af enkeltfliget nålefæste med rustspor fra jernnål. |
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) | SJM 949 x119 080701 Fibula af kobberlegering
Emaljefibel, fragment. Fem små forhøjede felter, hvori grube. Rester af emalje i to af dem. På bagsiden rester af nåleanordning. |
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) | SJM 949 x120 080701 Fibula af kobberlegering
Buet stykke kobberlegering, stort set uden bevaret overflade. Mulig bøjle fra fibel. |
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) | sjm 949 x121 080701 Fibula af kobberlegering
Fibelstump. Uidentificeret type. Ingen spor af ornamentik på oversiden. Påbagsiden formodet dobbeltfliget nålefæste med rustspor fra jernnål. |
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) | SJM 949 x125 080701 Fibula af kobberlegering
Fibel, evt med høj nåleskede (?). Består af en kraftig krop/bøjle med cirkulært tværsnit. I hovedenden er den knebet sammen og danner en del af fligen til nålefæste med rustspor fra jernnål. I modsatte ende udfår en del af en spinkel flig med samme orientering som nålefæstet - der må være tale om del af nåleskeden. |
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) | SJM 949 x126 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af hovedplade og bøjle. Øverst på bøjlet felt med ornamentik. på undersiden enkeltfliget nålefæste med dele af jernnål. |
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) | SJM 949 x127 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af hovedpladen i noget afgnavet tilstand. På undersiden enkeltfliget nålefæste med rust fra jernnål. |
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lKspPlYeDbyb+zhcTt/pKXEsLeZ0YDa6lsnP8ZHqKu6tfLHZ3NxefLcGNlS3mIUOx/iPb0P1ArnPEmhy6PNHY6fJ8kMhcSqSSzEA4Yng9f881RtdQ1DxVZJbiKN5bVWd5DKFBVRydp7n0HU1CUKrUrkS5o38xtrqTQ3RvIFCupIBxuwCpB/QmvTfh/rza8sS+SYnt12SSJEX3gAtt455Cnk5wecivK9ImlYSJGryNnLLkY69fTvXafDXXrjwh4yiaU7UuMrExbKb8Mu1hjlSGI9jg9q0Sbu7aCqJcnKtz6b0vStK8aqljfXclqbdLe4+2JysUfmDc3vhUcYPXHPBNfoTp9jFpmn21nBkQ28SxJk5O1QAP0Ffn3ot2mg+LIplikt1liVP3ZAMYOQrj0OR06cV+gGj339paRY3fX7RAkvTH3lB/rWWDkmpI2qX0TLePmzk4x07UtFFeiYhTWp1NamBznxCUv4H19c4zYTjP8A2zav5zPEDf8AE2uxkHEjdOh5Nf0Y/EZtvgTxCQM40+4OAcf8s2r+czxA4/tCZgMMW5Gc1rEfQ94/Y81vwha/F74Z2eoeCLzU9ek8VacIdaj1R444WN3HsYwhCCEOCRu5x2orqf2J9S+Iq+OPh3b6T430rTfCv/CT2QuNFuNWt47iWM3UfmqsLHeS4yAByc8UVM+hEep+2dNp9NK0I0GGkpxptMAooooGVdUmnt9Nu5baBrq4SF2jgVwhkYKSFBPAJPGT61+J+rTXTarqKXEM1lfLcMk0cinepBOVIPIIwcj/AAr9uq+CP28v2cDp98PiN4ag8uO5kxq0WMoknGJQAOA3O4+uD3rmr03OOnQ3pSUXZ9T4y1JYpJEnjYhdgzHJyCcdv14qtqEk80ZuoBHG6sADCQjZ+gHIx3qrNqEFq2Lp5IYZBvbaNysSBgK2OCP88VHNqVrb3KGG4+0QckcHJAyRnIwe9eYrp2e50VKaa5lsdD4JurO4+1219HG5EZKpIDngfw9dwOeR7Vv+CfEyeEf7UtdVtfs9rK2+38xB87AZ289Oen1rntP8YaffaakH2NfPO4iaFgwV8YwcevQ4zx9Koa1q1xrHkrtNxKkex/3mCTu3DIPUZOc81qryfK+p5kkk22dJdz2tjqN5Na6hJJNNvmJkCMURxjaQRwVLFe/58nm9K06JpZfMAkdnwu3IGPXFZkdxEka29zuE6cMqjJbvnI44q9Z6tGt7biF/mxtb5u3PP8qVnFWR1QS3On8KyQJeSRzRHJb5kbldg4zjPbnP1qTxzLBNHbf2eA6KwKPGoBJJHH4Zb1z14rNmhMxi2xFS7FBIg3EgjgDn60xYXvtoiX7OIMszMQQy8YPB61SkmlfoDp+9dM9h8M+PYfEvlfa7loNQt41U2SqwMvIBJPcHjp04r9I/gb4wtPFvw+0428mZ7NBbzRsfmQjgZHuB+YNfkf4d0GfWNV0+WN5rYRyrvuVwDH8wyxB79ePevv79krXt/jjUrNZ/MSa3d9ygbZCrD+WDz9fWik1Gpo9zOemiPrOiiivRMgpp606mU0BzvxAG7wTrwPI+wzj/AMhtX842tMZb6Rtu3LHgdua/o4+ITFPA+vsvDLYTkf8Aftq/nE1hv9Lfdkncc569a1iPoe6/sg3nw/T4z/DCPVtM8QT+KG8VaaLe5tLyFLNX+1xeWWQxliAcZAbnBxiiu1/Ykh+J0fjr4ff2HFpDeDv+EmszdNOun/afL+1R+aR5n77O3djHP92ipn0Ij1P2zIpKewppqSxhFNxUlNIqgI6KcRSYpjEqlrWjWfiLSbvTdQgW5srqMxSxN0ZSOfp9au0UDPhH4+fsM3tjpuqax4YuW1e1jhklWyZQtzFwThSB+8GAPfjoa+APEXh+6065livLWa0lONlqybMc5Ix+Hp61+9tch42+Dvgn4kHd4l8Mabq8uMCeeAeaB7SDDD8655Ubu8XY3jWsrSVz8IL6aQrb2mnzyZaUu8cf8GOQCR2OR+Vdp4b1iDUL62luTPFJAyh41dUeTHVR6kEfTgV+qPxe/YS+G/xJ05G0XTLfwVrcLIYr/S7fEZC9pIQVVuM88HPc9K1Phz+w/wDCjwJ4TudHuvDlr4lurwH7Xqmqxh7iQknlD/yxOGxmPB4BJJ5qPZEzlGcbM/Lb+zU/ttHliWZPLaRLl4/lkOD+7YZwDnsfTvVHxlp9pGge3SK0mMhm+RiVXco+ReTlev8AjX3v4+/4JsxSzo/grxbNaQF8tBrJLtGudyhJUXJCnGAwz/tV4z42/wCCbfxR0mGW6sNS03xI7HcYrOcxyDg/wyhQfwOeaz9nJbM54x11PnnQL22+yxJ9pYqF/eKeSWwckfjWjayJqV+lhbSmKOP5fMRTgseO2evrVfxt8FfGHw1mZde0TUdFKyNEk11C6RzjvsYjBxntnis/wvG8PiPypr17MW+8xyIpkDNtIAA/En8+tYunu2zeVXlWi1PbvCupMPsmmW9tDGlzuit5p8KVx8xYDgnJ6evFfRvwf8RQeH/H+hz2i7IlbyZI5OMrJgEg55xuY18X2Ukt1Z2sUjwhvMWSC+BKs+5g3zbjwMHjIHavW/A/xF2rYadJbLZXemz+VPNtLh36ZdsHruPzZ5wfSsIRSfu7mfvNqUtj9TaK5z4f+KoPGHhWx1CJ90mwJOp6rIANwP8AP8a6OvWTvqiBKQ06mmqQHN/EP/kRvEH/AF4XHX/rm1fziaoxuL1uP4sfQCv6O/iH83gfxAD0+wT9P+ubV/OFeRBryVWkVMMTlj+nFaxH0Pev2Rl+HDfGr4Ytqdz4mTxP/wAJVp32aK0igNl5n2yPyg7M2/bnbuwM9cUV2P7FNr8QJPHPw7l0fwBpOp+FF8TWXn65c6TDLcQx/ao/NdZ2+YFBkgjpjjpRUz6ERP24ppp1FZlEZpCKkIptUBGRSGpNtJVXAjxSbakxSbadwEpQtAFOFIBwFO6Ugp1QwCiiikBU1PSbHWrNrTULO3v7VvvQXUSyIfqrAivCfFP7Cvwh8SSS3EGgzaHfSP5gutNunUo3barlkA9gor6Bopb7gfnb8Wv2CfF3g3Qr298M6gvjK2jXcLVIjBexgd0XcyyEYPGQTngGvlzRvGGqeHdavJtQiaN408mSCSMoy7f4Sp9x09a/bWvjf9vz9nrSta8D6n8QdMhS01azVFv1jUKLhGZUEhx/GpYc9x9K550lvE2hJbM8E+Ff7RfiPQ7qK5sbqe1tJJBDmPhJSFyOCecc/eBzzX0b4T/bA12STTLK80uC+keURzSMNkpyCxzt+UEDP8PQdO9fDngTUpH17S49QeGLS4LiO28lWZT8ysA/XPQEdOCa+hfCUel6VNeXVtutudkazkNJK+3J2Z6k8HjrzXEpThKyehLqJx1Wp+g2i6tFrmk2t/AGWK4QOFcYI9jVxq4j4JXjX3wv0GYxiMGJgAM4IEjDPPrXcNXqxd0mQ9NDm/iEceB/EBwDjT5+G6f6tq/nD1SESXUxjG3Ln5M5x7D2r+j7x9j/AIQvXSen2GfP/ftq/nC1pfIvpQjb13Ehx0PNbxDoe9/se2HgWT4vfC+fUfF2s2HiX/hKdOMOk2+mh7eRxdx+WrS+aMBjgE7eMng0V0P7F8fiFfH/AMNXtPhNY65pTeJ7Ev4pm0y4klt1+1xh5FlDBB5fJBx8u3milPoRE/cSiiisigpMUtFADTSU402qATbTafRTAZThS0UAKtOpq06pYBRRRSAKKKKACsjxd4V0/wAb+GtR0HVYjNp1/CYZkU4OD3B7EHBH0rXooA/Lz4/fsD+PPCOrC/8AC7f8JN4aWQkGAH7ZbruBBeMfex0ymemSBXpX7P37KHj+612zvfFQNhoMb+bm8VUuG4x8kYGVY92fHTOD3++aKz9nG9wepBY2UGm2cFpbRiK3gRY4416KoGAPyqZulLSVoBz3j4geCtdJGR9hnz/37av5xtShEmoXIztXcx2v8p4yTjJr+jnx9j/hCtdycD7DPyf+ubV/OFrmf7SmxIrLuOMdCM1tEfQ+j/2N7PTX+Jnwzef4pXWjXX/CU2DJ4Zjtbl45yLuMqhZTsHmHjkYGeaKT9jnUorf4m/DK3k+FkWtM/iiwVfFGbvMJ+1x/vPlby/3ec8jHHNFKfQiJ+6NFFFZFBRRRQAlIRS0ZpgJtpKfRRcBuKNtOoouAlLRRSAKKKKACiiigAooooAKKKKACkpaKAOe8fKG8E68DwPsM+cH/AKZtX83upTGO/lOMbXJX25r+kH4hfL4I18np/Z8//otq/m41Vla8mwTjcetaRH0Pqb9i+bUv+E++GqRfGCLQ7QeJ7Hd4Ra4ulNwPtceYwqr5Z8zpycHdz3orA/Y413wtB8W/hhZ3Xw9uNW1s+KNPVdeTUpkSBjeR7JDEq7Ts4OCcHHNFE+hEep+17fGn4frIEbxx4dVyMhTqkGSPX71J/wALr+HpkKDxz4cLjqv9qwZH/j9fzxT65PcSFnZmf+8xJph1u7bINxJg9s8flVez8yj+h1vjh8O422t478NhuRj+1YM8df4qlh+M3gK52+T4z0CXdkjZqUJzgZPRvSv547W/nkbA3fgeauXXjC9FutlBKyQIc7Qc5YjBJ9ego9mB/QQfjl8O+P8AiufDo3dP+JpDz/49ST/HT4dWrETeOfD0RG7IfU4R0zn+Ltg/lX8841q6STzWuHeU/wATMTj/AOvUv/CQXixljOzSEbRznGe3+fWnyID+g0/tCfDBGKt8QvDAYdQdWg/+Kpq/tEfC58BfiJ4YOemNWg/+Kr+eeTUrhjl5W4460w6pMvSRs/WlyID+hs/tEfC4SBP+Fh+Gd5IG3+1YM8/8CqFv2lPhQjBT8RvDG5uAP7Vhyf8Ax6v56hqlwinErbsYznoDULalMGIEjZ+tHIgP6G7j9pL4V2rbZfiF4bjb0bU4gf8A0Kl/4aQ+Fvll/wDhYHh3YP4v7SiA/PdX88n26aQqS7E4weew/wDrUTapMzKPMbaOgzRyID+hBv2pvhAu7PxJ8M/KcH/iZRdfzpjftWfB1Rk/EvwyP+4jH/jX898d47Zy5Ax601rx1B+Yn05pcgH9CP8Aw1f8HNxX/hZXhvIGf+QhH6Z9agb9rz4Lo20/Ezw5n2vlNfz6LdvuP7wrgZ5zzUbXb9dxpcgH9CSfta/BySMunxG0B1HXZdgn8hVST9sj4JxSOjfEnQQyEqw+0dx17V+ANlqE63iOhJZfmIz1xzUy7Y/3s8xCkZCryx9qfIB+/h/bB+DKrIT8Q9GAjzuPmnAxjI6deRVeb9s/4J2+fN+I2jKRjI8xiRnOAQF4PBr8B7jWpXjKxsY1I555P4/hWf8Aa3ZuWNLlA/oBk/bd+BkP3viRpHTPy+Yf5LUdz+3F8DLNgs3xE05DgHHlTdCMg/c9K/Aqa8yuQSJBwR2PvUEl3IWJLHn3o5QP3S+IH7eHwJufBuu20HxBsri4lsZo4447ecs7GMgAfu+pNfhbeSedcSMvTJNQyTO2cn61FI59Mf1ppWGfXP7E+p+LYfHXw2gsPinpWiaE3ieyEvhifUXjuLhTdx741iCEEyDIAzzntRXiP7LLH/hp34Q/9jho/wD6Ww0VMiUrHWyeEdHj8O/Bu6NjH5msXM6X75P+kBbwIA3PZOOKtN4Q0aPxj8a7MadEINFtLySwjyf9HZL2JFK/RWI57GiiukyM3UtJ0y2+Efw81D7F5d7f6pew3UycGaNHhCqfoGP/AH0a6bUfBOgW/wAZPi7pK6ZDHYaXpepz2VuAQsLxgbCvPbtRRQgZwt7oWmRfA/w9rKWqDUpNfvLWafPzPGsMDIp9gWY/ia9DvPBXhyP48eN9HjsLX+zbPRL66t7fBKJKtn5ikc9QefrRRQDPNm0TTR8B4tY+zI2qHxI1obkD5vK+zqwTPpkk16JH4F8OJ+0Z/Yp0y3k0mTRROloOUD/2X5pfr18wbvrzRRQDPP8ATdA0yb4A6xq7WcZ1WHxFa2y3bffWJoJmZPoSqn8K7q18EeHm/aC8A6P/AGXbnTr3SNOmubVl/dyO9mruxHclvm+poooBnD+G/D+n3XwP8eaq9tE+oWWpafFFMw+aNHMu4KffaPyrsIfCPh8fGH4I6f8A2XbNZanp+lSX9uU+S5d5WEhcd84waKKEJnM+HdC0m68BfGCZ7KFrjTzamykZAWgzeBDtPbKnH0NbsnhfRP7d+BKHT7RIdStLc6ghQAXJOoSqxf8AvEqAvPYYooouPuR6V4V0V9Q+OkbWVrIunWU7WKmPP2QrfRKCnHGFJXjsT2rK1Dw/pEfw7+ENwlnbtdX+oXqXcqxgNcKtxEFDnHIAJAz60UUB/X4HS6h4X0Zfi98cLSKwtYbfS9P1SSztliGIWSVQpjAGF2gnGOnSuH1TTbAfAfwZfrawrf3Gv6jDNdbB5kiLFbFVLdSBuOB2yfWiil/X4j/r8D0PUvDGhw/tEfEvTk0yzXTbTRdUa2tRCojjdLMshVcYUg8gjpivNJdLs1/Z3sNRFtCL5vE80Budg8wxi2jO3d125OcetFFJ/wBfeC6f10PU5vDeip+1BqFh/Ztj/Zx8PTTLaiBfKDf2QXDBemd/zZ9eeteWWthZv+zrqF8beE348U28S3G0eaIzaykqG67cgHHqKKKH1CPQ9Pm0LSf+Fza3Aum2n2NPABuBCIV2rJ/ZCN5gGPvbjnd1zzXy8x5NFFKQ4bHpn7LOf+GnvhD/ANjho/8A6Ww0UUVhI0P/2Q==) | SJM 949 x128 080701 Fibula af kobberlegering
Krosformet fibel, fragment bestående af hovedplade og mindre del af bøjlen. På undersiden stør rustklump fra jernnål og antagelig med enkeltfliget nålefæste. |
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) | SJM 949 x129 080701 Fibula af kobberlegering
Korsformet fibel - kun dene ene løse sideknop. Rester af jerntråd gennem knoppen. |
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) | SJM 949 x130 080701 Fibula af kobberlegering
Dyreformet fibel, eller hestefibel. Fragment bestående af forpartiet med forben, og del af krop og hals. Enkelte furer og punkt-cirkel-ornamentik. PÅ bagsiden rest af enkelfliget nåleanordning. |
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) | SJM 949 x131 080701 Fibula af kobberlegering
Næbfibel. Ganske afgnavel på alle kenter, nem i princippet hel (dvs uden egentlige brud). På undersiden rester af enkeltfliget nålefæste. |
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) | SJM 949 x132 080701 Fibula af kobberlegering
Skivefibel, ganske afgnavet og med nedbrudt overflade. Der ses dog tre cirkel-punkt indstemplinger på række, centralt og ved hver kant. På bagsiden enkeltflige nålefæste og -skede |
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) | SJM 949 x133 080701 Fibula af kobberlegering
Skivefibel. Overfladne helt uden spor af ornamentik, alle kanter afgnavet. På bagsiden rester af enkeltfliget nåleanordning. |
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) | SJM 949 x134 080701 Fibula af kobberlegering
Skålfibel - mindre endefragment med de to tydelige øjne. På bagsiden enkeltflig tæt på kanten. |
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Z/eaSQg4JXIO0ckn0HrRdRTkzp3dil8bvjlp/wl0kRwJHqfiK4+W104SDIzwHkGchc/n7ckfnD8SviF4p8SeLI/Eni0yTXNxIJI7VuYlhByFUZ4UjsOOp5rT03Vtb+Inim81u8mludRnkN2bubDKpVhnjHIK4AAwAMCoPi9pP8AbkkJhfz7mTf5ccUeDGX4wRnp1+pJrxKtd1nboXrTlZGroeqaLNqkOpaTbQzT3znzGzlUJJJU4HHBwSf9n1zWDq1vaaTqltdaZqlvMqRK9yANsb7nzsyPQY9xVDw7+zj8WtUt3TS/C+qQRTfKTLbPCp7/AHmAHf8A+vW7p37LPxi8P2dzBN4YvryKUb0RZA+x8YzgE9eM+uBUewnukRKDUr3PQvCPiyG/0izmW9NhJArx39rZnbKYQodXTaQwYnA+XPGOnNcb4o1618U+M4rLWtQm18iASw3TuWkRAeWOeR+fRh25HD6v8Jfid4BsLuTV/COs21kVUi5ht5PKUDqH+o9fSuX8H+Oh/wAJpZNqESonmCLcR90Fh1GemeT9AKl03qpaGdqlH3oan2X+zHJpPgnxhbm6vGtrScl43mf92GKugJ7KTkZ/3RX2wkiyIrKQysMgqcgivy+uNWTR7lbHTZLqUxOzOs3V13HLKMf5z+XpXgT45eJPCsEh0zVQ1sHBa2uG3jkAkBW6HnnFb4bEewTi1dF88ZJcz1Pvjj8q/I/49eFYfHPx/wDFVz4LubGO2jv3WG1VvLL4ALshxgozhyMH/wCv6t8ev2qviXqF1F4MhuLG103WLTM1xYwMt1tJ+ZN244G0HOBkjPrXp/7O3wxtPHw0a41+xhL2sDNMsQCsw2qBuxypOR07Z+6a2rV/buMKfU2X7v4up8oeB/iZdaGl3Y3Baxa/1u1SZWJJtIoyQxHbkAAnvz+PN/tFXltffFNZ7QqVNnDu4x8xz198EflX6neIv2X/AIX+JtHfTp/Bml2gI+S6sbdYLiNgchhIo3Eg4PORxyDX5Y/tBfDG/wDhT8cda8O3182oLC6SW91L8plicb4y3YHDYOOMg1jVwzpNS6GtOa1sdF8OYbXRbdZr+/dGE7gRIoZv9WdjDnpuQ59setfXvwV+Jln4HjTXdeRotPjjC3NxGhYQKwOWAAyQvy5xzgd+/wAWeAWT+0vMM5O3bsi2534IGee3NfXWk6bDeaHJYtHvtr2AbgFwNvp+v6VxuUqTUuxnHkqTdmc/+29+0Z4Z+MXhnRvB3gXUF8QRLcDUb+6hV0iVVXCRgkcsd7HpgYHPXHl/xmhk1r4KaRoulaZcXDWkKtBDGDIURGG48Dt835n0wO9+DP7JerrcXFjY24kOTG13ccQxR7jgse5IA+UDPH419yfCP4QaT8JfD4sLMm7u5OZ7yRQpYnqqr/Av+yPxJrtjCeKlzvRBKUYNJdD8p/hj8UrnwSumJdQyItip9cXAdSCr8fdVeB7kHtTta07Qdc+JUUumT7YWum23GAGhkLE+W477WOM9Bx2Ga/Unxl+zd8NvHVvMmo+E9PimlyTdWMQtpQ397cmMn65r8z/2mv2a9b/Z48WF7Mvd6LeFns75V/1ig52sAOJBxnH1HWoq4Z0/eNYVObRH3V+z74ji0L7Hp924hWGMQklvlG7kfqAfoc19IZBXI6V+YnwL1XVvH2t6Be6lqUmnQRLGs0KkhpAMgMfQtwB2+ev0x063Nrp9tCW3mOJVLeuBXZhJTaakcPur3V0HXn/Hu/0r+cz4tAL8Q/EKLz/xMJ88558xu/ev6Mrz/j3f6V/Ot8YnK/EjxIzIsIbUJz5aDAB8xs/r/Ou/qHQf4B1LwLp2l3K+K/DeuaxdySYjk03VUtVEeBxsaB8kEHnd3AwMZJXV/BnW/iBa+H7pfC/jvRvC9ktwS9vqeq21q8jlVywWXkjAUZ6cY7GimYvc/fC+vINNs57u6kWG2gRpZJHOAqgZJP0Ar81Pil8SB8WPiZrOp3E7jTXIt7SI5+WMH5QD0HGc8dXNfZf7XUl5B8DNbmtJniEbxmZUbaZIy20qT9WU/wDAa/PzwKsTaja2xnEkl07FrdgMA5Q4z9c4Ix09683HT2gdUdNT1zwj4RuNB0KMRRSie4jzLHgud7D7o45POMd+K+kf2ffgCfA8lz4j8RQW8ut3RH2S22h/sEX1P/LVv4iOgAAPUnnPh7faZpvjDQLm4KmB32b2HAdgVRj2+8V5+hr6YqcFTjJuo90JNqOnUKTbS0Zr2SBCoPXkd6/K/wDa4+FumRftNarpmhrHpUNwkUzpCmUWSSNWIVe2WJOB03egwP1J1LULbSNPub68mS2s7aJppppDhURQSzE+gANfmZD4ivPix+0Pq/ihT/ok16fs8bKWZIRlYsgewFcGMa5Uuo/aezTZ4d4x8Ta34R1uKz1G1jt7yO3WAyJubzNuRv5PJI9Mc9qs+CfHLXF6WvX85djL5cnBU46j8q+7rP8AZB8LfG/UpNe8UyXy2ltIkVrbWcqxF9qjfuYqTtPyj5cHIPNdP8Qv2Cfhd4u8P/ZNF0x/Cmpx/NBqFlK8hDejq7EMPyPvXIsNKpHmRUVTtqtT4j028m1j4t+GHglkup7SySOTauSsjgqSeDx0ySMDjNfR/wALPi1/wp24v1vIftNo104toV4aSB9jdf7ysTz7gV4H4k+EPi79n3xlJa+JLGSe3umaO21qzOIrhDwRv4AIAztbBGfoa5r4hfESObW7eziYSxWlpEyEH94SRu3hj3ICjOMnPeuJqdOVlo0Pl5p81tEj7r1L9u7wXpkbf8SLxBPIEZvkgh2ZAzjd5n9Pwr4I+NHxC1P4+fFjUvEr6b9me4Mdvb2MTeZ5ca4RAWwPqTgDJNO8L6hFrlteWro04eELGJSDukOSE3H3UHg9B6ZrsPDui2XhK3m1LUmjt44UaR48AbXDkbmfGcc8qOx61rUrVKitNiVaKdorVnOWOhx+E/Fel25miWWfZFHNI+I/MBO9SDwBngZPP419cfCX7L4mt7aW13CCeMRsrfwjk8HPTOPwr4kvob34nai8VldKumxyhITJ8zPnaCU/MnHAr7Y+AWhv4VzpczMbaGBGinbPUDkE/gTz6d6w+OxnK1F3vds+xPDlhBp2jWcFvGqIsS9B1OBkn3rVFU9JkSfTbSSP7jRKR+VXa+hjblVigrnPiB8PNC+J3hmfQ/ENkt5YyEOOcPE46OjdmHr7kHIJFdHRRbm0YXtqj5h+E/7Iup/Cvx411H4httV8LKQ1vDcRFbqHD7woOCuCeDyM8cDAFfTdOpGpQpxp/ChPV3K95/x7v9K/nL+LH7z4heIxu3bdSuRz/wBdWr+jS8/495PpX85XxazH8RPEoICk6lcEheg/etxVvdB0LngTWPAmmaXcJ4o8Jax4gvGl/d3Gn6wtmiR4HylDBJk5yc57gY45K6v4J6x4807w7cr4W+JWkeDLFromSz1DWEtHeTauZAjAkjG0Z77cdqKZl1P2b/aw2D4B+KWdsFUhYDP3j5ycflmvzu8D2CQ+Lzc211ISwEqRvhsZTMgJ7Y2/ljkYr9Fv2p9EbXvgX4lhXO6JIrjp0CSqWP4Lk/hX5ueErpdO1ZLqEbLv5oZWcgsgYYG0E88447j0ryscvfR0xvZ2PSvFHxag8P6TeWbk3HnysbRV+bdA5yCQe/XI7DFfQP7P/wC0Fr+sWNhaarPHqdtHEqF2UiXAIHLkkuQCOe/1zXxxpGmSeIPiN5kqs62uYYI+cFwuB+bE/jmvpzw9ojaTDZW6z+bcSTou5TtEZYYYepzj6c/hXnRnKm+aDsaN/Ytdn2qCGAI5FKFqOCMQxJGCSEUKM+1SPIsMbSSMERRuZmOAAOpJr6o5z5b/AG8viRd6D4I07wdpUbS6hr8hkmVc5+zREFlwOfmbH4KfWvFvhndWsmqC9sbHS4/NhAuGBLNklT6cHJ3YwRkcdQawv2ivHX/C3vjLearbFn0HTYzZWE3IR1j5dvT5mLEdDgil8K3Ft4P0+01G4fzF+eSSYkBlULhN3YHeUJB/u+leDiKinUbvoiKkeZpI/QD4YtAfB1msGBtaTevPysXJI/UV1S89sV8M/A/9rJNL8SatZ3IiudGEm6VllCuGx80ig9hjHvX2v4e16x8TaTb6lp04ntZlyrDqPUEdiK9LC1o1IKPVG84ODsV/GHg3R/H3h2+0HXbKPUNLvE2SwyfowPUMDyCOQRXwj8XP+CZesy6heap4I8Sw6ijquzTtYHlSgKoAVZVG1uAOoUV+hW3mpFWtJ04z+JCjJx2PxHvPCHjH4M+LV8N+JtIm064MyyMsmOR03IwBDDGfUc++aj8aeKLjxLbw6TZNO1spMlw7Kd0hyRj6AEn3zX6Nf8FCPAum618Ho/EE0W3UtKuo1inA5KOSCpPpnBHpz6mviH4M+HJ7+8NoTG13csYypUSDaVY5b8sZGevtXjYiDpysbJ04/vGrMx/Dd7/ZPh+3s7fSlGt2cqzQ3CZJKbtxV19CO/fP5/SHgv4y6jLp1ij2tvblY83QX55DuVl2dgRznjpgfWuc1XQdK0eRbh7aG6luR5e2F9xjwBjHAx+PT36VL4c0Gz1vxBZRziPSYY498jg4GSw5Ck4O4rnA4GRxjkcHM5OyKcacVztH3t8GPHNt488D2d9bsHCqFJA6jHBru68q/Z/8OpoOgXq26MtpJN8jZyGI4JHAyOn8ucV6t6V9JRb9nHmOTm5tUJRRRWwBTWp1NamBXvP+Pd/pX85nxk2yfFDxXJGR5b6pcsn+6ZWI/TFf0ZXn/Hu/0r+c34ybT8T/ABQYwyodRn27jk48w+woe6DoS+Ab/wAD2unTp4m8Ka5r16JdyT6Zq6Wkax4AClDbyEnO47t3cDHGSV1/wT1LxpY+H7xPDfxX03wJZtckyWN5rD2jSPtX94ECkEYwM/7OO1FMxe5++d5aQahaz2tzEs9vMjRyRSDKupGCCO4INfkr8ZvDZ+Hvxr1zSLVDFFazS+U0ucsu5tn4lSDn3r9cK8F/au/Z7g+LXhGfVNJtUTxbp8ZaCVFG+5j43RE9zgfKex471jiaTqw03R1Qlynxv8OtQt7zWxdpstJNqrI8rL8zgj5mHcsT2/vAdcV6kvi6wngae2n2NG2zByp4XhgTjpgCvmLw14ik867Gow51G2RVBuPlkzEcKGPbkDPPVRyea29VuJ9P8K2F7HHIvnR7pLZmyoG7G9eemABnPO2vnZRtoOkm6nvH19J+3hpnh/S1TVfD9xd6jGfLZ7OdfLlOPvDjKk+n614j8Uv2tPGPxstzpul239heHGK/abK1ZmuJ4yekjjB2njhcDnnNfPVxrqtqN2ZIJI2ufKK7RtRWCAEr2ByK9Y+FPwz1LxpcLY6PaXE8s+0Dyht2oG5Jbooxnr6V1uvWa5W7mvKnG6VjophBdNb6Zp7pJLNdCeOXGRsEjZPTgEHBPPAHFe7aD+yHF8RLeGTxdLNY+H2dZG0u2HlT3YAB/eMOUUnJIHzEY5XFen/CP9nHSPh/5N/qTLqusKiqu5R5NvjkiMY555yeuAcZ5r2Ou6hg1H3qn3HJG6957nwF+1J+yba/B3S08Z/D6GWDw/bOh1LRpJnkWP5gEkDM28x5OGUk43Z6ZxlfCP466zNrUQ0nVJEnEJuruGB8QBsjKbT14Pvj1r798WeF7Hxp4Z1PQtSj8yx1C3e3lA64YYyPcdR9K/N74jfs5+Jv2bdaWa4ZtW8H3ErImoWUW0lWwTHKM/ISB6884PWoxVBp89NWNU+vU/S/w7rEXiDRbPUIcbLiNXK5ztOOR+B4rVWvif8AZ5/aZTSYbWHU5Num3LH/AENELPbQhQFk4GOx+ox1NfVa/F7wSuiyar/wlWkmxjUu0gu03DjONud27j7uM+1dVKtGpG99TNJtXsfNH/BSTxebXwX4W8KQSZn1O9e7kjU87Ilwv4Fn/wDHa+dPA+jxWfhW2ur9pLPURIpjkjUeZGQXKkHHTPG054YdjVj4jfEC8+P3x41DxNbCT+w7NVtbNZAMLAHwpwf7zHJxzya86+Lfj5r7xncaIkrWdvpLhNxYnzZNpwenZsH8BXlV6nPPQ1jT9po9keo+H/F2n+JNsDmSa9YlZGcGPbJu6E9COQOPT6V3Phbw/p0N851hFae0t87YgSJVyCD33HA/InivnfwUqTWvzXEnlbAhZRjc244J/EH3r3a+vDcfB/XJ7iMpPa2KrBdAASIPLHOeuBjP0/KuKdP3eZDhVtV9nayZ98fD/VtM1XwppzaTtW1hhSMRrxswBxiukr80P2Q/2r7+1SWG/aPyLO3WWdZnK7k3YIUdzznPriv0Y8L+KLHxdpEOo6fKJIZBnGeV9jXuYet7RcstJImpFRlZGtRRRXaZiU006m0AV7z/AI93+lfzj/FnzF+IXiFZd3mC/uN2/wC9nzW61/Rvef8AHu/0r+cf4rbG+IniZlbeP7UusY/66tQ90HQueAb7wjb6fNHr/gvWPE12ZdyT6dq32RETA+Up5EmTnJzkdRxxyV0nwb1TxbaaDdR6F8XLPwBa/aSzafdavc2vmvtXMgSNGU5GBk8/LjtRQZPf/hz+gaiilrY1PmX9qj9krTfidot5r/hezj0/xhCDMVhUKl/xkqw6b+uG7nr1yPlT4czW3i3w6mjau8Y1Gw3K8d0pDSIMHBz0IYcA/wB0iv1Er4x/al/Zhv8ATPEl98S/A1m108n7/VtJgOGbGS8sY6Hd1YYzkk85483FYfnXNFalJnPfCj9mLR/G3iiJNSl3aZFH5zIgAd+nAPTqevoK+0PCvg3RPBOmJYaHptvp1qoA2wrgtgYyx6k/Wvhn4H/tIWFrZwIbj7HrFvMw8lxtV1IzznqT0x054xX1boH7RvhDUBNb6hfpp2pW6B5rchnx7jaDx/nJrDAzp004z0kXOXMepYz2pcV4p4p/a78CeH7d/sj32sXeCIre2tmQO2M43PjHqepA7Vq/Cn46Dx9cQW9/py6fNcD900Ll0DddpJHXHfv6V6H1mlzKHNqyeR2uesAVX1bRrLxBpdzp2o20d5Y3MZjlglGVdT2q3T1FdDIPyx/aY+D97+zB47afTJ55vC+rBpNPJwTE6nJicnsue3UMO9ec+D9F1Hxp4la7dpptNLq1xGG2JzyV57dPyr7R/wCCj3ijRW8A6L4cl8u41h71bsIBloIwrLlvQMW/Hb7V4l8M7PS9D08JGYzFJZR3N08hAYTcrhFJ6Djr3J47D5/EKNObUS53STW7PYfh78I7bxLqWnaTpdrBp5fy7u7eGMKYIhntxgncML06V0P7RP7BvhDxZ4EmuvBWmLpPi3TwbiOYSOxv8ZLRyZJ+Y5JBA6nHQ8dP+y/rdgNW1GMzNLc6kgaKVlxkpncv4qAR7Ka+kV6V1YWnGVPme7BN07JH43fCPWlsb6XS7ueO3lmkCjzxkb0V/l/Esf0+h+sfgr4Is/H92vhbVIbr+xpPMhmVjseSEAttLL2IG3I5wT0NfJfxKsbfwj+0F4t0i5jdrO31q4J2nAVBI2PwORX1/wDAb4kafoWrabrOrTDT9OhdrS5uJBhIyyDaW9Bll59jXGornTfdENONW1iz8f8A9iPwH4Q8Fah4w8EWE2g6jokQu3tY5mkhlhQ5k++Swbblgd2MjpzmvSv2aPFkGp6BprwSNtlURyK5yfmBKk88nOefc1d/au+KWi6H8H9R0qLVrVtR8SRf2fZrHIJCUk4kkwD90ITz6keteP8A7J+k6p4PkGiXwUrJdxmzkjkLK0YfOQfZdvQ/xDuDXVVcYVouISu7X3Ptaikpa9MBrU09Kc1IaYFW8/493+lfzifExdvjrXyGUk39wTg9P3jf5/Gv6Or7/j3f6V/OF8Qm3eOtfLD/AJiE5x/20b2oe4LY6L4dtoEemzrq/wAN9W8X3Xmki6stQlt1RdowhVImyc5Oc96K1vhbdeIV0Ocaf8Y7f4fxfaGY6bPqN9blyQp8wLBGy88Dk5+X6UUGL3/4c/oFznpzRTttJitDYSkYCloxTA8Q+OH7KHhH4yW8t2sK6D4j6x6rZxDLNnOZE4D/AF6+/avl7xX+yF8WvB8Oo3GnfZPFLXUarNLYz7ZGVccbJMfwgLgZ4Jr9EKTbXPUoU6nxID8hfFH/AAm/h7xAx8R+GtT0K2ZWb/S7OSPBA/gJHJIz07kV6Z8H/jUbqYxWQktPs4SWKRTuOTJtCkdSVJHp61+ljwrIhR1DKwwVYZBHpXzx8XP2LfCnjSZ9W8LBfCPiEFn3WykWtwSQcSRj7vI6pjHXBriqYFbwKcna1yHSf2uZFXULe60D7dPpxSO4kt5/LG5sY4KnOQc8cVj+M/2uvEn2WWPw/wCGrWxmXh5L66EroueWAAC9AxGSeg45rkPD/wCwb4zjWUXvj+20ppwPONjC9znaw243eXggd854FekeE/2JdHtZBL4u8S6h4reNBFGip9kTZycPhmZjk9dwNNRxTVmybnxlDrOt+OPFGoaveS3WuazqjqZLW7hMrOV4ACqCNvGABgccdq7lv2Q/jN4wtp7zT9PtPD+nrbhksr+4WKe6Yc7AoB2nt8+0dK/Qrwd8PfDfgGzFv4f0W00xNoVnhjHmOB/ec/M34k10lOOEineepfM9+p+V3g/4h+L/AIPeIbbTfEdjc6NqGms0xS4QiRmAATk9RgAA9Dk+ua+vl/ba0HT/AAnDc3mkXdzrskAkjsbV49sh7MSWyi9zw2B617B8TPg94V+Lml/Y/EemR3LKpWG7TCzwZ7o/9DkHuDXwr8YP2EfH3g3Wn1jwLN/wktoiFYl3KlxGuDlChOD1/g6+grN0alHWk9AVm7nz5rTa/wCKviVqXiq7aKLUbu9e7mUNuMcjkuBt6kcdPQV6Noun+MfHnhvUdH0q0S7O9C8W0l5WcjKqAMkHccA+g7CvD9fm8S+E/ERXXNMuNI1W1mEpjngeJwwYHkGvvD/gnz4kj8WXOoXSpaiSGBkmX7sgYGMIyjuCpYZ46HrmuJU3KajI0lJ72PJPD3wH8V/DOO91PxJ4J1GHTYQkiXGxJxEu/J3bC23oPmI4Gc47+1/CnxJHpFjoUxuEdBIPs0kbZXaW453dM47noa+ypZEjjd5GVI1BLMxwAO5PtX5hQ+PLJvitqVnY3ar4Glup2gjaMBdn2qRoynoBuDDAB4A7VpiaKpuLiyItJOTV2fpxY3sWo2cNzC26OVQwIPr2qevln9lnxI2o69q0sOo3V3p3n/Zo0lZseob0OSeCPQivqavTo1Paw5mjLmTvYRqa1Oam10DKl9/qH+lfzkfERjb+ONdkG1n+3zn7odCN5wcnr3r+ji+/493+lfzjfED9x4012NgCFv5gfwkalLdAtjpPhpb6fJoc7Xnws1DxtIZjtv7W7uYljGB8mIlIODk5680VN8Mfti6DMIPi/D4DjE7Y06SfUEL8D94BBEyc9Oufl5HSii5k9/8Ahz+hPbSYp34UlWajdtG2loqrgNxRg06imA3bThQOadgUrgIBT1pB1p61ICrTlFJThUgLRRSnpSA5vxt8OfDHxH037D4m0Ky1q3wQv2qIM0eepR/vIfdSDX5wfHL4Z+Jf2R/iHfX/AIUhvf8AhDr2RZbaeRS0YJVSY2YdWV+mcEgA+9fqJVLV9FsPEGmz6fqdnb6hYzjbLbXUYkjcehUjBrCpTjVVmUpNaI/MmP8AaA8V/GCxWz1TX9SG6BZPsEd55KXBDgMpA4fgMcY7imeE7vQNS0u8jmtVj1K2DRWljHbvK0qkqSh4ySSDz1znmvsiz/Yf+FFh4yPiCLR7rhhImmG7b7HG3Xcqfe69t2PavZvD3hHRPCdp9m0XSbPS4OMpawLHnHGSQOT7muX6o5O8pEttqx4F+x18MfEHhfw3Pq/iC0bTGvDut7GSMxuqkk7ihwVHOACM+vavpKloNd0IKmuWJMY8olNNOPSmmtCipff8e7/Sv5x/iKsjeNNaWTLMLyYBznkBzX9HN7/x7v8ASv5wvH2YPF+srsZD9rmzkY/jNKXQFsdl8L7OOfw5Lv8AhBdeOyLhgdRhkvVVeF/d4hO3I6+vzUVF8NZLT/hH5BN8VT4Lm844sPJvW3cD590KleenXPFFBi9/+HP6FaKO9LVmw2jFO/lSUANpKdTe9MBy0oFApyikAKKcKKWpAKdSYpQaQC0tJRQA6iiipAMUlLRQAm2kNLSUwEpGp1NPpTAqXn/Hu/0r+b7x47N4u1lXfc4u5QXzkH5z371/SFe8Qt7iv5tfGjeZ4o1Uhg2bqQ5Hf5jSkHQ9G+Fek6jqHhkyQfBd/H8AuWB1RIr8nOF/d5gcLx9M/NzRWJ8PbfQpNDdtS+JV34TnMrZsYLG4mBGBh8xsBk8/lRVGLWv/AAGf0RKwPOaduB6EGv5xrX4g63a5kGq3hbORmd8Z9evX3pq/EjX45HddYvizkls3D4OevANF2b6H9Hm4etMaRP7w/Ov5xf8AhZXiJV2rrN5EuNu2KdlyPTgjip7f4ga3IC0ur3+wYyBOxPAx68UXYtD+jBpkHVgPxpvmp13DH1r+di8+L/ie9Rok1e8jiYglBO23gYBxnnA7nJqC3+J/iO33ImtXru/DM9w5zyD3PTIzT5mGh/Risqn+IfnUiyL/AHh+dfzjah8RNauFRDqN023JZmmYlifx+lZ3/CY6x0Op3Xy9P3zcdPf2pXY9D+kzzF/vD86Xzk/vL+dfzbf8J5re3YNUugpHI85sH680knjvWnUL/ad0EX/pq3JPc89aWoH9JH2iMf8ALRfzpPtMX/PRf++hX820PjjWo43hj1O6SN+SqysASOh69f8AGiHxtrFuC0eo3CvjAxIfpmjUND+kn7ZCqkmVAM4yWFH263/57x/99Cv5sJvGms3UgebU7uVwchnmYkH8TUb+JNSB5vZ8Nyf3h+ppahof0qf2hbDrcRf99ig6laLnN1CPrIK/mn/4SS/5/wBLmxn++abN4gvpuXupmP8AtOT2xS1DQ/pX/texI4vLf/v6v+NQtr+mxttbULUHrgzL/j7H8q/mvh8TahAQYryaM/7LkVZutWv9SnVvPkAVQvzOcL3P4ZJP40ahof0if8JHpf8A0EbT0/16f40n/CTaQFLHU7MKDgnz0wD6da/m+XxJc2abIruSRlGAwcgDndx361Rl8SajIoQ3k2wAqFDkDB6jHvRqGh/Sa3irRUxu1ewXPTNygz+tRN4z8Ppydc00fW7j/wAa/m8/tm5aBf8ASZAyD7u44OfT35qK48QXtwFDzttUYCjgDnOAPqaNRH9HeoePPDEdvJ5niLSkAGfmvYhj/wAer+cXxNMJ9cv3Qhg07kFeh+Y1Tk1CZ+sjfnVcynqGO6j1Gey/B/RPE1/4bebR/g7ZeO7X7QynVLmzvJWDYXMYaKZV44PTPzdaK8bivJrfAilkQdcKxHP4UVXN/VzJx1PfdU/ZL+J8fgLQL22+FXjdtZmv7yK7hGgXhdYUS3MLMnl/KCXmwe+Mfw10+pfsb+NYfG/jmzg+GXjRtHsbCaXSZl0a7ZZpl2bAr+XhyctwOuKKKVyjmtQ/ZP8Aibb+BfDl7b/Cbxs+sz3l5HeQjQLxmWJBD5RZPLyoO6Xk9cH0rq9a/ZA8Zp408d2Nt8MvGj6NZWU8mkSLol5sllDoECt5fznaWwOc4NFFFwsctqn7JfxMh8DeF7u3+FPjY6vcXN2l/EugXjMkaGLyiyeX8uQz4PfHtXSah+xv41h8ZfEazt/hj4yOlWNvO+izDRbsrKyzxhAjbP3hKF+BknGe1FFFwMTVv2R/iTH4P8JXNv8ACzxoNTvJrkaiiaDeM0aCRRHuTy/k+Un64rV1X9jjxxH4m+J1ta/C/wAZmx01JzoTjRrsrMReRIgRtn739yznjOQCe1FFFwsZV9+yH8Qo/D/giWH4WeN2vLuWddWC6DeFkVZVCEr5fyAqTjPXGa19S/Y78cR658VraD4X+MzYaasp8PsujXbCYrfRImw7P3v7hpDxnIy3bNFFFxGRJ+yH8RP7J8AyJ8KfGi3V5JKNX/4kV5mNRcbVLjy/3fyc84yOa1tS/Y78cxap8V44vhb4xNvpiMvh/wAvRrxlnIvokBjOz97+5Mjd+Pm7ZooouBlzfsh/EFNL+HsqfCnxsbm9aX+2l/sK8PlgXTKu4eX+7/dY9OOa0b/9j3xwl58V1g+FfjJo9PYjw8w0W9IlH26NP3fyfvf3Jc9+Mt70UUXArTfsd+Pxa/DZo/hX4y8y+Vjro/sa8/dkXkijeNn7v9yEPbjnvVm4/Y68crqHxTC/Crxj9msYXPh/GjXh3t9thUeX8n739yZOPm4ye2QUU7gVpP2PvHzWvwy8r4UeMvPv42OubtFvAEb7bKg8w7P3X7kIcYHGG75px/ZJ+IUjfFIP8KvGZFlEToX/ABI70CRvt8KZj+T96fIMh/i4y3bIKKVwCH9j/wAefavhcG+FPjAJfRq2vf8AEkvcI32+ZD5nyfuj5AjOPl4w3fNV1/ZC+IHk/Elv+FTeMt1mB/YgOh3uWzexr+7+T95+5L+vGT2zRRRcLGlb/sg+OZdf+E6SfCfxf9jvorf/AISDdo16FRjfTI/mnZ+6/ciP+7hcHvk5Fv8Asj/ERtF+ITv8JfGf2q1eEaPnQr0MwNyFbyxs/efu/rxzRRRcR0Oj/sf+MZPGXw+huvhN4u/sy50Qy6uz6Leqi3X+kcSNt+Rvli+Xj+HjnnyCT9ln407sD4Q+PCB0/wCKZvf/AI1RRSbKiM/4ZZ+NX/RIPHn/AITN7/8AGqKKKRR//9k=) | SJM 949 x137 080701 Fibula af kobberlegering
Urnesfibel, hel. Bemærk at enkelte manglede dele skyldes støbefejl, hvor metallet ikke er nået ud i alle dele. På bagsiden rester af nåleanordning. |
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) | SJM 949 x138 080701 Fibula af kobberlegering
Emaljefibel. Oversiden ødelagt, så typen er udefineret. På bagsiden rester af nåleanordning. |
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) | SJM 949 x151 080701 Fibula af kobberlegering
Størstedelen af en ligearmet fibel. |
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) | SJM 949 x152 080701 Fibula af kobberlegering
Korsformet fibel, hel. Model med løse sideknopper (mangler. På bagsiden rester af enkeltfliget nålefæste og -skede. |
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) | SJM 949 x153 080701 Fibula af kobberlegering
Ligearmet fibel af Store Köpinge-typen. Usædvanligt med nål af kobberlegering. |
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) | SJM 949 x154 080701 Fibula af kobberlegering
Rhombeformet fibel med dyrehoveder for enderne. På bagsiden rester af nåleanordning og rust fra jernnål. |
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) | SJM 949 x161 080701 Fibula af kobberlegering
Ganske lille fragment af hovedpladen fra en formodet korsformet fibel. På bagsiden rester af enkeltfliget nålefæstet. |
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) | sjm 949 x162 080701 Fibula af kobberlegering
Fragment af formodet fuglefibel. Fortinnet forside med tværgående lav vulst. På bagsiden rest af flig fra nålefæste eller -skede. |
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) | SJM 949 x165 080701 Fibula af kobberlegering
Komplet fibel med tværkam over ryggen og spirladække. Kraftig sammenbukket.
Lille løst fragment, formentlig fra fastgørelse af nu tabtgået fjeder og nål. |
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) | SJM 949 x167 080701 Fibula af kobberlegering
Fibel - tjek typenavn mm i Ørsnes F..... |
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) | SJM 949 x171 080701 Fibula af kobberlegering
Trefliget fibel, bestående af den ene arm. Rester af fortinning på begge sider.
På bagsiden dobbeltfliget nålefæste med rustspor fra split og jernnål.
Sammefibel som SJM 257x72 og x73 (?) |
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) | SJM 949 x173 080701 Fibula af kobberlegering
Næbfibel, fragment. På bagsiden rester af dobbelt rørformet nålefæste med rester af rust fra jernnålen. |
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) | SJM 949 x177 080701 Fibula af kobberlegering
Skålfibel, fragment. Ganske korroderet men svage spor af ornamentik på den let hvælvede overside. Rest af nåleanordning ved kanten på bagsiden. |
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) | SJM 949 x178 080701 Fibula af kobberlegering
Fibel, fragment. Ligner foden fra en næbfibel, men rustspor ved nåleanordning på undersiden viser at der må være tale om nålefæstet. Det kan evt. være tale om en slank udgave af en lille, kort ligearmet fibel. |
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) | SJM 949 x181 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af fod og bøjle. Ret korroderet. |
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) | SJM 949 x182 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af hovedpladen. På undersiden rester af enkeltfliget nålefæste med rust fra jernnål. |
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) | SJM 949 x183 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af hovedplade. Særform ed flad ende og side-knopper. På bagsiden rester af enkeltfliget nålefæste. |
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) | SJM 949 x184 080701 Fibula af kobberlegering
Kraftig bøjle fra fibel - formentlig en korsformet. Ansats til fod med lille del af nåleskede. Ganske korroderet. |
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) | SJM 949 x185 080701 Fibula af kobberlegering
Fibelfragment. Type? |
![](data:image/jpeg;base64,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) | SJM 949 x202 080701 Fibula af kobberlegering
Fragment af fibel? Tungeformet med dyreslyngsornamentik, forgyldt. Længde: 29 mm.
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) | SJM 949 x205 080701 Fibula af kobberlegering
Fragment af korsfibel. Største mål: 3,8 cm. |
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| SJM 949 x209 080701 Fibula af kobberlegering
Næbfibel af bronze. Mål: Længde 2,2 cm. Bredde 1,8 cm. Fragment af lille næbfibula med ubrudt spiralplade. Ornamenteret med en liste langs kanten samt midt på bøjlen. På bagsiden rester af nålefæste. Fibulaen dateres til Yngre Germansk Jernalder |
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2z/ALIrmqUY1HdmkZOOx+SOg3euW+mINWZrKK1QFUKlGdQMYHGOgxj6Vh+KPErWdxp9tpCp9nu9zFduCARxnnjr2r9SPEH7NPh/Vt5W2WNj/dFeN+Nv2K7Od5LizhiabH3tgDfTNcTwMebmi/kbKu7WZ8jeKZDdeH9I1xHVJxF9mkRASkhVmG4jvnJzmvR/CXxd0PVNPSCa0Wx1ONdiW+3huP4COvI/Q1H40+EOueFWt9PaT7NZQnKwyQ7kPOe2O9ci3w+0z7TC1xbSQhXJLWbsoTvuCZ9fSuSphanLaabXkbRqwbvHfzK5g/sDStXikkW7e7keeNipy6ljj8V4BxxhRW1faP8A8JFp+i6bbSMdUsYDJcXKtlAdowpHocDmqWqX8eiw2WhXEsd9YzkiK4LAN5u0funyPlJHQ98GrdnHMvhXWJtDWGDW1RW+wFv9agUBN2f91hg9M81wO9rGtle7MXVoV0tWisZpYp7kpthcny1cbcuw/BvYAD8Oh8Mawo8QW2m3wt5oLlWlinicAltvHzt06gAccmuc8EWmp+LMTi6axuGZVuY5CcxCTIYEEcISVI69DmoH8D6pp+oTajqUkP2WFGDLgbmySMdfl3EZ/DGKvRaSZztSvdLQ6PxZdyWTa9pOlSPbXUMKvPPJJnAB+4MHluWyc+o9qypNMs28PaXNYO15AVW2ntjEdtu3yheT9zJXt6+lJrsDLpNv+6uYf7QtZDfSCRS/lgBI9zN1PIzzjr61r+EdNH9jLorma1N/HmIYVxMMkl25+UADPUAY9xUJ8qLlHmaLFvbX0kdohiliR8wq7SZiHIJbdyTnjGQMc+hB9G0O+t9A0eyhXUVliY+X+9y+G5+U98E59OD+NcXqnh+SKeC0sZLmKZm8pXlLbPMyQrFumec4AHTFaWgafHHDqc+oTTOIfLibdh1bJyWzjpn8hS5o2uTytaHra4BS8mKrcMoXMfRMnIx+g9q4f4zWpvvDtpeRt5ktrIQWOcmNlJP/AI8Fptr4huLTSLiMQS3ASIGQ7/3iDjoTyQM9Pal0m6h1VVt76UXEpjKtC5K/Ir5yAeSQB9f1qZLmd9zaL5VYveC47mXw1ZwykLOpIuxgbmkznOcc/wCfpUMcL6fqMMtv5cl0iGLymbIwf5EAA++TW9HqtnZ2FxLbmO3tgC0uRsZEOSQRjOfbiuX0O7XXLEahA0bXE9yQseSREn3V3j1xj/vrmo1lJ2Whey1OxuFjktPOUtHPHEUdVxhs9Rj1yTzWfAYLXyHR8yXAY7Xk/iJz+ZOPwqvrFvdW91vYMmnMiiRlz8joF7ehA64rA1XWLiz0+51K2m89uZYozCDtK4yV45J6deuDWTk78pryrc7jWP31ukzhkwhCruIyc8j1H1rA8N3El1qFnoimSWacrBbqM/vGOADnGCST+h+tVNK8RGG0SPW9ct/tVvMwcQqjJIpYlMNtwDtwCDznPtXsP7Lmnp4w+Imq304S6sdHjSSHcq/JM+QvQckAPzXVToz51BrcylUja9z6z0+1FjY29uDkRRrGCe+BiirFFfWJWVkeO9Xcz/xopKAa0KHU6m9aXNIBf1pslukn3lGfWnil/wAKAOM8ZfDPTPF9q8N1Arbh1xyK8L8UfsnBY5JLC5Ydwrc19UUjKH6jIp6rYk/MX4lfBvUbH7RZ39o8XBUThCV+v4dvSuKXR7zTFia4lFy0cXkbsEuV6DJx2/H8a/VjWPCena1C0dzbRyKwwdyg14n46/ZU0zWnkn0x/sUrfwqMr+VYVKFOtrJalxnKGx+c9zrF5ofjG21K2kjVLxViuo5iNhGRwT24wc9q938TafF4gtTGFEUUu2WN0cYdk6Rg+5H5Z+ldF46/Y318KZUhW5aLcEeBirAE5PHQ5964K+8K+JvC1nHp15obJZwliG+fd6jr0PuDXj4jBz5U462OunWi276XPMxDrVxo9jHqVj9nnjMkUwRirpubO3ce2MHj26c16d4ZWyj0AyxRxwXUVk2WjBDnJUsdp45IOcdM9qxlvDc6fLFeIZNw3II8GePGARlsFjgcYzwDzWr4Dun083bTXkV3ErEqqR7AsRQhUbK4JABHB+teVUUrNNWsdcYq6aIl8SW1xELqS+ujDG6zExSDfGCPl4Ay/PY5qto/iq60e4ubOedXDzGWOdm52NjhgAMsPf1qv/Yem6mbj7SrWkMcxTKDcOAxxxkgA9BjjPvmuottV8LQW4k/ta0uBIBtVD5jkgYxnqTjt+lXFdlclru7GjaSS6b5UmoSRx74VSONeVVmOFJHfqOcnrjFVLfQ7nVtUBM72twjfu3UbV7gkA/MW/DHA5pl5r+naxp1xbx2kkiKVIMyY75XIbB69OOK6b4O+H9S8R31xJI0l7fyKII4YY+FJ5JHHBAHNL2dWzlYvmhtcqeKvDs2qaTPZW9y0SNH888vJkbGAW4/lj2rl9H8J+MdF0iCNtAvri0bPlXVrbtKvBznI5wfXFfcHwx+Aen+GLe3utZ/4mV+gysM2Hii6Y4I+Zh69P5163Dbx28apEixovAVQAB+FephcHUir1HuclatF6RR+fHg+x8W3WqPaXnhrWra0lIMTCylZWBHHIUZyfwrvIvgF4g1i6to08LvapcncbiULCIxzy2Dle3GMn0r7Qpa6ZYCnOXM2ZxxEoqyPjyb9lfxRbXyJBpmn3MSt5azG5AXbnO4g844xwM8njFfRHwl+Ftv8M9Mu1BgfUL5lkuHt49iDAwFHcgc8nrnoK7zNKK6KeFp0pc0dzOdac1Zi0UlFdRzmaadTPanLVmg6nUgpaQhadTc0vpTAFXbxnI96dSUtMkWhlLKQCVOPvDqKKKQhrIGHIzVK80Gw1FGS4tIpFPB3KDmr9LSGeUeJv2Z/BHiaVpZdNW3mY53wHbg+vHeuEvv2LdFxINM1q8sBIu1sbWBGc9MetfSWetFRKEZq0lcuMnHVHyI37Ct5ZyD7H4qilgY7WhntCgCnr91uTn19TVZP2EL6G5XZr1j5O0ciFwwI9uf519i0uOKxWHpxd46F+0k1Znzvof7GegWY/4mGsXd4WGWEMaxjPtktge1eveBPhj4f+HNibXRLFbfd9+UgF3+px/KuqFLWqpxWpHMwHSlopK0ELS0lLQAD1pc0UlAhwooopCMunUwGnA8VRZJS0wGn8UhCg0tIKcKYDqKQGlzTJFpabS0CAUfjQKd+FSMTtS0UUAKtLR3opgGKOtLRigA6UUUUhhS0UtAwo/lRSUAOopKKliKY064/wCef/jw/wAacun3H/PP9RWzRWljPmZjrp8/9z9RTxYz/wBz9RWrRRYOZmX9hm/ufqKX7HL/AHP1FadFFhczM37HL/c/UUfY5f7n6itKigOZmd9kl/u/qKX7LL/d/UVoUUw5mZ/2WX+7+opfssn939RV+ilYOZlD7LJ/d/Wl+yyf3f1FXqKLBzMpfZ5P7v6ij7PJ/d/UVdoosHMyn9nk/u/qKPs7/wB39auUUWDmZT+zydxR9nf+7+tXKKLBzMp/Z39P1o8iT+7+tXKKLD5mU/s8np+tH2d/7v61coosHMyn9nk9P1FFXKKXKHMwoooqiAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//9k=) | SJM 949 x212 080701 Fibula af kobberlegering
Fuglefibula (fuglen set ovenfra) af bronze med hvidmetalbelægning. Mål: Længde 3,2 cm. Bredde 1,2 cm. Fugefibula med lidt atypisk udformning. Bredt hoved, der er delvist afbrækket. Bred krop, der enden i et meget smalt stykke, der må have dannet overgang til den afbrække hale. Langs fibulaens kanter en smal ramme med rester af hvidmetalbelægning. Indenfor denne ornamentik med bånd - vanskelige at bestemme på grund af overfladens nedbrydning. Fibulaen dateres til Yngre Germansk Jernalder |
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) | SJM 949 x216 080701 Fibula af kobberlegering
Fragment af korsformet fibel. Foden med rest af nåleskede på undersiden. Længde: 2,6 cm. |
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) | SJM 949 x218 080701 Fibula af kobberlegering
Trefliget fibula af bronze med hvidmetalbelægning. Mål: Længde 3,1 cm. Bredde 2,1 cm. Flig fra trefliget fibula af bronze med hvidmetalbelægning. Fra samme fibula som C 44824. Ornamenteret med rankeornamentik. Rester af nåleholder på bagsiden. Længde: 3,3 cm.
Samme fibel som SJM 949x219 og formentlig også x171. |
![](data:image/jpeg;base64,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) | SJM 949 x219 080701 Fibula af kobberlegering
Trefliget fibula af bronze med hvidmetalbelægning. Mål: Længde 3 cm. Bredde 2,3 cm. Flig fra trefliget fibula af bronze med hvidmetalbelægning. Fra samme fibula som C 44823. Ornamenteret med rankeornamentik. Rester af nåleholder på bagsiden.
Samme fibel som SJM 949x218 og formentlig også x171. |
![](data:image/jpeg;base64,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) | SJM 949 x225 080701 Fibula af kobberlegering
Fragment af korsformet fibel. Længde: 2,7 cm. |
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) | SJM 949 x226 080701 Fibula af kobberlegering
Del af borrestils beslag/fibel ? |
![](data:image/jpeg;base64,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) | SJM 949 x240 080701 Fibula af kobberlegering
Fragment af det midterste af trefliget spænde. Plastisk/relief ornamentik. mål: 3,2x2,1 cm. |
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) | SJM 949 x246 080701 Fibula af kobberlegering
Fibelfragment? Med nålefæsterest med jernspor bagpå. Forsiden med gennembrydning og dekoration med punktcirkler? Største mål: 2,2x1,4 cm. |
![](data:image/jpeg;base64,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) | SJM 949 x250 080701 Fibula af kobberlegering
Fragment af lille, skålformet fibel med dyrehoved. største mål: 2 cm., bredde: 1,4 cm. |
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) | SJM 952 x002 080701 Fibula af kobberlegering
Komplet trefliget spænde |
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) | SJM 952 x171 080701 Fibula af kobberlegering
Emaljefibel. Stjerneformet med seks takker. Central indfatning med meget mørk, muligvis blå emalje. På bagsiden rester af nåleanordning. |
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) | ASR 2321 x029 080702 Hængesmykke af kobberlegering
Skjoldformet hængesmykke af bronze. På midten ses en bukkel med flad top, omgivet af radiære furer. Rester af støbt øsken ses på bagsiden, men stykket har ingen loddespor, som kan angive, hvorvidt den har haft funktion som fibula. På forsiden ses en central forhøjning (delvist afgnavet). Herfra udgår dobbeltlinier og linier strålende ud mod kanten, der også er lettere afgnavet stort set hele vejen rundt. Diameter: ca. 21 mm. Spor efter hvidmetal på begge sider. |
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) | ASR 11 x3982 090101 Fibula af sølv
Møntlignende smykke. Smykkebrakteat? Kons. Der synes at være tale om en stor sølvmønt, der sekundært er omdannet til smykke ved pålodning af bronzenål - og -fæste bagpå. Selve mønten er meget dårligt bevaret, men ligner i størrelse og stil mønter slået under Erik Ejegod (HB2) eller Niels (f.eks. HB5). Præget synes dog at være lidt finere end på disse, så der kan også være tale om en udenlandsk mønt, måske en brakteat?. |
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) | ASR 1265 x064 090101 Fibula af sølv
Fragment af fibel. Foden med del af nåleskede på undersiden. Ornamenteret med forgyldte indstemplinger: to 'juletræer', lynlås og del af cirkel med punkter og streger. På bagsiden små rester af jern - måske fra nålen? Største mål: 1,75x1,5x0,9 cm. |
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) | ASR 1265 x073 090101 Fibula af sølv
Fugleformet fibel - meget fine aftegninger. Tydelige og dybe indsnit. Markeret lårbue. Fra ryggen udgår et trefliget kors. Bagsiden viser ingen spor efter ophængings-system. Største mål ca. 2,3 cm. |
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| ASR 1265 x113 090101 Fibula af sølv
Næsten helt omsmeltet fragment af fibel. Bøjlens ombøjede afslutning ned over spiralen er dog bevaret og eneste sikre kendetegn. De øvrige dele af fragmentet er helt omsmeltet. Ca. 20 x 12 mm. |
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) | ASR 13 x0512 090101 Fibula af sølv
Guds lam fibel i gennembrudt arbejde i nu helt sort metal, der mest ligner sølv. Gennemkorroderet og delvis sprængt. ø 20 mm og på bagsiden udstyret med støbt nålefæste og -holder, hvis asymmetriske placering viser, hvad der er op og ned på motivet. Motivet er et firefodet dyr med hovedet mod højre og kors over ryggen. |
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) | ASR 1689 x269 090101 Fibula af sølv
Broche af sølvblik med indfattet grøn glassten. Jugendstil? Nålefæste bevaret, men nål mangler. Længde: 6,3 cm. |
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) | ASR 1689 x295 090101 Fibula af sølv
Foden af en bøjlefibula af sølv. Der er formenligt tale om en øjefibula (Almgren gruppe III). Foden har et trekantet tværsnit og rester af ornamentik i form af en perlet liste langs den bevarede kant og to cirkulære indstemplinger i enden af foden. I den ende, hvor foden har siddet på bøjlen, er stykket smelte. Der er bevaret rester af nåleholder i hele fodens længde. Længde: 3,2 cm. |
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) | ASR 2321 x398 090101 Fibula af sølv
Tagrygformet fod af fibel. På bagsiden rest af nåleskede. |
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) | ASR 2321 x425 090101 Fibula af sølv
Fibel, fragment. Ligner en Almgren Gr. II. Serie 1. |
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) | ASR 2321 x465 090101 Fibula af sølv
Fibel, fragment af foden der er let tagrygformet. |
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) | ASR 2321 x478 090101 Fibula af sølv
Fibel, fragment bestående af foden med tagrygformet tværsnit og indpunslet tremolerstik langs kanterne. På bagsiden rester af nåleskede. Formentlig Almgren gruppe 2. |
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Stump fra bøjlen fra en fibula med høj krave på bøjlen: trompetfibula. Overfladen ret forvitret. Længde: 1,5 cm. |
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) | ASR 2356 x001 090101 Fibula af sølv
Lille og spinkel, uornamenteret fibel med høj nåleskede. Spiraldelen og nål mangler. L: 2,8 cm |
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) | ASR 872 x276 090101 Fibula af sølv
Fragment af bøjlefibel.Sølv? Længde: 5,4 cm. |
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) | ESM 0563 x213 090101 Fibula af sølv
Sølvfibel i 3 dele. Spiral: med rest af bøjlen, hvor denne har været slået omkring spiraltråden. Spiralen består af 7 vindinger på hver side af bøjlen plus en lidt bredere vinding eller ring ved hver ende af spiralen. Sprialen er slået omkring en ca. 1-1.5mm tyk sølvtråd, der er let udvidet for enderne af spiralen. Bøjlen har fladt rekrangulært tværsnit, hvor denne er slået om spriralen. Bøjlens bredde 3mm, tykkelse knap 1mm. Spiralens totallængde 2.75cm, tykkelse 3.5mm Bøjle og nåleskede: Bøjlen har - såvidt det kan ses - ovalt tværsnit med 3 facetter på undersiden og hvælvet overside. Bøjlen er kraftigt hvælvet og går direkte over i nåleskeden, hvor bøjlen er fladt og tyndt udhamret til nærmest trapezform og oprullet for enden til nåleholder. hvor bøjlen går over i nåleskeden er der på bøjlen indpunslet 2 tværstreger. Samme ornamentik findes i den anden ende af bøjlen umiddelbart inden den slås om spiralen. Bøjlen er her udhamret til fladt rektangulært tværsnit. Bøjle og nåleskede totallængde :3.8cm Højde på nåleholder til bøjlens toppunkt 1.6cm. Bøjlens bredde 3mm, tykkelse 2.5mm. Nåleskedens længde 1.5cm, bredde 0.7mm tykkelse ved bøjlen 1mm Nål: Sølv?nål af trindt tværsnit. I den ene ende af nålen findes en svag ombøjning hvor nålen har gået overi spiralen. Den anden ende af nålen er spids. Nålens længde 3.7cm Diam. knap 2mm i nålens øvre ende. Fiblens totallængde: ca. 3.8cm Højde 1.8-1.9cm Spiralens længde 2.7cm Fiblen er opklæbet på eb gebbensigtig plastikplade som vist på tegning. Den er meget dårligt bevaret og der er formodentlig intet metal tilbage i den. |
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) | ESM 1421 X1096 090101 Fibula af sølv
Sølvfibel, forgyldt. I mange dele, meget fragmenteret |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDn1uZv+esn/fRpy3E3/PV/wDvo1AKepqSyb7RL/z1f/vo0faJf+er/wDfRqLNJuqhE4uJf+ej/wDfRpftEv8Az1f/AL6NVg1ODUCLIuJP+ejf99Gl+0Sf89G/76NVw1LuqiSx9ok/vt+ZpfOk/wCejfmarhqdmgRN50n99vzp3nP/AH2/OoA1OzTFcl86T++350qzP/fb86hzTlNILkvmv/fb86PNf++350zNLQFx4kc/xt+dO8x/7zfnUYpQaBj/ADH/ALzfnR5jf3m/Om0UWAeJG/vN+dL5jf3j+dMU0uaLAO8xv7x/OjzG/vH86bTqQB5jf3j+dFG2ikBi0juEBJp1V7w4iNSajvtD7QyplfXNM+1E/wAP61Tlu/JsVPt/U189/tCfHnxP8Lb7Sf7Gt9MayuEZnk1DdmR1YAouGGOCD0PWlcVrn0kJz6Ufasdq+OYP2wvElzFMUsdICooKyASHzM91G7ngHHPcVk3H7VnxXN4Ug0jw59maQrHNNBMgYZbBJ87A6fqPUVSYOLPtv7YB/Cf0pftw/ut+lfGvhf8Aaw8X3t/JZasnh/7UX2xpYJIVGN24sTL0+XsPQ966e5/aU1i2WFm/sv5sArsbuM9fM9xT5rC5GfUgvh/dP6U8Xo/utXxRqv7WXxDh86XTtI8P3FsqtJG8jSFioHcLJxz64/Q1oeEv2tvHt9Zx3d/4c0G7jkfasdndPE5GCSQSzrkcDBIPXincXKz7J+3KP4W/Kj+0F9G/KuD+HfjxvHXg211qW1SxuJGkSW1jm80RsrkAbsDqArdOjCvO/ip+0Bq3w91Q29t4bh1G22B1nlvzC0nqFQRtkg+47U7k8rPoAagno3/fJp66gn+1/wB8mvkR/wBrnxduPkfDyOZONj/2ttD5HQZi6jnP0qO3/a+8bTMD/wAKzAixnzP7YUDnp1jFF0LlkfYX29P9r/vk04Xyf7X/AHya+MP+G2fFCTCJvh1ECTjjW0JB54IEZweDwfStFf2y/EKqzyfD11RMh2XUwwUgZ5Ii9Kd0HKz6/wDtyf7X/fJpy3iep/I18s2P7WmpXehtqZ8JxxxgE+W2oNu4/wC2PfFQ6f8AtoSXDBZPCRhOwP8AvL8rwc88xc9D+RpXHys+r1uUPf8ASpBMp715n8Ivi9b/ABWtr+SCwexeyZUlUyiRQxz8ucDkbfToRXo69KCdSdXDdORTqr2hyH5zzVgUJ3GOpwptOFMBaKKKkZjduKq3mfJORg4q3Va8H7s1L2NDMvLcyaegHp/U14j8dfhOfiV4RksUhilv7aT7RaidmVC+0qVZl5AIY/jivoLywbSMEfw1nXGno+eKnlvqHNY/Ny+8H+JvBEbJ4g8MXdpDCgAuLWJ5oyVwFy6MVAwDnn8qr/8ACTWmoaUyRXgNzu2os8b7CM56IxxxxznoDnqa/Rq40OOT+EVxPib4N+HPEEjTXui2c0//AD3EQWX/AL7GG/Wq1KVQ+D9aa309bNim2O4kCGbJYINgLFvmAJBB/X2FTeF9Q0TUtWTz72CLySpTe2yKWQ5GAScnGB3798Cvozxl+zLYOy3Wk3M1ldQjEazEyxleflOecc+prwzVPgXrFp4k8+6s4tPMasY9R09gsYbnG5OmMeynnrSui077Fuws7fWFkn09o0UMUeS1nkwTgE85Oe/AArdErr9la7RlVFRfm3EYGcrj2AAH1HfOamh+EY9J04hVd5xMZZGjjSLe2MYOAMjv1rbsI5IrO3jngluLgFXxIwcK3+96A/41PJIvmR6V+zt491fWPEepaB5VkulQ2QvGNvD5ZWRm2DH97hecj0/HnP2gfDd5feJLa5GoXwt9j7oI5BsjI2gFVx3Jwee4r0j9ne6ivtMv2SGMPlcyqzbivzYBBHGOcY6/rV/4reALnxBFHc2T7bu3LPGCMhiRjB/Q/UUor3bp3Mm/ePmVdlvhr+6khkjUxjEibiezYI4PTpx14q7Z6Xa6pY4WeNGdiirvHzeoyBkDqfxP49Lp/gO+1K++yNpC3Gpq2+SNwAuQMEEnqO/XH1ro7X4TeLtFjluWSG62jMdvCoyM9RjGOe+Ca05dLofMjx9vCukXG9hZDeSGlkRUCqAWy3CccYBJ7ke4rm5vKsZFjsZLmAMy+YA8Wxs4+UKIt2eo6HqOvNfRNj+zV4r8VX0kuravHo+nMSI7e2DNKVOPvAEAZwO5+ld/4b/ZF8GaWv8ApovtWZjub7TcFVJ47Jt9O+aai7akuaWx8w7U0Pw3az2V7DfSvGH/ANIwQWO7hFVR3I69Ofwf4V+H2t+IJmfR9EuLoSMxEkcCspySPvbMDg9zz+lfcug/CLwl4dCf2f4d063ZejrbKX/76Iz+tdjBZpCoCqFA6ACq5bEe07HI/CHwDD8PfBlpp4t44LuQCe78rGDMVAPPsAB+Fdz2pFXFOb7tBmFn91/rVlaq2ZG18f3qsipiMdT6ZT6sQUUUUhmQBVe8+4as1WvP9Wal7Fjh/wAe8f8Auj+VMxmn/wDLGMf7IpMUIRGYwaikgDDpVqmNVJk2Of1bT1kjb5a8Z+JWmzrpGorabEuTC3lNIm8BscEjIz+de7agR5bZryzxwyKGPes6mxUT51XxJZL4fF3PGLEsB5sTSlXiw20hSWGM9QfQggmn6dqWmalfSyWWrwX4KlfKSYNtPXjnrx+X41hfGTRLrXtYtY9PlSFXXyrksBt3NnZkfg3P0rhZvg9qWjWyT28onuIX3B4wQR02gAjGetZRk3udNup694T1S88CeOv7YtRMlnPEnnBVJeUBlAUqeOF3D1xjHSvVF/aOt2voLiTTHGiSRZJYjz9xIxleg4ycZOdp6EYPzJ4E1q6vryLw7NDcQvO7TPJG5XyQRu4XptJ4x/tV3F5Y3fj7XotG0rTr7UcxebFJHI22GQSAAscYC4J5bjp3qNaa90qyn8R9geCfEOk+N9Dh1bSXZ7WQ7SsiFHRgBlWB7jP09CRXSx2qA9Kwfh/4IsPAegppuno6IzmaXzJWkzIwG4gnoMjoMV1SCu1N21ON2voEUIGPSrSRimJUy1RI5VqQCm0+kwFWhhuUihaVvumkAyxXasnu39KtLVe0+6/+9VhalDHLTqRaWqEKtFKKKRRkVVvPuGrVUdQfEZpS2KJWbEUf+6KZ5g9azbzU1hWMZ/hFeQeIP2nPDWkTX0EUd9e3FqzR7YYQFZlz/ESMDIxms+ZRWpSi5bHuHnD1qKScKvWvkvxJ+1d4gu1ntNL0aHSnRd73bTfaSEABYhdqgEDPJyOmcVf8DfH7Wbfw/PdarIdfSRFeDayJKhxkq+0Y9Tk9MHt0n2iL9lI+iNX1ERxtzXjvjrWlZnG7iua1D46X2qWqXkOnwpZNEJWRncSYIPGduA3QYPfNcLqmqah42tfNnlGmW0q5W3ikDtKDnq+MYwM8deR71nOd9EaRptbmbNrD3avJbBNRXWLgw2oCnaNgHzbs4G0K7dOcAjtnoNcvm0yO2juEZEmfyz/cIxySRnqM/wBM1Xt44tPsbEu5iChY0WI/xHAODgcA9PrVTUEmutVlhurua9ilGVt9oZFIK4I4GCCPXvTStoVoRaXo81rM9zbu7AxGPPmllUKAM9M7j+Wcn0z6f8D7G4uPilPNaz2yadY6cfNTIE8rSyNj5cfc/dg59Rj1z534bjtpIJ7eN2QodkZckbcYQnJ5JP8A7L9aSTxlqfwp8aQa5BazzWNvaSpcw26l3liB3BQOhII6dcMuDxRzJNNhyuSsj7chNWUrg/hz8TtL+IGlwXFr5lpcyJ5hsbrCzKvYlc9MY/Ou4jauxNSV0cUk4uzLSmpVaq6tUqtTJJw1OBqJWp+aQEgpzfdNMWnH7poALP7jf71WFqtaH5G/3qsLUjJFpaatOpgOooooGZFZ2pj92a0scVn6l/q6mWxRyOvRyR7COm0V8t/EXwLf6Zr2ozRwIuk3TGSB7ZMNC55ZW4IAzk59Tx1xX15rUKtCvH8NeZ+JrWC4imhniWaBgQ6OMgj6VzyjY2jI+VTodtZ28tzfSyzOivELdfmdmbOAAeDlcEA8DJU5Gan0Dxlba9ZxRQWk9hMAphnvo0KyKSCMkDgEfKcf3hg5pP7LvNZ3TWDeVZwrII1f5FkJHyt97O0KCM45JapdF8JtcSRldU2Wx+aGOM8bWz6jHzHJx1rF3ex1K3U1G0E65fW19PrcYSMDMMfyKrgY43Mc9Tz71W1Q2GjiK3ubi4uzJhsQgLDCF6M5JyFyc8EnOeeTWhofhUx6lOt1Mywxj903Tk9c9sdOPatHUdBtbqeGT7Olz9kkwjYG5MjnkDuPXjpUKJXNqczqWq37N51tDFsZOGyCoYdgRgnvjI7DrjFQSSLFqFvJeXnnXEkRH2UqMqSVYnIHBzjkk9ulaOhabqS2MDamm64U5TlSicdFKgcY49+uaNST7RcOTciO9RPk8yNgE3ggc454Hr/9fWK5dzOXvbEWk2UGoXV3DiUXCKVLI235s9CcjnPOMkDH0zt6ha29m9j9oeUXkREME6tuYK2Bg9iOOc9hn1rL0Pw9BDfJfR3jAq2FgJbyzwMnOeTkVqXVuy30jTlr6PygiLIwUD5TuB9vlXqOSeuBVK7XvA0k9Dq/AEej2+tWc/ie7Jls282KUIyRu4ORuPYDg4/pX0DB8TPDfRtas1bG4KZgCRz0HfoenpXy5JG0nnmN/nZt+5ydoOD+XPpnFVLaLUrl2Se3gjmi/eRlSGUsRjDH+Loeq/yBq4y5dkZyjz7s+1rHUre/t0ntp47iFxlZImDK30Iq6sgNfIPwt+IN78OLiCzuFuLnR5152A+VDhf9YCR1wh+Xg/N3wK9PtP2gjeR/6JoF4kynLR3ronHI4KF+c4/A+vFbKomjndNrY90V6kVq8t8G/Gi01pYodZspdBvnJBSZw8XU/wAY47d8dunQekw3CSorowdWGQynINWnczcWty4Gp+75TUCtT2b5TTEPszlW/wB41aWqlhzGx/2qtLUjJRTqYtPpiHUUUUAZOaztTbbHWhVHUF3L+NTLYsy9XUmMDvtryP4naVq91orrpXEpcecqj5miwdwU9QTxyOfTmvbrq3D447VlXmkpIDxWbjcpOzPjd4IIrSdI1uE8+PaYWDQyjsATgFeOBnpXNxaprE2vLYz6SfsrNzO0x2r93BxjDAcjr1/T7C8SfDfS/E1uYr+0WX+7IuVkT3VhyK87vv2a9NkuEnj1TUlmRNgZnQg9fvYUE9fWocZG0akep5FHrX9mzQqYd7zudqqdgHq3J9jWhPrUdtEzIFELZJ2xkZ69PUnHSukm+AniU3Dr59l5Fu4WCQysWmUjkuNhweMYyep59a0nwm8T6TbiOO1aaPgqtvcI3lAdgGUE/rUcrL5o9zn1mOoQOWk8pAVCSKOWOOePy/OqExuLWWFEt2kM77fO3EpGTnPXpjGPxq7p+j+INHvmtZbO6eWdd0UD2Tq5YDJIwMEdOR3/AEyvEGieKbm6EckJsLUMXYM0kbjJPX7o5/Lmi9uhdk+pbmawtITGLqJ4QMujMuCRk8enPGPatvT9Y0640+JVms0l8tS8UbrtVgBkY5wK83XwhJdTTI1wrSsvG6RlPC7eDkdx19PrgWdF+H7W9mzOPKaUbVWSd1V1wOuX5Ax6dAKz5m+hpyrudxbaraNIQJ7e6ZR/q4ZARx9M9qla4cMSSvLf6scFuM84+tcCvguSOZWt4FckZ3rcuOnQfe+vfrVq18F6lNOWNn5ztyrf2hL0z0yH7fXtU+0l/KPkXc9D0kIsLRkKNsrKHUkjHGOfp+tX7C5hQylBkBuqsCMn3Azj/GvLJvCevRxH/QPLTA8yOS9lJ5OPlO7GB9f6UtrqdzpNre292ZLOJdqNDh3VicfNu5wBx0Hv71opNuzRm0ktGestLP8AZ3cQS3pwZgFTdtUDrjjOT25rX8O+Ntb8M3TR2cZSzZRIVmT9zI5Vc4AwV/Dv1FcP4F8ULPYhZtR8xpI1ZPM+UnnheevI+vvWs2vP51wtxNDlWzGyuQ7qe5BHrxxnt0zXRojnd2epW/xu1wRhl8PwXeWABhuCOp442n1H+TXoHgfx8ni6GSC5s30rVYkEklnI27KHo6Ngbl7dBz+FeB2N9a/Z0k/tSOOeQELC0oVVHbJz9P8AGtHw/rw0bVrO+S4b7ZDcRoAGJDwswDxnggZzn8BjmnzMhxXQ+mtP/wBSf96ra9ar2YxD+NWVFaGDHrT6RaWmA+iiigRkGqt1CZMYq2KNtLc1RWZSwGF7VE0DH+Gr2KXaKVhGW1u/9wn8qjNqW6xkH8K2doo2jrimIxTY5/5Zn8qjbTR/cP5Vv7fajyxVWEc22lqxx5bf98mo/wCxU24KE/8AAa6jyx6UeWKdhXOO/wCES08tuNjCW7N5Iz6elSL4XsUUBbOJQOgEQH9K67yx6U7yx6UWQrs5D/hFbDJP2ODLHJPlDk+vSm/8Inp5x/odvwMD92v+Fdl5Y9KXyx6UWQXZxN34H0jUlAutOtbgL08yJSR9OOKlj8D6KoAGl2QHb9wn+Fdl5a+lHlL6UrILs5SHwbpEMhePTbNHOcssCA/yqa68L2F9A8NxawzwsNpjkQMCPoa6XyV9Kd5K+lPQNTjbf4b+G4MhdFswD1/dCtG18IaJp7pNbaTZwzxrtSVYF3qB0wcZrovKHpTvLX0pWQ7sgslPk8+tWVWlUCnUgCgUUUCH0UmaKAKP2Gf+5+opfsM/9z9RWtRU3LMn7DP/AHP1FL9im/ufqK1aKLgZf2Kb+5+oo+xzf3P1FalFFwMz7HN/c/UUv2Ob+5+orSop8wrGb9jl/ufqKPskv9z9RWlRRzMLGd9jlH8P6il+yy/3f1FaFFHMxcpQFrL/AHf1FL9mk/u/qKvUUczDlKP2aT+7+opfs8n939RV2ijmYcpS+zyf3f1FL9nk/u/qKuUUczCxU8mT+7+opfJf0/WrVFHMx2Kvkv8A3f1pfKf+7+tWaKOZhYr+U3pR5TelWKKOZhYr+U3pRViijmAKKKKkYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/2Q==) | ESM 1421 X1097 090101 Fibula af sølv
Sølvfibel, ligearmet, med guldbelægning. I to dele. Mål: 8,5xca 5 cm. |
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) | ESM 1421 x1664 090101 Fibula af sølv
Lille, velbevaret fibel, muligvis af sølv. Længde: 4,3 cm., bredde ved fjeder: 2 cm. |
![](data:image/jpeg;base64,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) | ESM 1566 X108-256 090101 Fibula af sølv
Sølvfibel. Længde: 5 cm., bredde: 4 cm. |
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) | ESM 1566 X108-361 090101 Fibula af sølv
Rosetfibel af sølv, guld og glas. Selve fiblen er udsmykket med forgyldt sølv og stedvist omkranset af sølv.Fiblens fire rossetter lavet af blåt glas omgivet af forgyldt sølv, der yderligere er omkranset af en ring af sølv. |
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| ESM 1566 X169 090101 Fibula af sølv
Sølvfibel. Længde: 4,4 cm., bredde: 3,6 cm. Adskilt fra fiblen er et lille rektangulært stykke guldblik og små fragmenter fra spiralen. |
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) | ESM 1566 X300 090101 Fibula af sølv
Rosetfibel af sølv, guldblik, glas, bronze og jern. Selv fiblen er ved spiralkassen udsmykket med guldblikstriber. Den ene roset på fibelbøjlen er et cabochonslibet glasindlæg omgivet af guldblik, den anden roset har bevaret guldblik, men intet glasindlæg bevaret. De to afslutningsrrosetter ved spiralkassen er udsmykket med guldblik, den ene har en bevaret endedub. Nål og nåleholder er ikke bevaret. |
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) | ESM 1661 X784A-04 090101 Fibula af sølv
Rosetfibel: roset; deformeret, b. 14 cm. Hertil hører sandsynligvis den hvælvede, blå glassten, som ligger ved siden af. diameter: ca 1 cm. Ved "indfatningen" til den blå perle ses guldblik/forgyldning. |
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) | ESM 2249 x0089.04 090101 Fibula af sølv
Sølvfibel forestillende hest eller ræv eller hjort? Figurens største længde: 4,5cm., højde: 3,4cm. Rest af nål/fjeder |
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) | ESM 2321 X0443-03 090101 Fibula af sølv
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) | ESM 2321 X0460-01 090101 Fibula af sølv
Fibel, sølv |
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) | ESM 2321 X0460-02 090101 Fibula af sølv
Sølvroset med guldblik og blå glasindlægning
Fra fibel |
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) | ESM 2321 X0473-08 090101 Fibula af sølv
fibel |
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) | SJM 1012 x027 090101 Fibula af sølv
Urnesfibel, fragment. Passer sammen med x028. Dette fragment består af hoved og forkrop. På bagsiden rester af lodning fra tabtgået nåleanordning, samt medstøbt øsken forneden. |
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) | SJM 1012 x028 090101 Fibula af sølv
Mindre fragment af Urnesfibel. Passer på x027. På bagsiden rester af tabtgået påloddet nåleanordning. |
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) | SJM 1012 x036 090101 Fibula af sølv
Kraftig bøjle fra fibel, forgyldt sølv. Øverst rektangulært felt med spiraler i karvsnit. Markante tværfurer med mellemrum. I nålefæsteenden lille forgyldt felt med lodret afstribning. Forsnævring med vandret tværgående hul til nålefæste. Foden afbrudt. |
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| SJM 154 x061 090101 Fibula af sølv
Fragment af fint dekoreret fibel af sølv?med rygkam. Længde: 20 mm. |
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) | SJM 154 x288 090101 Fibula af sølv
Foden af en fibel. Bøjede rester af nåleskede på bagsiden. |
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) | SJM 154 x289 090101 Fibula af sølv
Fragment af bøjlen fra en fibel. |
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) | SJM 154 x372 090101 Fibula af sølv
Urnesfibel. Antagelig med niello og muligvis også forgyldning. Flad bagside uden medstøbt nåleanordning. Ingen sikre loddespor efter tabtgået nåleanordning.
Afventer konservering. |
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) | SJM 154 x390 090101 Fibula af sølv
Fuglefibel, fragment, hvor halen mangler. Ornamentik i form af små ophøjede streger. På bagsiden rester af nåleanordning samt komplet øsken nederst. |
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) | SJM 257 x001 090101 Fibula af sølv
Urnesfibel. Rest af nålefæste bevaret bagpå. Største mål: 27 mm. Sølv |
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) | SJM 679 x131 090101 Fibula af sølv
Palmetfibel. Lille, fin model. De to dyrehalse med hoveder er tydelige, måske en stilseret palmet i midten, og et ansigt forneden. Højde: 2,1 cm., bredde: 2,3 cm. |
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B/xL8TjK2j6alloVtMzYupCFycgKXIJkdQcZ6DHbPNyH9kf4leH9Smu/wCz7LUoZopYJYra7X51dChPzleQDn6gV1U6M9XbRnLOtBNJvVHn3h1pde1Hw1fXUW2eeaeNY1O1MI8e0gdh87ZI5OR6V1HxO0rWf7RlkjkSGyjldQ00oQMpGGYAnONwx07/AFr0Dw78H/FcXijTLq78L3Nja2+IzbxIPJjAIYsoXOCx+8R1AX0rmviP4bQaxcHUdFlEkkrZF3dCHcP90lTjp6+ua6eRxjdozU4ylZM85sdGsbeH/S9XjVSQrR20BkkDYxgk7cen40yOTSbFVEWm+e4Bdnu3Jycc8LgADngjnit600WYWCtb6NasuVw3nrIfXkFj1OB0q/BpOtSsjafpscdxGpHlrFGVLE8dPb16c1zdbnR0MbRkvvELR2sVt9i06V9sz2cXlqgPBdivAxzz9fpWl4H8JQ658VY9M0u232ckkKyMMsTukUZ3Zwx2YY47ZrefQPGMlvbw6la3NnFId8azQFlO0gEJnrzjgeuO9es/speCA2tzaq0JWDT1aLDrgrMcDH4KTW9GnzTWhhVqKMGz6oAwAKWiivYPnwr5S/4KbMV/ZP1kD+LULMH/AL+Z/pX1bXyZ/wAFPm2/sp6lz11O0H1+ZqBn5N/BGHWW8YXJ0Z/GEVyLRyzeC43e82bkzu2sP3ecZ567aj+MXgnxhBrWoeIdX0fxkdNleNP7V8V2Usc8jbAAJJGyM/KQPm6KPpVb4T6M2u+JLi3XQ9Z8QEW7P9l0TUUspl+ZRuLvFICvONu3qRzxg5HxJjn03xRf6abLVNHghZcabql8LqaLKg4Z1RFbOcjCjgj60+gzjzT84xz2pChzUk0PlyYYdOMUgHw/Mw5wKKIfvAnp6CimI/piooopCCkKg0tFAELw+lVrzS7fUbdoLu2iuoGIJjmQOpwcjg1fopWTHc+evjn+z/YX2mnVfDWhZvSwjvLCxAQXETdWC9NynDDHcD0rx3R/gF4h0947C70XUPslxd2wuLloefJEgLlVXOABhjzn5RxX3PRXLPDQnLmOynipwjymX4Z0O08OaHaWFlbpawRIMRxrgD1rTpaK6krKyONu7uxNo9Kr3um2mpW7W93bQ3UDfeimQOp+oPFWaKYjhNQ+BPw/1Lf5nhPTYixyxtYfs5J9cx7aTwj8E/CngeZ30izlhjeVZjDLO0yblB2n58njOevWu8oqeWPYv2k1pcKYkKRs7IiqznLFRgsfU+tPoqiAooooAK+R/wDgqHMYv2V7wDq2q2q/+h19cV8g/wDBUxsfstyD11m1H/jstA0fkx8KdNj1TxHcxSaRoOsqLct5PiDWRpkC/MvzLIZ4dzdtu48EnHGRi/EKzWz8XahCljp2mIrKPs2k34vrZPlH3JhJIHHf75wSRxjA2vha9iuvXLag/hpIvsxC/wDCTpctblty/d+zgsHx68Yz3xWh4x8fabDLqOlQeE/BtzlDEmqaTFeBRlfvx+ZKDkZ/iXqOhFPoM8+tNOurm1uJobeSS3t9pmmWMlYwThdx/hyeOeppJFVppCSOeua9T+DsGm33w3+Jlhf6/p+hy3FnaNAdQaT9+yXCt5aLGjMWIHpgdyBzXl8iBpZBwADjI/KnYQ6xjUyLkZHfkZopI/vYA9+KKYj+lOiiioAKKKKACiiigAooooAKKKKACikpaACiiigAooooAKKKKACvj3/gqg239l9B/e1y1H/kOY/0r7Cr44/4KrfN+zHbL/e162/9FTmgZ+UXwp1aHSdcupJtY0XRVa3KibXNDTVom+ZflWNoZdrd9wA4BGecHA8fXS33i7Up0v7DU0eTIutMsVsbeTgcpAEQIPbYOa6f4P6u2i65fyL4h8ReHWa32+d4c09byWT5h8rqZ4sL3zk8gcVD8TP+EZv7mfUbXxP4k13xDNMv2ldc0WKzyu3BYut1KxYYUbdo4zzxgvoM4rT/APXRjvnNTNGNxb1JzTdPbbcRkc+3WnRudzgjJximiQePypPvB/lU7l6cjOPw6UUu0EZz9R+Jopgf0oUV4j/w2x8D+/xF0sf7yyj/ANkpV/bW+B7gkfEjR8e7OP8A2WoA9torxVf20fgg/T4k6L/38b/4mpV/bH+CbZx8SdC/7/n/AAoA9lorx4ftgfBY/wDNStA/8Cv/AK1PX9rv4MSdPiV4e/8AAwUAevUV5Kv7WnwabkfErw7jr/x/LUsf7VXwelbC/Enw2T/2EI/8aAPVaK8tj/am+EEjAL8SvDJJ6f8AEyi/xqX/AIab+Eu1W/4WR4YCtnGdUhGcdf4qAPTaK80X9pn4St/zUrwt+OrQD/2apF/aQ+FDLuHxJ8Kkev8AbFv/APF0Aej0V54v7RXwrbp8SPCn/g6t/wD4upF/aB+GD/d+IvhU/wDcatv/AIugDv6K4L/hf3wx/wCii+FP/B3bf/F0/wD4Xz8NCQP+Fh+Fcnp/xOrb/wCLoA7qiuG/4Xr8NjwPiF4Vz/2Grb/4upF+N3w6b7vj7wufprNt/wDF0AdrXxh/wVecr+zXpgAyW8RW4/8AIFxX01/wu74dZx/wn3hfPp/bNt/8XXx3/wAFRvif4T8TfAHRrDRPE+j6zdtr8Ltb6fqEU7qggnBYqjE4BKjPuKYz87PgZb6xN4i1L+x9N8a6hILceYvgmd4p1XcOZCsb5TPbA5xXKfEWK6/4TrWFv4NYtrv7QRJB4gkL3yMMcTEqpLfUCtz4SaFa+INWv47rRH1sRwhliTXYNK2c9d0oIf6DnvUnjL4S65Yyanq6WFnYaTETKsDa9aXksaemUfc5+i/hT6AcPaYXnGDhiPyqNG+c/nXt3wv+FfhbXtJ8J2Ws/wBotrnjCe5ttPvLW5SOCx2ERRNJG0ZMu6UncAyYUcZJ48QlRoZXXP3WI4qrCJ42zkcDI64oqujHcc+mKKQGjp/hHWdRt7O4t4leO6t7y5iPmhSY7aNpJjz0wqE4744pi+E9akt7edY1ZJ9Nk1ZD5q/8e6SPGzdeu6NuOvFQWPxC1PSbextoGgkjtbW8to9yHhbqJo5gfcB2wexHet7xH4oudE0Hwh9kZG+1eGZrGXeM4R7273Y96gsx7rwnrlit60sKgWVhb6lP+8U7YJ/K8puvJPnxcdRu56Gnal4R13SY9QluYAq2Nzb2k581SVknjeSJcA85WN+R0xz1FVrz4h6nerqSyLABf6ZaaVNtQ/6m3EHlkc/e/wBHjyfduBnjavPHg1vwb4ke8liTVrzVtMuEhjUgMkMF3GzD6b488/xUCK58B+I/7XfSxZ7rxdWGiGPzk/4+yxUR5zjqD833feq2k+Fdc1pdPeztfNGoXE1rbHzUXfLEiPIvJ4wJEOTwc8dDVhfi7rC64+reVafaX10eIduxtv2gMW2/ezsyemc+9a3wn8UXN14m8LaPIsYtbO+uryNlBDl5oUVgTnpiFMcdz17MDAt/DeuXQsmS3JW8sZ9RgPmL89vD5vmv14x5EvB5O3gHIy5vDuuQ2styYGEMenpqbP5i8WzyrEr9e7uox156Y5pln8RtQ086eI4oCLHS7vSI9wPMVx5+9jz94faZMduF4POXSfEjUJtPntGhtxFNpEejMwVt3kpcJOG6/e3IB6Y7d6AJJPDOt2kN3NNbFUs7a3u5syL8sU4Rom687hIhwORu5xzU154Y8RWM+ox3VrIj6dfx6Xcr5iny7h9+2Pg858qTkcfL16Vf8YeOUmvL60s54JrLUNF0q2lkwSUeC0tyVGO/mRlDnPes/UvinqWqXGuyy29uG1fWotbl2hsJLH5+EXJ+6ftDdeflHPXIIkXwX4jl1C2shYyfarrUn0eGMyL892hQNFnOAQZE5PHzdetVLPw/rd9DazW1s8kVwtw0LBxhxAm+Y9f4V59+2a7WT4gXlj4f8MeLkghe/i8Y6hqohOfKMgSxk2nnOM8dc4rkNI+JV9odpp1vFbQvHZpfpHuzyLuHynzz/COR79aBkcfh/XJltXW1lZLqyl1GFtw+e3iaRZJOvQGGT3+X6U6bQtes1ume3mQWtlFqMx3D5LeUxiOTr0YzRj1+Ye9bHhPx0l00Ftf+Taxab4a1HTLeQvt8wyC5lXOf4i05UAegrJuviVfXUGpo9vFt1DRrXRWbn5Y7drdlYf7R+zJnt8xoC5HfaLrunLdtcW0sYtVheclh8gmUNETz/ECDUsvhvxDb3d3by2cwntb9dMmTIyl0xYCI89SUf24p2qfEm61uPVYZLaKMalHYxOVJ+QW0YjUj6gZNdR8RPHlx4f8AiJ4ysY4Yp1/4S5tW3sSDvglnAT6HzCT9BQBy9p4X8Q311b28NnK09xdyWEKF1BkuEKB4lyeWHmJx/tCo7fR9durW1kgtbiSG6iuJomA4dIFLSsPZVVifpWjY/Fi7s9S0a8FlC8uma9Nrkaljh3kMJMZ9swDnrya0k8ZQ6D4P8KyWzw3V1HbatZy27SYMYuUaLccdOJCwz1xRoI5hND1uaOGUWk5jltHv42/vW6MyNIPYMjj/AICai1HQ9Ys4ZpLm0njjhignkZlOFSZQ8TH2ZWBH1rYtPiZcWthZ2wtY2W30SfRQ285KSzSyl/qDKRj2reuPFDeKPAPi28eFYGjttGsNobORBH5Qb8RED7Zp2QHl/mbnLc5NLGxOec/Wodw3f4U+PKqTUiPTvB3xu1Twj4ch0yLS9LvrixM7aZqV0khuNOaYBZDEVcKem4b1ba2SuCa86kcyOSTkk5qJWOPypVbaeeaq4E+4Y/2qKgVj60UAYituYDdjJ6mvU/if8DpfAelHVrTxBper6dHBp/meRO3miW5tVnAClRleXIxztAJAzXlAbpXZfEL4nX3xAh0O3nhhs7LSdPt7KK3t12q7RwRxNM/96RhEgJPZVHRRSKOQ3Uu6mcGl/CkMfu+bjg133wk8CweNNQ1h7l9Skh0qwN81po8IlvLj97HHtjUnt5u4tzhUY4rgOOtdj8M/H0fgHUtSluLKa9s9RsmsZ1tbs2twiM6PuilAbY2YwDlSCpYEc00Iz/GGm6Lp+vSRaDqUmpaU0Uc0U9xEY5VLRhmjdem9WJQkEgkZHBrBjk2yKxXfg/dPQ+1a/izXLPXtduLzT9Mi0ayZUjhs4W3BERFQEsR8zHbuZuMsWOBmsgEk+9IQ5m3MSBgE9PSlU8Uz8MU/uMc0Aet2Xwz8P3XwjufFNx4g1rTZYIt1tb3ulxJa3t0WVWht5PtO98DlnEWAE+bBwD5RXpGtfFLRta8IwWs3hySXxDFpcOkJfTXoe1hijZcSRW/lgpKVXBbzCMu7bctx5ruz1zTYD13L90kN+Xak3Fcdc00/NnsOtLtHekBq+FdGbxN4m0nSFm8h9Qu4rUTFd2wu4XdjPOM5qvrkcttrV9FPM1zMk7q8zElpGDEFiT3J5qz4S1xfC/irRdZMP2oafeQ3Zh3bd+yQNtzg4zjrjvUvjTxFb+KvE1/q1to9roUN3IZFsLFpWii9cGR3Y5PJyepOMDADEZCN8vX3p4OVA7+tQ9Mc0uaQFmHazYOcngYr1jS/hTDeeDYyniKS28QahpM+uQ6ILcmGa1t/NL75t4xJthmkVNhG0D5gTivIFzkYr1rT/i9o9n4VtTJo92/i2z0W40C2uxcqLT7PN5qtI0ezcXEU8iABsfdbsQajbqB5Zzu2kYIPORSqdrAbQ3tUeSoyRWnp+kzXumX19G6LHZmPepJy29sDA+oqQIZJIzNJ5SFIC52K5BYL2yfpTMhuSefTFdHqHgO902TVUmnth/Zupx6ZNIzEL5jebhgSPuDymyT7cdaXxB4Xt9I0+1v7DVINaspJWt2kijkjKSKFJBVgDghgVPfByAQRVAc/Gp54Axxzx60VNDDLdNsjjUsoaQkH+EAse+OADRQBy77S5CszIOFLDHGfTNG3A680UVJQn161o22i3Es0KPtjR8M7FlzEp/iYZ+UY55x2oooGUdxGMcEd6e5J69qKKBDfu9+tKM0UUAP6ZG7g05uMHPNFFAhN3oaVeooooAUrzS4+UnOKKKBAy84yD7il55JoooGHP9aeziRshAnAGFzjpRRQA5cnnp6mncA8nP4ZoooEODKwOc7u3pW74d8THwy97BNp9pqcFwojlt7zfs3K2VYGNlYEEHvjBOQaKKAOg8RfFy+8RRXIk0rSbaW9v4tUvJILY5ublBIN7KzMoU+a5KKAnPCisjxF4v8A7cs7ayt9MstHsYJHmFtY+ZtaR8BnZpHdjwqgDOBjgAkklFVdgYaSNvJDEGiiigD/2Q==) | SJM 679 x168 090101 Fibula af sølv
Fragment af fuglefibel i sølv. Loddespor efter nåleanordning på bagsiden Største mål: 2,3 cm. |
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) | SJM 743 x002 090101 Fibula af sølv
Hovedpladen fra en pragtfibel/relieffibel af forgyldt sølv. Motivet er to modstillede dyr, fugle, der kigger ind mod midten. Uden for rammerne er kanten næsten helt afbrækket, bortset fra et lille stykke, med spiralformede figurer.
På bagsiden dobbelt nålefæste,samt få rustspor fra en forsvundet jernnål. |
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) | SJM 743 x010 090101 Fibula af sølv
Fragment af relieffibel. |
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) | SJM 743 x011 090101 Fibula af sølv
Fragment af refielfibel |
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) | SJM 743 x012 090101 Fibula af sølv
Fragment af relieffibel |
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) | SJM 743 x013 090101 Fibula af sølv
Fragment af relieffibel |
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) | SJM 743 x014 090101 Fibula af sølv
Fragment af relieffibel |
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) | SJM 743 x015 090101 Fibula af sølv
Fragment af bøjlen fra relieffibel. |
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) | SJM 743 x020 090101 Fibula af sølv
Lille fragment af relieffibel. På bagsiden bevaret nåleskede. |
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) | SJM 743 x021 090101 Fibula af sølv
Kantfragment fra relieffibel |
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) | SJM 743 x022 090101 Fibula af sølv
Kantfragment fra relieffibel |
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) | SJM 743 x023 090101 Fibula af sølv
Fragment fra hjørnet af hovedpladen på relieffibel. |
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) | SJM 850 x006 090101 Fibula af sølv
Cirkulær fibel med dyremotiv i gennembrudt arbejde. Motivet er en vinget drage eller grif. Den nederste del fragmenteret. Ingen synlige spor efter nåleanordning på bagsiden. Fibel? diameter: 2,4 cm. |
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) | SJM 850 x068 090101 Fibula af sølv
Oval pladefibel med fladedækkende forgyldning samt niello i et akantusmotiv der er indrammet af en lidt grov perlerække.
På bagsiden komplet nåleanordning med krum nåleskede og nålefæste i form af to flige. Herom kraftige rustspor, samt rester af jernnål. Efter konservering fremgår det, at disse er loddet på stykket.
Der er dermed med stor sandsynlighed tale om et originalt karolingisk sværdgarniture, der efterfølgende er omgjort til en fibel. |
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) | SJM 949 x166 090101 Fibula af sølv
Større fragment af foden fra en fibel, med let buet og tagrygsformet fod. |
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) | SJM 1027 x017 100101 Fibula med nål
Dobbelt dinar, Almohad Kalifatet, der på sit højeste omfattede dele af Spanien og store dele af den nordafrikanske kyst (Tunesien, Marokko mm). Mønten er udateret og uden prægested, men tilskrives Abu Yusuf Ya'qub (AH 580-595 / AD 1184-1199).
Mønten er omdannet til smykke, ikke overraskende uden hensyn til den kufiske skrifts orientering, ved pålodning af nåleanordning samt lille øsken, nederst. |
![](/grafik/intetbillede.jpg) | SJM 806 X016 010201 O2 gods-side
60 små sideskår af en urne
I toppen blev der observeret knogler og trækul. 1 fibula blev fundet helt ude i den ene side, nedenunder lå nålen til fibula. Fund af metal i modsatte side, fra en anden fibula. Lidt under halvdelen nede i urnen, blev knoglefragmenterne større. På bunden lå en ukendt metalgenstand, men korretionsskallen viste ornamentik.
Fra urne. |
![](/grafik/intetbillede.jpg) | ESM 1661 X775 0715 Smykke eller dragttilbehør af jern
lille spiral af fibula (smulder) |
![](/grafik/intetbillede.jpg) | ASR MC1381 C1381 0807 Smykke eller dragttilbehør af kobberlegering
En fibula af bronze. Spiral og nål mangler. Kam på bøjlens overside, der er prydet med streger og prikrækker. Over spiralens plads en ombøjet 'hage' der ender i en kugle. Uornamenteret nåleskede, der ved roden på bøjlens inderside er omgivet af prikrækker. Længde 5,1 cm., bredde 1,3 cm. |
![](/grafik/intetbillede.jpg) | ASR MC1381 C1382 0807 Smykke eller dragttilbehør af kobberlegering
Fibula af bronze. Nålen og enden af bøjlen nærmest spiralen mangler. Kam på bøjlens overside, der er prydet med dobbelt- og enkeltstreger. Uornamenteret nåleskede, hvor nålens anlæg mangler. Længde: 3,5 cm, bredde: 1,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 1/65-V C0513 080701 Fibula af kobberlegering
Fibula af mørkegrønt, patineret bronze. Udformet med kraftig, krummet, tværriflet bøjle, hvis små vulster også udmærker sig ved svag tværrifling. Bøjlens hoved dannes af en nærmest halvcirkelformet, flad plade, fra hvis sider og top, der udgår cirkelformede tunger, hvori concentriske cirkelfordybninger. En lignende cirkelprydelse findes også i pladens midte. Bøjlen forlænges ved foden i en rhombeformet, flad plade, hvis hjørner afsluttes af cirkeltunger med concentriske cirkelfordybninger, som også pryder pladens midte. Fibulaens nål og spiralvindinger mangler, men under 'hovedet' er øskenet til disses fastgørelse bevaret, ligesom en rest af nåleskeden findes under 'foden*'. Ved ankomsten sad, efter finderens udsagn, en stor rustklump fast på hele undersiden. Længde: 6,8 cm. Største bredde:3 cm. |
![](/grafik/intetbillede.jpg) | ASR 1200 X0258 080701 Fibula af kobberlegering
Mønt?
RX33 viser måske fragment af skivefibel med spor efter påloddet nålefæste?
NM: ikke mønt |
![](/grafik/intetbillede.jpg) | ASR 13 x1208 080701 Fibula af kobberlegering
Velbevaret fuglefibel. Ca. 2 x 1,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 13 x3126 080701 Fibula af kobberlegering
Cirkulær fibel/Dyr-i-ring fibel |
![](/grafik/intetbillede.jpg) | ASR 13 x3170 080701 Fibula af kobberlegering
Mulig urnesfibel |
![](/grafik/intetbillede.jpg) | ASR 2321 x237 080701 Fibula af kobberlegering
Fragment af pladeformet fibel med tætslynget dyreornamentik med forgyldning. Ret tæret. Afventer kons. Største mål: 27x22 mm. |
![](/grafik/intetbillede.jpg) | ASR 2391 x001 080701 Fibula af kobberlegering
Cirkulær fibel (Ø: 22 mm). Meget dårligt bevaret. RX1, RX2, RX3 |
![](/grafik/intetbillede.jpg) | ASR 383 x006 080701 Fibula af kobberlegering
Jf. Marsk, land og bebyggelse (1998, bind 2: tre fragmenter af bronzefibula, fiblen er fra 2. årh.). |
![](/grafik/intetbillede.jpg) | ASR 491 x501 080701 Fibula af kobberlegering
Kraftig korroderet S-formet fibula med delvist bevaret nåleskede og -fæste. Bevaret størrelse 3,4 x 1,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D13229 080701 Fibula af kobberlegering
1 fragmenteret bronzeplade. Ca. 2,2 x 2,5 cm. (Fragment af pladefibula?). ukonserveret |
![](/grafik/intetbillede.jpg) | ASR 629 x052 080701 Fibula af kobberlegering
Fragmenteret bøjlenål. |
![](/grafik/intetbillede.jpg) | ASR 75/61 C0168 080701 Fibula af kobberlegering
Fibula. Bronze. Kun en ende med spiralen samt roden af bøjlen bevaret. Gammelt brud. Spiraldækket (i et med bøjlen) dekoreret med paralelle tovsnoninger, hvor dog de to i overgangen mellem dække og bøjle ligger skævt. Bøjlens rugmidte dekoreret med 4 punktlinier. Spiralens længde: 3,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 872 x088 080701 Fibula af kobberlegering
Bøjlen fra lille fibel. |
![](/grafik/intetbillede.jpg) | ASR M1800 1800 080701 Fibula af kobberlegering
En Fibula af Bronze, 9 Cm. lang. Over Nakkehovedet et Fladt parti endende i tre Knopper og prydet med to Grupper af concentriske kredse, hvilken prydelse ogsaa findes paa Spidsen over Skedeenden. |
![](/grafik/intetbillede.jpg) | ASR M2031 2048 080701 Fibula af kobberlegering
En Fibula af Bronze, romersk Jernalder, 5½ Cm. lang. Flad tag formet Bøjle med lige Afslutning og med en afrundet Kam paa Midten. Traadrindingen dækket af en forzitret Plade. Naaleskeden gjemmenbrudt i aftrappede Baand. Ornamenterne bestaa af Streger og puncterede Linier og Kredse. |
![](/grafik/intetbillede.jpg) | ASR M2031 2067 080701 Fibula af kobberlegering
En Fibula af Bronze, romersk Jernalder, 5½ Cm. lang. Bred kun lidet hvælvet. Bøjle med fremstaaende Kam. Bøjlen forlænget udover Spiralvindingen og forziret med Stregeprydelser. |
![](/grafik/intetbillede.jpg) | ASR M2528 2726 080701 Fibula af kobberlegering
En Fibula af Bronze, itubrudt oprindelig c. 16 Cm. lang. Bøjlen lang og skraat rifllet. Naalehovedet fladt paa Undersiden og indknebet fra Midten. Spiralskiverne mangler. |
![](/grafik/intetbillede.jpg) | ASR M2528 2727 080701 Fibula af kobberlegering
En Fibula af Bronze, 6,5 Cm. lang. Bøjlen riflet og tynd. Naalehovedet indskaaret og næsten korsformet. Skiverne spiralformede. |
![](/grafik/intetbillede.jpg) | ASR M2528 2728 080701 Fibula af kobberlegering
En Fibula af Bronze, 10½ Cm. lang. Bøjlen riflet og tynd. Nakkehovedet og næsten Korsformet. Skiverne spiralsnoede. |
![](/grafik/intetbillede.jpg) | ASR M4954 4955a 080701 Fibula af kobberlegering
Torn til bronzefibula. Længde: 8 cm. |
![](/grafik/intetbillede.jpg) | ASR M4972 4972c 080701 Fibula af kobberlegering
En Fibula af Bronze, itubrudt, c. 16 Cm. lang. Flad Bøjle med Forziring af Trekanter mellem fordybede Linier. Lang trind Naal med forziret Hoved. |
![](/grafik/intetbillede.jpg) | ASR MB75 B076c 080701 Fibula af kobberlegering
Brudstykker af fibula |
![](/grafik/intetbillede.jpg) | ESM 0045 AH 105 080701 Fibula af kobberlegering
|
![](/grafik/intetbillede.jpg) | ESM 1064 x328 080701 Fibula af kobberlegering
Trefliget spænde, bronze. Spændet fundet ved aftagning af overjord med maskine. Det er ikke lykkedes at finde det manglende fragment, på trods af anvendelse af detektor. |
![](/grafik/intetbillede.jpg) | ESM 1421 X0419 080701 Fibula af kobberlegering
Fem spiraler fra fibler, den ene angiveligt (iflg. manillamrk.) med rester af brikvævet tekstil |
![](/grafik/intetbillede.jpg) | ESM 1421 x0463-4 080701 Fibula af kobberlegering
Fragmenter af fibel, fra præparat |
![](/grafik/intetbillede.jpg) | ESM 1421 x0463-5 080701 Fibula af kobberlegering
Få fragmenter af fibula |
![](/grafik/intetbillede.jpg) | ESM 1421 x0463-9 080701 Fibula af kobberlegering
Bittesmå fibelfragmenter? |
![](/grafik/intetbillede.jpg) | ESM 1421 X0531 080701 Fibula af kobberlegering
Bronzefibel, 2 små fragmenter af bøjle og spiral |
![](/grafik/intetbillede.jpg) | ESM 1421 X0544 080701 Fibula af kobberlegering
Lille bronzefragment, af bøjlen til fibula. Længde: ca 1 cm. |
![](/grafik/intetbillede.jpg) | ESM 1421 X0806 080701 Fibula af kobberlegering
Få, små fragmenter af fibula |
![](/grafik/intetbillede.jpg) | ESM 1421 X1000 080701 Fibula af kobberlegering
Bronzefibel. Adskillige små fragmenter. Meget nedbrudt |
![](/grafik/intetbillede.jpg) | ESM 1421 X1026 080701 Fibula af kobberlegering
Bronzefibel. To større fragmenter af bøjle samt flere småstumper |
![](/grafik/intetbillede.jpg) | ESM 1421 X1027 080701 Fibula af kobberlegering
|
![](/grafik/intetbillede.jpg) | ESM 1421 X1080/186-193 080701 Fibula af kobberlegering
Flere meget små fragmenter af en eller flere bronzefibler, monteret på plexiglas. Nummereret fra A-H. |
![](/grafik/intetbillede.jpg) | ESM 1421 X1130 080701 Fibula af kobberlegering
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![](/grafik/intetbillede.jpg) | ESM 1421 X1133 080701 Fibula af kobberlegering
Bronzefibel, få, små fragmenter, antagelig af spiral |
![](/grafik/intetbillede.jpg) | ESM 1421 X1173 080701 Fibula af kobberlegering
Meget lille spiralstykke fra bronzefibel. største mål: ca 0,5 cm. |
![](/grafik/intetbillede.jpg) | ESM 1421 X1174 080701 Fibula af kobberlegering
Lille bronzefragment, af fibel? samt en stump organisk materiale |
![](/grafik/intetbillede.jpg) | ESM 1421 X1187 080701 Fibula af kobberlegering
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![](/grafik/intetbillede.jpg) | ESM 1421 X1254 080701 Fibula af kobberlegering
Bronzefibel. Spiral samt lidt af bøjlen med tekstilspor. Største mål: 2,5 cm. |
![](/grafik/intetbillede.jpg) | ESM 1421 X1305 080701 Fibula af kobberlegering
To små fragmenter af nåleskede fra bronzefibel |
![](/grafik/intetbillede.jpg) | ESM 1421 X1352 080701 Fibula af kobberlegering
Bronzefibel: adskillige fragmenter af fibel |
![](/grafik/intetbillede.jpg) | ESM 1421 X1408 080701 Fibula af kobberlegering
Få, meget små bronzefragmenter, antagelig af fibel |
![](/grafik/intetbillede.jpg) | ESM 1421 X1468 080701 Fibula af kobberlegering
Bronzefibel. Adskillige små fragmenter |
![](/grafik/intetbillede.jpg) | ESM 1421 X1471 080701 Fibula af kobberlegering
Bronzefibel lille fragment af bøjle. Mål: 0,9 cm. |
![](/grafik/intetbillede.jpg) | ESM 1421 x1514 080701 Fibula af kobberlegering
Bronzefibel, adskillige små fragmenter, af nål og spiral |
![](/grafik/intetbillede.jpg) | ESM 1421 x1639 080701 Fibula af kobberlegering
Stumper af nålefjeder fra bronzefibel, samt lidt jernkorrosion, måske fra jernnål eller andet, det har været i forbindelse med bronzen på fiblen? |
![](/grafik/intetbillede.jpg) | ESM 1421 x1702 080701 Fibula af kobberlegering
Spiralfragment af jernfibula? Fragmentet overtrukket med tekstil, S og Z spundet. |
![](/grafik/intetbillede.jpg) | ESM 1421 x1718 080701 Fibula af kobberlegering
Fragment af bronzefibula, med rester af/dækket af tekstil. I 12 dele. Længde: ca 2,6 cm., bredde: ca 1 cm. På undersiden ses rester af spiral med isiddende jernstift. Tekstil er S/Z spundet, kippervævet. |
![](/grafik/intetbillede.jpg) | ESM 1421 x1735 080701 Fibula af kobberlegering
Fibulafragment, bronze, jern, tekstil. Fragment af spiral, med rester af jernkorrosion på overfladen. Tekstilet (brikvævning?), dækker en del af spiralen. Z-tråde. |
![](/grafik/intetbillede.jpg) | ESM 1661 X383 080701 Fibula af kobberlegering
fibel, meget fragmenteret |
![](/grafik/intetbillede.jpg) | ESM 1661 X384 080701 Fibula af kobberlegering
fibel, fragmenter (omslået fod) |
![](/grafik/intetbillede.jpg) | ESM 1661 X386 080701 Fibula af kobberlegering
fibel, små fragmenter |
![](/grafik/intetbillede.jpg) | ESM 1661 X793 080701 Fibula af kobberlegering
ubestemmeligt fragment evt. fibel. Meget nedbrudt og smuldrende |
![](/grafik/intetbillede.jpg) | ESM 1661 X822 080701 Fibula af kobberlegering
"fibel: bronze: med jernkerme; fragment: l. ca. 2 cm" |
![](/grafik/intetbillede.jpg) | ESM 1661 X842-A 080701 Fibula af kobberlegering
"fibel, ligearmet med rektangulær dækplade; fragment: l. 3,5 cm. Fragmenteret |
![](/grafik/intetbillede.jpg) | ESM 1661 X842-B 080701 Fibula af kobberlegering
"fibel, ligearmet med rektangulær dækplade; l. 6,3 cm" |
![](/grafik/intetbillede.jpg) | ESM 1661 X848-D1 080701 Fibula af kobberlegering
nål (evt. til fibel), fragmenteret |
![](/grafik/intetbillede.jpg) | ESM 1661 X848-D2 080701 Fibula af kobberlegering
nål (evt. til fibel), fragmenteret |
![](/grafik/intetbillede.jpg) | ESM 1661 X853 080701 Fibula af kobberlegering
fibel, spiralfragment |
![](/grafik/intetbillede.jpg) | ESM 1661 X939-87 080701 Fibula af kobberlegering
Fibelfragment |
![](/grafik/intetbillede.jpg) | ESM 1697 x0503 080701 Fibula af kobberlegering
Fibel |
![](/grafik/intetbillede.jpg) | ESM 1891 x002 080701 Fibula af kobberlegering
Fibulabøjle af bronze |
![](/grafik/intetbillede.jpg) | ESM 2649 X0001-1 080701 Fibula af kobberlegering
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![](/grafik/intetbillede.jpg) | GRM 501 X1004 080701 Fibula af kobberlegering
Rest af fibula (nål nåleskede bøjle) |
![](/grafik/intetbillede.jpg) | GRM 501 X2035 080701 Fibula af kobberlegering
Fibula. Bronze div. fragmenter (2 stk.) samt uidentificerede stykker beslag m. nagler + smalt bronzesmykke. |
![](/grafik/intetbillede.jpg) | SJM 1182 x001 080701 Fibula af kobberlegering
En bøjlefibula af bronze. Der ses en rektangulær hovedplade med et cirkulært stempelornament. Bøjlen er smal og udgår fra hovedpladen. Bøjlen ender i en pladeformet fod tilspidset med et stort cirkelornament, virker nærmest støbt og ikke stemplet på. Bøjlen er profileret. Der er rester af nåleanordningen på bagsiden. Fibulaen minder om en hybrid mellem en fibula med rhombisk pladefod og en korsformet fibula (NM-beskrivelse). |
![](/grafik/intetbillede.jpg) | SJM 1182 x002 080701 Fibula af kobberlegering
En skålfibula af bronze. Overfladen er slidt, men viser rester af dobbeltmasker og båndslyng. Rester af nåleanordningen ses på bagsiden. (NM-beskrivelse) |
![](/grafik/intetbillede.jpg) | SJM 1182 x003 080701 Fibula af kobberlegering
Velbevaret, men bukket korsformet fibel. Kun to kugler på foden mangler. Rester efter jernnål i nåleanordning.
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![](/grafik/intetbillede.jpg) | SJM 1182 x004 080701 Fibula af kobberlegering
Velbevaret korsformet fibel. Kun to kugler på foden mangler. 50 mm lang.
Fremsendes til danefævurdering i 2023. |
![](/grafik/intetbillede.jpg) | SJM 1182 x005 080701 Fibula af kobberlegering
Fragment af korsformet fibel med een bevaret kugle. På bagsiden ses korrosion efter jernnål. 30 mm bevaret,
Fremsendes til danefævudering i 2023. |
![](/grafik/intetbillede.jpg) | SJM 1182 x006 080701 Fibula af kobberlegering
Velbevaret atypisk ligearmet fibel med trekantede afslutninger, hvorpå der ses neddybede linjer, der giver et nærmest bladformet udtryk. På bagsiden ses rest efter jernnål i den også velbevarede nåleanordning. 41 mm fra yderpunkt til yderpunkt.
Fremsendes til danefævurdering i 2023.
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![](/grafik/intetbillede.jpg) | SJM 1182 x007 080701 Fibula af kobberlegering
urnesfibelfragment. Nedbrudt fragment af urnesfibel. På bagsiden ses del af nåleanordning. Stykket er 34 mm langt.
Fremsendes til danefævurdering i 2023. |
![](/grafik/intetbillede.jpg) | SJM 1182 x008 080701 Fibula af kobberlegering
Formodet nål til ringsspænde. Bukket og spidsen er knækket af.
Fremsendes til danefævurdering i 2023. |
![](/grafik/intetbillede.jpg) | SJM 1349 x07 080701 Fibula af kobberlegering
Korsformet fibel
Fragmenteret |
![](/grafik/intetbillede.jpg) | SJM 156 x047 080701 Fibula af kobberlegering
Foden og en del af bøjlen af en bøjlefibula med kam (Almgren gruppe II) af bronze. Stykket er noget korroderet, men der ses rester af listeornamentik langs kanten af foden og tre perlede lister midt på bøjlen. Der ses også en liste med cirkulære indstemplinger på overgangen mellem kammen og bøjlen. Der er rest af nåleholder i hele fodens længde. Største mål: 4,2 cm. |
![](/grafik/intetbillede.jpg) | SJM 780 X109-05 080701 Fibula af kobberlegering
Mulig bronzefibel
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![](/grafik/intetbillede.jpg) | ESM 0086 x1316.03 089599
Bronzegenstand. Muligvis nålen fra et spænde/fibula. 2 cm i to stykker. Herudover to ubestemmelige genstande af organisk materiale m. rustspor i. |
![](/grafik/intetbillede.jpg) | SJM 348 x391 0901 Smykke eller dragttilbehør af sølv
muligt stykke af dragtnål/fibula. Der er mulige spor efter forgyldning. |
![](/grafik/intetbillede.jpg) | ESM 0563 x213 090101 Fibula af sølv
2. Sølvfibel fortsat foreligger kun i fragmenter. Af bøjlen foreligger 2 dele a ca. 1cms længde samt yderligere 3 små fragmenter, hvoraf det synes at være derfra hvor bøjlen er slået om spiralen. Af de to lange stykker er det ene fra bøjlens hvælving - dette stk. har plan underside og hvælvet overside o-tværsnit. Det andet stk. er fra bøjlens forreste ende - umiddelbart inden den slås om spiralen. her har bøjlen rektangulært tværsnit og er ornamenteret med 2 tværstreger. bag denne ornamentik får bøjlen omtrent samme tværsnit som det første stk., dog med 3 svage facetter på oversiden. Bøjlens bredde 3mm bøjlens højde 1.5mm. Af nålen foreligger der 3 fragmenter a henholdsvis 0.7cm og 0.5cm og 0.5cm længde. Nålen har trindt tværsnit, ca. 1-1.5mm i diam. der foreligger yderligere 6 bittesmå fragmenter, heraf et par muligvis fra spiral og forbindelsestråd. |
![](/grafik/intetbillede.jpg) | ESM 1421 X1066 090101 Fibula af sølv
Lille fragment af sølvbånd/nål, til fibel? |
![](/grafik/intetbillede.jpg) | ESM 1421 X1098 090101 Fibula af sølv
Adskillige, meget små fragmenter af fibel, sølv? flere stumper organisk materiale |
![](/grafik/intetbillede.jpg) | ESM 1421 X1099 090101 Fibula af sølv
Adskillige, meget små fragmenter af fibel, sølv? |
![](/grafik/intetbillede.jpg) | ESM 1421 X1379 090101 Fibula af sølv
Totalt fragmenteret bronzeblikfibel med sølv og tinsalte og guldblik samt rest af blå glassten |
![](/grafik/intetbillede.jpg) | ESM 1566 X521-1 090101 Fibula af sølv
5 fragmenter fra en sølvfibel. |
![](/grafik/intetbillede.jpg) | ESM 1661 X726 090101 Fibula af sølv
ubestemmelige fragmenter af fibel? |
![](/grafik/intetbillede.jpg) | ESM 1700 x022.02 090101 Fibula af sølv
Rosetfibel, af sølv med guldfoliebelægning.. |