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) | GRM 61 x05 1408 Anden genstand af knogle/tak/tand
Slagstok/trykstok af hjortetak |
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) | GRM 501 X0007 1408 Anden genstand af knogle/tak/tand
Hjortetaksøkse. Flækket i to |
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) | ASR 1843 x162 1408 Anden genstand af knogle/tak/tand
Lille rhombeformet beslag af benplade, hvor de to spidse ender er brækket af.
Heri kan have været monteringshuller. Skødesløs rhombisk dekoration. |
![](data:image/jpeg;base64,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) | SJM 3 x0977 1408 Anden genstand af knogle/tak/tand
Skinne med lodret og skråtstillet stregonamentik.Fragment, flækket på langs. Kamfutteral? Kamskinne. Prøvestykke? |
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) | GRM 501 X0985 1408 Anden genstand af knogle/tak/tand
Skål eller form?
Af glittet ler eller udskåret af ben/knogle?
Sammenlimet af flere dele
Lå i lerkarret x985. Gravfund? |
![](data:image/jpeg;base64,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) | SJM 431 x039 1408 Anden genstand af knogle/tak/tand
Fragment af bæltespænde med ornamentik i form af tre tværstreger på oversiden og to skråstreger på siden. Lille rest af nål/dorn bevaret. To gennemboringer til fastgørelse på remmen.
2 x 1,8 x 0,6
Remspænde |
![](data:image/jpeg;base64,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| ASR 6M73 D07030 1408 Anden genstand af knogle/tak/tand
1 tildannet hjortetakssplint af tresidet tværsnitsform, lige afskåret i den ene ende, overbrudt i den anden ende. Stykket har plan underside og to skrå oversider, der er forsynet med fine, tæt indskårne ( indsavede ), tværgående streger. L : 5,9 cm. Br : 0,6 cm. Tyk : 0,3 mm |
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Ben, med cirkelornamentering, kamskinne ?
Lgd. 29mm |
![](data:image/jpeg;base64,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| ASR 13 x1357 1408 Anden genstand af knogle/tak/tand
2 ben, med ornamentik. Det store stykke 60x25mm, med cirkelornamentik på begge sider. Prøvestykke ? Det andet 60x20mm, med 5 cirkler. |
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2 ornamenterede ben. Cirkelornamentik på begge stykker.Mål ca. 15x45mm og 20x50mm. |
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) | ASR 13 x0867 1408 Anden genstand af knogle/tak/tand
Ornamenteret ben. Lgd. 65mm. |
![](data:image/jpeg;base64,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) | ASR 13 x1324 1408 Anden genstand af knogle/tak/tand
Benredskab. Lgd. 12cm. |
![](data:image/jpeg;base64,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) | ASR 13 x1353 1408 Anden genstand af knogle/tak/tand
2 ornamenterede benfragmenter |
![](data:image/jpeg;base64,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) | ASR 13 x1115 1408 Anden genstand af knogle/tak/tand
Ornamenteret benbeslag med 2 huller. Lgd. 11.5cm |
![](data:image/jpeg;base64,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) | ASR 13 x1146 1408 Anden genstand af knogle/tak/tand
Benbeslag. Lgd. 30mm. |
![](data:image/jpeg;base64,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) | ASR 13 x3419 1408 Anden genstand af knogle/tak/tand
To fragmenter af benplader udsmykket med punktcirkelornamentik. Disse har formentlig været skrinplader. |
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| ESM 111/66 1080 1408 Anden genstand af knogle/tak/tand
Hjortetaksøkse. Bevaret længde: 11cm. Diameter på skafthul: 2,3 cm. |
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Diameter ca. 2 cm. Nok hverken spillebrik eller perle. |
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Holder til drejning. Bestående af firesidig pladeformig klods med affasede hjørner fremstillet af hjortetak. Midt på stykkets ene fladside findes en lodret opstående, nu knap 1 cm høj jerntap, overbrudt ved fremgravningen. En 2,5 cm. lang jernstump udgør muligvis en forlængelse af samme jerntap. På hver side af denne i knap 0,5 cm afstand ses to rustpukler, der angiver indhamret jern. Stykkets sidemål : 4,3 x 4,6 cm. Tykkelse ( uden jerntap): 1,2 - 1,4 cm. |
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| ASR 1M73D D02357 1408 Anden genstand af knogle/tak/tand
Ornamenteret beslagsskinne af hjortetak med skråt afskårne ender, brudt i tre stykker. På oversiden er skinnen i hver langsidekant forsynet med en uregelmæssig dobbeltrille. Mellemrummet er udfyldt med en zigzag fortløbende dobbeltrille og langs dennes ydersider er der udskåret små trekantformede indhak. Stykket er forsynet med tre uregelmæssigt anbragt naglehuller. Længde : 11,7 cm. Bredde : ca. 2,4 cm. Tykkelse: ca. 0,3 cm. I to dele. |
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) | ASR 4M75 D11019 1408 Anden genstand af knogle/tak/tand
1 fladt tildannet benspatel af aflang form, spidsende til mod den ene, tykkere ende. Kanterne afrundede og på den ene bredside slidspor. Den tynde, brede ende af stykket fragmenteret. L. 8,6 cm. Br: 2,3 cm. Mindste bredde: 1,2 cm. St. tyk: 1,1 cm. Mindste tykkelse: 0,4 cm. |
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) | ASR 4M75 D11289 1408 Anden genstand af knogle/tak/tand
1 fragment af redskab tildannet af sidegren af kronhjorttak. Stykket er lige oversavet og afglattet i den ene ende, groft overbrudt i den anden. Ca. 0,7 - 8 cm. fra den afsavede ende er der skåret et 0,7 cm. dybt afglattet indhak, ligesom der er boret en kanal i grenens porøse indervæv fra endefladen og ud gennem indhakket. L: ca. 4 cm. Tværmål: 2,1 x 2,3 cm. |
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) | ASR 1077 x010 1408 Anden genstand af knogle/tak/tand
Fragmenter af hvalplade, bl.a. med udskåret dyrehoved med nakkedel. På to sammenhængende fragmetner ses runer |
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| ASR 8 x442 1408 Anden genstand af knogle/tak/tand
Gennemboret knogle |
![](data:image/jpeg;base64,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) | ASR 9 x343 1408 Anden genstand af knogle/tak/tand
Prop, pløk af tak? Med markeret hovede. Længde: 4,2 cm. |
![](data:image/jpeg;base64,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) | ASR 9 x400 1408 Anden genstand af knogle/tak/tand
Ringformet stykke tak. Halv ring, med rest af gennemboring. diameter:2,6 cm. |
![](data:image/jpeg;base64,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) | ASR 9 x137 1408 Anden genstand af knogle/tak/tand
Lille tilspidset stykke tak? pløk? Længde: 3 cm. |
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Ribben, med indridsninger, runer? Længde: 6,3 cm. |
![](data:image/jpeg;base64,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) | ASR 9 x363 1408 Anden genstand af knogle/tak/tand
Brummer. I form af dyretåknogle med hul igennem |
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) | ASR 7 x1262 1408 Anden genstand af knogle/tak/tand
1 skolæstformet, fragmenteret genstand af hjortetak overbrudt i den brede ende. Stykket harn plan underside og i den spidse ende findes to lodrette indhak. Stykket er forsynet med to tværgående gennemboringer, hvori resten af forrustede jernnagler. St. længde: 2,5 cm. Bredde: 1,3 cm. Højde: 1,3 cm. |
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| ASR 51/64 D00062 1408 Anden genstand af knogle/tak/tand
Et stykke tildannet ben. Længde: 7,3 cm. Bredde: 2 cm. Tykkelse: 0,1 cm. Enderne afbrudte, overside og kantet glatslebne, bagsiden ru. På forsiden en række indskårne punktcirkler. Muligvis forarbejde til en kamrevle. |
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) | ASR 30/62D D00074 1408 Anden genstand af knogle/tak/tand
Ringspænde af ben. Cirkelformet med 6 fremspring på cirklen. Største diameter (fremspringenes): 4,4 cm. Ringens bredde: 0,8 cm. Ringens diameter: 3,6 cm. Ringens tykkelse: 0,7 cm. I ringens ene side en gennemboring. Slidspor ved denne og i ringens modsatte side er indicier for en nu forsvunden torn. Drejet og udskåret arbejde. |
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En pren af ben. Mål: længde 10,9 cm. største bredde 1,4 cm. Tilspidset i den ene ende, foroven vandret afsluttet og herunder gennemboring. Cirkulært tværsnit forneden, foroven tilnærmelsesvist rektangulær. |
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En fragment af kamrevle eller anden dekorationsplade af ben. Mål: længde 11 cm. største bredde 1,3 cm. Tilspidset afbrudt i begge ender, den ene langside brudflade. Rester af 4 større og 4 mindre mellemliggende koncentriske cirkler. Rester af 2 nittehuller. Bagsiden ru. |
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) | ASR MD89 D00271 1408 Anden genstand af knogle/tak/tand
En nålehus (?) af horn. Udført af spidsen af et kohorn (hvoraf den yderste spids nu er afbrækket) Mål: 9,3 cm. mundingsdiameter 3,8 cm. Undermundingen to modstillede huller. Anvendt som nålehus, fyldt med voks? Til søfart?. |
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| ASR 43/64D D00812 1408 Anden genstand af knogle/tak/tand
Aflang benplade, afbrudt i begge ender, groft tilglattet på undersiden, medens oversiden er blankpoleret og forsynet langs midten med 6 indboringer (ca. 1 mm. i diameter) anbragt med 3-4 mm's mellemrum. Langs kanterne findes to meget uregelmæssige anbragte furer. Mål: St. længde ca. 4,3 cm., st. bredde ca. 1,2 cm. |
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) | ASR 52/64D R00006 1408 Anden genstand af knogle/tak/tand
Forarbejde til genstand af mellemfodsknogle. Mål: ca. 4x4 cm. |
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) | ASR 52/64D R06238 1408 Anden genstand af knogle/tak/tand
Pyramideformet forarbejde af ben. Højde: 4,5 cm. Kvadratisk tværsnit i den ene ende, mål: 0,9x0,9 cm. |
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) | ASR 52/64D R06239 1408 Anden genstand af knogle/tak/tand
Pren af knogle. Længde: 9,1 cm. |
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) | ASR 52/64D R06541 1408 Anden genstand af knogle/tak/tand
Benplade med udskårne cirkler. Længde: 6 cm., bredde: ca. 2 cm. |
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) | ASR 52/64D R09444 1408 Anden genstand af knogle/tak/tand
Tildannet hornplade. Mål: 16x6,5 cm. |
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) | ASR 52/64D R09675 1408 Anden genstand af knogle/tak/tand
Håndtag af horn. Firsidet, med jern bevaret indeni fra det redkab der har været fastgjort i håndtaget. Længde: 8,5 cm., tværsnit: 1,2x1,5 cm. |
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) | ASR 52/64D R09717 1408 Anden genstand af knogle/tak/tand
Pren af knogle. Længde: 11,5 cm. |
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) | ASR 52/64D R10175a 1408 Anden genstand af knogle/tak/tand
Forarbejde til langtandskam. Længde: 13,5 cm. |
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) | ASR 52/64D R12498 1408 Anden genstand af knogle/tak/tand
Benplade med indslagne punktcirkler og to nittehuller. Længde: 4 cm., bredde: ca. 1 cm. |
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) | ASR 52/64D R21442 1408 Anden genstand af knogle/tak/tand
Tildannet ben eller takstykke. Længde: 7 cm. |
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JuCqHkchVGSOSR9azNe8dJpfwV03x5bWls4nhEk0V9efZYt2HG2PAkLs7qqJgkHdu3bRyuvX1zY6XcraXL2rzRGMyRkZxj3H868g1bxD4mbEVz4k1O5iVgyLO6SKuBjKgqdvB7VX1ujQVpx1J9hUqO8WfRetXEUM2i6bpdv9p1rVp1aKKSfdHb2iqjzzuy9VUOFGPvO6DoSRg6x450vR/i9pPgp7O4aK7T97eecm8SSGXyVSMsGZNsEheQKwX5QcZJHh0fi/wAVQyB18V60rEY3C6+nHT2H5Uf8JV4lEyz/APCT6u0wBUSNOGKg9QCV4Bqf7Sw38r+4f1Ot/Me42vjq0vvixfeDv7KurW1tdHmvBfzCVWmnj8ncEBXaY8S43Z5ZGHpu5zS/iOupDWY5LWOB7eG4ubZ7a+E5EcN79kInTyl8tmJDKASCA3TbXl8fibxN5pz4u1yQsuz97dB8KTkryp4yOntU2j6hq8969nJrFx9kvJllu4EggjFyVbd+8KRgtz3znmq/tDDS0UfwD6pWX2j2jTL57y3WRyORzV+xk8yVx98rHJIF6biqEgfmKwrOQQooUbFxjAqa8v5rC3eeCRoZwDsdTyOOtZ+0V+a2hpyO1iD4NePLn4lfD3VtZubXTLHUbMBo45biS3gw9mk6NMCWeOMMxG/+JV3AdqXw/wDEJNb+D+peLmu/DsLWV3PA2pTXE8di0Mcqr5xjDNIGKElYtwLEpyNwx5zfePvE8cmwa1fCNenlzMgHGAOD6cVmyePvEMpy+uakxHQtdyHHf19hT/tKgn/Df4CWDqtfGeqeIfiKmn/BHRvGqJo1jqV/ZrcC3urt5LaR/LkcxRuJFXe2wABn45HzsArS/FD4gW3gjwfJrllHpu9JUP2TVLmaNp0+zQzNHDyvz4lJwx3YU7UdsLXkzfEDxFg51vU2zjreSHp+NJ/wnHiBVdhrWoDzpPNkP2p8s4UKGJzyQFUZ9AKazOh/z7f4B9SqfzntfxC8W2/hDxR4JsbW2snsNZvWt7qOaR3vXDTpFH5EPnRsQAzl22vsABK9aiurhV1i9hUsqR3DxqrHnAYgD9K8YXxn4iZuNc1IZJP/AB+ScknJ/i716hocjyafbvLIZZto3yvyzH1J7mtFjKddWhC33E/V5U3eUrmwHAYjI3dqczHrjj3qLduUcrmpW5+VSM/WqQCM3OcdajftxxTl2t/HjFNkZSxJYD6GtCRittXjkU5m+UfnTVZOpZQO3IpSy7cAqSB2NUiWN3bicg/40VBcMCvDAc+vFFO9uhJsSeA7y4ur61h1PN1FaW0qZXC7yXVxnng+WT0/i9qdb/D/AFW+mu0eZrGISxtFKxDnbtyygd+SOfbrV3TfDes/8J5bXo1R3sbQSJdI0rKZt3mNENoGG2+YOvTHFdh4ksr3UNDu7bTrj7JeyKFjn3lNhyMnIB7Z7c9OOtezKMeiX3HCmzgZPA+oT6bNeWl0Z2eXdFD0KoHIK++VwfXip5vAd1ApnnuTHGL0IkakktC8iqoPpwSf88dL4N0vULGO5muroTWtwsLW0QYkRgJ8xwR8uSegz0z1OAnjDTtVvZ9Pk0+5W3hicebuc/MxdNvybSDgjOc8Yxg5NYuEexaZymrfDO7k8qHeb1GE6mVZCh+5mMkZ4O7I444GetZH/CgNNnngtLu4kE81i7b45ZSqTI0Yz98ZB3nj2r1bw/Z3tnotrBqM3n3iLiSQSF+5IG4gFsDAyQM46Vzt/wCG/E02uXN1b6tGI3uN1uuNpgg2wBo+VbOWjZvfJGVzxDpwvrFP5FXfRnF/8M66a93PD9mkji3wsk322YrtwfMUDfnrjGRViL9njw3cTXUcT3bG1vgp33Mo8yIxxsV4fggscGvY5o3MLiM4fadufXHFcR4L8LeJ9L1K0m1TV1u4kt9l2qyFjNPsQbsbBnhR83GNpwuG4XsaL+wvuDnn/M/vOX0H9nrRZIoW1C1uIJE8xZMXkpL9kYYfA9fwHrVjTvgf4ei0u11G1trqe5mslYo15JxKQGyPnxg9MGu/8babreqaIkPh+/j03UFuYZPOk+6Y1kUup+U9VBHTnpkZyKPw50/V7HTJW1S7juYJRE1mqtkpH5Y4I2jb6YyehOfmwGqNJfYX3Bzyf2n95lTfDaxhtjJI88Zd7aNI45Wby8lVkyS3OST+lR33wxha7iQCa5smvAzKZSpWAjlT82cjGMjk5Fb3jXTdTuljmsL42oEYhVM5UzNPCUcjH8O1v++q2PD9veWWh2MGoSia9jiVZpA5fLAf3iBu+pAz1wKvkh/KvuIu+7PN/wDhRHhkSWsE8VxJO1vMZJFlk2GT5QrY39t2ccZwKzl/Z10eWe4jeARRNEipMsrttbcpYgE+gbr6iuok8P8Ai1teuGOrxtBJfvc267ypjtcRAR5C9mG7b0bBBPJrvrhSY3VTscrgMOx9aXsab+yvuKU592eSwfATwhLc6jGLIlYrxQokZmxH5cbFeCP7zDJz2qjpH7POirHEupQoypC0bCL7zSeYx356D5NoHH4eux4D8L+MdM1CzbWdbhvhbtIuoeW74lcwxhNoK/MBx8zEEbe+41t/ELw5rviLS3h0HWG0m58pkDb2QFjJEwOVGQQqOuR/fNWqNPpFfcLnl3Zx8fwQ0C6gtLq1s4FkjmbzYnT5WCllwPToDU9h8L3sfDck17L5NxFpzL5UIBxKGZ95PTptXj35rqPCWharb69qN/PqRn0uTzIobXJ+RxM+TjoO/I5O7B+6KseKvDF3fyXV3HqU8MAg/wCPVXYIxEVwh4zjnzkPTrEp7DGsacVsvwJ5m92Yl78N/JvIprOYPB9rileGRQCIwMMoPcHrVGP4bfYdNtTeX0s1yxS3l8k4A3ykFgSPvAMoBx/D78dj4S8N3fh+1vorvUJNRNxeSXMbSFiY0bGE+Zj6E8YGWOAK57xh4IvrpZ3h1ieCG43Qj95ITG8s8RVgN+MLhsYwfmABAGKuMUTzENz8OJFuofIuEa2+0W7sHGGCRqwcH13HaffvTh8P7GO5tbOWeeSWS1uGaZXK/NuQAge284+grq/D+jy6PoNlYXFx9pkghETzDcN2BjjJJ/Mk+9cBq3ww1i4kubePxLKjXVpDBDMVk3RtF5W+Rj5mSz7D0I6DOec6KKe4cxoW/wAMlhugDceZbLJA43szMQiMHGCeNzEHr+fSrC+A7Fry6t1kmUpbgo+7PMgkViR36Aj0rqtW01tT0+W1WZ7d3AKyxkhlIIIPBHcdK8+s/h1qVr4ktM+Jbq5FlP8AbHNwpLSpJcXEhT5WA4DbASCNuRgdrilYm5tW/gg+Z/pciNbxtDhYurqiYIP1JyfpRWt4o0H/AISDT1txctbGMux2FhuDRPHhtrA4+fPXqo6HkFacsJfE7fIk4CP4w+TdSOIFVJrkPIysu7YFVcDJ9qk0/wCMZtnhDB5Y/wB4HWRgfdTnPrmvCpt8LNg59KhW4fdgk5FfCvNqydrI+g+p02e7f8LalNlb2wVokS0MZ8tlB8wZC85z0A9uTUw+LUzWckUkQlZBBJGWcZLKyFwT6cE14N9oYdCeKT7VLx8zfnU/2vV7If1KB7pdfF6+a/8AMSLMK3KlF84KPKAbORjvkdadb/G66RrZ7m0jRkWSORhKCCDsKtj14P514X9pmkbq2Kc3m7ejH8DUf2rV7FfU6Z7T/wAL1uLUpLsM0n2cho9w2mXeSO3TBApk/wAfri4W7EVr5Am2MpSUBg21Q4BIOBwccd68Qd3Q8q31Ipqs/YNj6VP9rV+yH9TpHuVt8cru1vj5ccbWkl0zsk8m8iJjn5cAYPXAql/wujUFsrS3HkwwxWskTLE2CW2FUOevoe3J+leMfP8AxA/lTWduBhqf9q1/IX1Oke2v8btT+wmALbzbEt3iaVznzEKF8nqQSpOetD/GyW41i3aS5byFulkOwYxHjGAM8nk9fUV4c0jLkc4pnmN70/7UrdkL6nTPoKH42332dHY232tbaRQxHy+YXGCcHptUfjmoF+Ld4JZbgaiPNZIAFZQUyqjzOPc56evavAWuHRcZbBpPtUg4DH861Wa1ewvqdM+hbj40T+Zcm3e3hWaaVy2CWC+WqxY7Z3DLfhis2x+Mt7p8G77XHNcCJFKy5eMyBssSeDjGRxXg73EmOrVF58h7kfjVLNa3ZC+p0z6Ak+NEzWslvHdrao0l237pPmxJuMfOeCpYnj0FJY/GWexhaA3SzwNFDF+9GcbUCuRz3PI/WvnwzPu7jvTWmfHJJFaLNq/kT9Tpn0bP8aGvtiT3GItsqmOE7NwZNq5OD05P1NMuvjJNIuxJ42hDwOEnO4r5ZUtyACSxXPPTJr52+1OmOTn3o+1yDqxPNV/ate1v0F9TpnuuofFS91KYSSX6jaJtgQlQpdSqkAD+Ef1rQh+NF0gg814Z2hKFZC+GwECuD8vO45PsT3r53a6cNnLfnTXupG6E01mlfv8Agh/VKR7dJ8TL5pRcPqBknVZFEnmlSCxzkYXgDgY9qXUPjVq4mFxEYQzBEbacllXJx93qSTz6cV4h9olbgkip4ZnCbuc/Sr/tLES6/gv8ifq1JdD0Sw8ca4t15g1CVJpIRE0u8ls+YXLH164we1FcTps0zX0RAY+1FXHGV5auX5GcqUFsj2j/AIQ+3l+YoPeg+DbftEPyr0OH4d+MBnHhLXAffTZv/iatf8K58XNtP/CLa4PX/iXzf/E1zSw6vsX7XzPNv+ENgwcRrz7U9fBlvuHyLjHHSvRm+HPi7aMeFtb/APBdN/8AE0f8K58XYUf8Irrf/gvm/wDiaj6uuw/aeZwUPhO2jXHlrn6VP/wjFtJwVUfQV27fDrxa3/Mq63j/ALB03/xNH/Cu/F7Y/wCKV1sY5z/Z83/xNHsV/KHtPM86m8HwOxOxcCnR+EbbywSq49K9C/4Vx4uzx4W1oA9/7Pm/+JpT8N/Fqj/kVtbJ/wCwfL/8TR9XXYPaeZ503hG2GfkX1PFVm8H25OfLX8q9MPw38XdP+EV1vH/YOm5/8dprfDjxcV/5FXW8j/qHTf8AxNP6uuwe08zzBvBUDLkxAn6VCngO3Y42Ae1eqf8ACt/F+D/xSutk4/6B83/xNIvw28Ydf+EW1vP/AGDpv/iaf1Zdg9q+55Z/wgVrnmNc+4pp8A2qAARj6kV6m3w18X5P/FK63/4Lpv8A4mnN8N/F2M/8IrrZ9v7Om/8AiatYeP8AKS6vmeVf8INAvLRLj2FMbwTbH/lmoP0r1ST4ceL25/4RTXM/9g2bH/oNQf8ACtfGG4n/AIRPXf8AwWzf/E1f1ePYn2j7nlzeBbfbgRLn3FQv4Dt8HMa+9eq/8K28ZckeEtd9/wDiWzf/ABNI3wx8Ybyf+ET10/8AcNm/+Jqvq8ewvaPueSy+ArftGvHPSiPwHbqvzIDj1FesH4Z+MjjHhLXcf9g2b/4mkPwz8Y7c/wDCI68W/wCwbNk/+O1Sw8ewvavueUnwLbNx5QP4Uf8ACCwKPmjUH6V6m3wz8ZhSP+EQ11v+4bN/8TULfDLxpu/5FDXuf+oZP/8AE1f1ePYn2j7nlk3gq38wDy1/CpYvCNvHx5aj8K9K/wCFW+NN2f8AhD9e/wDBZP8A/E0f8Ky8af8AQna//wCCuf8A+JrRUY9iXU8zz638NwRNuEaqR3orv2+F/jQrx4P1/wD8Fk//AMRRWipLsZ8/mfozRRRXeeaFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//Z) | ASR 52/64D R22335 1408 Anden genstand af knogle/tak/tand
Pren af knogle. Længde: ca. 11 cm. |
![](data:image/jpeg;base64,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) | ASR 52/64D R24412 1408 Anden genstand af knogle/tak/tand
Nål af knogle eller tak. Med øje. Længde: ca. 8 cm. |
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) | ASR M0851 0982 1408 Anden genstand af knogle/tak/tand
Tilspidset redskab af hjortetak. Længde: 12 cm. |
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) | ASR M5838 5841 1408 Anden genstand af knogle/tak/tand
Tværøkse af hjortetak, 12 Cm. lang og 5 Cm. bred. Svær rund Nakke, stort Skafthul og Eggen meget opskærpet til op imod Skafthullet. |
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) | ASR M8382 8382 1408 Anden genstand af knogle/tak/tand
Knag af hjortetak, eller rensdyrtak. Med hul gennem rodenden. En af de krumme spidser er bevaret. Længde ca. 27,5 cm. |
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T9k34n+Krr7Vqkmn6fI0iuzRQsWOAOeCMN15HrX6W6b4GsbFFEdtHGB6KBWzb6Hbw4+UV2Rw8I9Lk81SWx+fvh7/gny91h9f1/UNRZzl1aUhT7YHQe1eu+Df2F/Bfh50kGlLcOMYM5LgY9Aa+sUtYo/uoPyqTGOgrdRS2Qcknuzy7Q/gXomkRIkNhBEq9AqAV1Np8P9NtsYhQfRRXU0VQ/ZoyoPDdhb42wL+VXI9Pgj+7Eo/CrNFMrkiugwRovRQPwp2KWigqyEpaKKBhRRRQAUUU2SRYo2d2CIoyWY4AFAHJfEnx1H4L0YmL59SuBtt4+MjlVL89Qu4HHfpXzN8QbvUbC48NatqN5IdJursf2lLreGyjN8ybFGcbTwOwx7V7Z4svCza1q2o2xltbSPKN5jGLy2GSVAUkYVVYkDucZxXiOh+KNG0dUu9f0bT3gtv+PTzncxR+aC5UyYKkAOhBGPlI69R8fisQ8RU30R6NKHLG9jN8Z3iaheX2oxaq/iDTruKSFJo45I5FBb5kDAE/KeFHcMQcHmsTRfB8mm3h1G8lku7u4jVnguyBKo+cgjk/KuWy4zkj6V3Fx4FlttK0LWptShm1KO52mw0l1FhbzZkwwUMc7iFyR6tmuH8QeKJNT0u7+0xy29/cMIvPjjDQqqYIiQ9VzwN6jkDv0rGN17tMJSW8i9dePDoVjHdad5enkt5c0kkDSvOzOFZgxGMRoGOFLcqABha4y11Txb8WNSNpotnPPB5wb7RcTM0EShiQV3MzBypAb5z3wQMAd98OfgTrfxJuU1DxGXttNOcWcQ8tZAWLfdHAByTx1yTX1f4P8AhzpXhHT4raytYoY0GAEUCvYw2XuT9rWfyPOqV2/cpo8B+Fv7IelaNNFqOuM+r6lwd1ycoh9FXoB9K+iNJ8H2elwqkMCoq9NoxXQpCsYwBUle7GKirRRgqd3eTK0VlHGOlTqoXoKdRTNVFLYKKKKCgooooAKKKKACiiigAooooAKKKKACiiigArgfijql5MNP0PTGha5upRJdLIrvsgAbaSqjkGQLxkZCt7kd9XgHirWZU1bxZq9zeBLS8k/s+ER+bu8u3BCxjaSBvkkfL8HBKhe48zMKrp0bR3ZtSjzSIvip4+ZdN0m0ZY11W+v47KC4kgIEQdlDvvK7QoifeSWKnG0bq4Dxl8SfBfja1nt7TTbrWp9Lgzc3FxAYbORl+RSTxuU5BDLn76jOcAcb8S7O3121s30+Oazs9PnlvZJVXY9td+WfKDrkjKhI03g5HpwpHl9m6a/a3gtJnjRUhF7Jl3K/xIEUhd3Kn5cDGBXz0YOXvdTtb5dD1Hwf8Uf7SYWOpaTbwCG5eWyhtLcpBIjFf3jEdTnODgbsN07+u/Cj4Pprd6NVv4WWyVt1vbyAAccAkdOlec/sxfDVvFTQ6pfBp/MCM8rKQH2jG4EnJ3Z5PHTpX2pY2MWn20cMKBEUYAAr38Jh4r941/Xc8qrKVSXLcbY6bDYQrHEgVVGOBVuiivVBRUdEFFFFBQUnOfalooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAM3xJqv8AYuh3t6ADJHH+7VjgFz8qAnsCxAr5S+IeoXHhObRNGaWVWKwRWd1a4CLI42iRgcMWMrKvPOEye5r6f8dQpdeHpbWSNpluHji8tF3McuADj2JB/CvALxvhbp2r3pvkRJ9MMdrbQuGdY3QbS2MkbgQ3OMYHsTXz2YS5qsYvZHVR2Z45rXjHRfDuqaX4e0nVdS1rXNPL3WrXUwLCSRZFLt5W5jg7wNny8KDjvXno0+/XUJtMVd2qalrLP5TFcrGRtHCfKRgk9BjcR8vOdbVNKgi8Ra/dwapDei9RJbIxyHARcxq5kyQhbyWfAI7DAHFetfAX4fzeJvibpWr3iebHZ6bGrylVYSyAlQ4cfeBUY6Dp361jRp80ko9R1ZWTufTvwk8GQ+DfCNnbJEI32AkAdPau3pFUIoUDAHApa+mSUVZHFFWQUUUUygooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDxb9pnVvsej6PbGaSFJZJJWKSGMEJs43AEg/NxgE5r5f8RWun3Ph23v7TQ/K1LTVuLowyXTPLc3BDKkZGNyjMgAJGTuJJr6A/aytorqbw6JAztGsxRFbAydvJ+hAP4V4n4buorySefy2k1Fpt0980mWV43WUg85wWjXOQc46ivnMR72Ilb+tjsp6QPMPDDXFiqL4lsY7XUzMs135TElX3jHJzvADFQAQM+xr7m/Zx8M2+leFftsG5kmCxRvIMMUQbRkevHNfEj2tzD44tCZzLFBOUyQCd3mY+6Rz94HPTj2r9G/A2i/8I/4V0+y/iSPc31PJ/nXXg4803N9DCra6SN6iiivYMgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA+ZP2ub28sdX0eW3JeIWjh4RwSSxwQcdRjp3rxPUtWg/4RGxmtbSVtXWRZDNAQv3iu4sePfj3r3z9qODztX0oZxm1YZzg43HOPfkfnXzB4hjubONbf7fJEFIZNpYyK2eSSM4yB/OvmK7aryPQpRUoGl4BSTxf8R/Cul6nEzXX2+OXzVYbbmMsWDEc9Bu9sn6V+i6jaoA6Cvgn9kHQ5NS+MFnJMJJo9Pt7iVJJJBIMAlVK/wB0HzScHnJr73r2sIvcucU/iCiiiu0gKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPCf2lbWL7VoVy4jL7JUXzTgZBXH86+UPF08SW721wjM8hKsyOdqnqC2Rz279q+wP2m4RH4Z0u9KlvJuigwO7DI/9Br4i8a6sLDZKzm58xmfyZk2mFsMBhsHd/D27Eehr5bGwartnqYaS5eU+kf2GfDcdpDr+osIzcAJCSrbiNx3HJ98D8Qa+sa+bP2GYfM+HmsXudwmvgm48nKoCRnv94V9J19BhlalE86fxMKKKK6SAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA8r/aVj/wCLXXFxt3/ZrqGXH/Atv/s1fAnxBvpLO5kRlHl5MiY5KDJzwQPU/wCTX6K/HKx/tD4T+JI9nmFLbztv+4yv/wCy1+bXxLjkuPtp8x4fkWSFWPMm8DKrnqeePc18zmTca0Uup6eDSalc+5v2J4dvwH066G7F3d3EoZu4D7c/+O17zXl/7MegyeGfgL4LsZo/KmFiJXT0LsX/APZq9Qr6KnHlhGPkedJ80mwooorQkKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAKHiDSxrWhajpzcLd20kB/4EpX+tfkP8Try4bXY9MJ80oiRSREDAIkVOO4II57cj6V+w9fCPxO/Yz8cav8AtNaDrumpY3vgW71f7feusgjeyiEqyujqxy5b5lXYD746142YYV15QaW39f5nZh6yottn2t4N0g+H/COiaWetlYw25/4BGq/0rYoor2DjCiiimAUUUUAFFJRkUroBaKTNGaLoBaKKKYBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUlFFAC0UUUAFJRRQAUY9qKKVkAUUUUWQBS0UUwCiiigAooooAKKKKACiiigAooooAKKKKAP/2Q==) | ASR M8509 8535 1408 Anden genstand af knogle/tak/tand
Merlespir af hjortetak, krummet og med ru overflade. Længde 25,5 cm., største diameter 3,6 cm. |
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) | ASR M7020 7020c 1408 Anden genstand af knogle/tak/tand
Fragment af hvalknogle. Forarbejdet. Højde: 24 cm., udvendig diameter: ca. 23 cm. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiq0OpWt1cy28VxHJPH9+NWBK0rpbjs3sWaKKKYgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAPyd/aqk1P8A4aU+LcWk/wBoC9aCDyxp4UsT5UXXjdjr93mvku90DVrXS4tQaxkSzbzP3uRxsdUbcM5BDSIMED7wr6c/bEj+3ftNfFy2D2qymCDyzdXYt8HyIfuk4BPXgkCvlm48aatLosel/aR9jit2tNqwRg+UZlmKlsbj+8UHJOR0HBIOy2Ro9ygL5ucvtHp796KrSKPJYgYbsD196KdyD+jiiikrAQteFWfiyXTdcnaOKQzWVxIH4xvw5DL+I/pXue6vm/xrbnTfiLrVpv8ALE04nUhQT+8Tdkf8CPf0ryswvGMJroz2ctSlOcJdUfRVnfwX8McsDh45FDqw7gjIqxXmXwv8RG6sJLOV83Vk+11zztPIP869MVtygiu6jV9rBSPPxFH2M3EWiiitzmCiiigAooooAKKKKACiiigAooooAKKKKACiiigD8if2wYI5v2nvi/DJOtoJLW3zNJbvImPIh+8VDFR/tAV8syeEbv8Asaa/ju4GgWze8PlnG4LcrAVGcHOXVue1fU37YUYl/am+LscpnS3+x25kkiYbUX7PBkspI3j2zXxpL5bZkjfjuhOCP8f89K06FsRWcsWzgdetFNkmWRifm24HbrxRTJP6RKRqWmtWQhpOK8P+OOnva+LtF1ON9izQvCyleGZTkZPbg4/GvbmavO/jZpX9oeFI7lch7OdZNw7A8E/mV/KuHGR56Ml8z0sDLkrxffQ4PwlrZ0jxBbzSOwjuCYZEdgPLzjtj15+ma9602fzYQM8ivm1dFhs9PhkgVIY3fnGAzFhwSfX/APX15Hs3gDXv7Q0uDzDmeNRHLzn5gOue+fX615+ArW9xnp5hR5lzo7iimhsinV7x80FFJRQAtFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfkB+2n9kH7VXxYGoPBHb/Y7ba0ke6T/j2g/1fIw/pn3r5j1C18ITeFIZ4L+ca8YZneJw+DJ9ojCKcJtGYjI3DEZHJBwD9Q/toXAtP2qvi0zi6kgOnWxlitVX5l+zW+QzMrbR7gZ6V8VSZXc33VJx71fQuQ8PmNuDkke1FVmbg59RRQSf0q01qU02oEQtWb4g00axol9ZH/lvCyD2OOD+eK0ZD81RM3NZyV1ZnTG6aaPmq08Q3NtYxQxR5WOXZMzLnA64xkcnoPeuv8KeI7ex1BWidzBIP3m9s4GTz68H9CKxfiJpZ8I+NZ544QbTUh5iHsCx+fv2OPwYVk2MJ0xWmhi8zzyUZT8pZck5HX6/y718g+bD1bdj7CPLiKd11PpjT7oXEKnOTirdea/D/wAShdmnyyBiijyXB4ZfT6j/AD0r0dHDqCK+roVVWgpI+SxNF0ZtMfS02lzXQcY6kpKM0AOpKSlFAC0UmaM0ALRSUtABRSUUALSN0paa1AH5EftqPGn7VnxUc2sNyq6fbb1uLh4lP+i25xhCC30yO9fJ3iTxFZan4b0nSItFg066s5J5Jb6JiTcB3LKCDz8o+XknoK+r/wBtq4/s39qz4q3A8hpDp1syrPZ/aFyLW37H5VP+0wI/OvjTULG8hsoLuW0nSyuWby7gxFY3YHkKSMHHfFX0NJGbJIqqBnjP4UVCwxxweaKRB/S3QelFJuFSNFeTjmoS1WJulVW/WoZvE5X4k+E/+Es8OSxQqPt9vmW3J7tjlfoR+uK8G0TUgxNncK4mt3/hUrkemcdAa+n2P4GvCvi/4IXStZt9dtgyWs02ZFQE7JCDk+wbg/Ue4FeLj8Pzr2kd0e3ga/I/Zy2Yy1uJ1jN7EJN8RAKoCPmHcdu3btmvXPBHjKLWoPIkOy6j4ZGI+bHcYPNeM+FdSa4jwSI1QZIwOvPoTWlo8Z0+bzEuXE8b5iaM/Ntz3z715uHryw8rrY9HEUI4iPK9z6EU5pa5rwr4oj1m3Ebsq3SD50B/Ue1dGrcV9VTqRqRUo7HyVSlKlJxkh1FNBpa0MbC0UUUxBmiikNAx1FNooCw/NFNooFYdmm0Uh6UAfkV+2qb/AP4a3+KA0wX73p0y18tdNcLID9lt8ZyckZ7Lk9K+P9d8Xarq2g6douoTKbbT5JZI/MB8wtIxZtx6nksf+BGvrr9uUrJ+1Z8TYFe1jll0u2VWurkQDd9lt8bWJAJ+p/rXxrq/h+70nTrS+nCeVcyyJHtO4N5ZALAjgqSSAQTko3pVdDSW5lybDt2sxCjnK4H4c0VH5gMjNxg9gMD8qKDM/pczSEjNJupOhqS7CSCqsgw1WmNQyLxUs0joVT+dZ+saXb61p09jeRCa3nXa6n09fqOoPtWg3ymomrNq+jN07Hy1r+i6n4H8UPpz3OBuDwXEgGJkOeQMcHGenfNdlp+txMQUHmyIAGZenPau/wDid4Cg8eeH5LXIhv4cva3HdWx0+h/wPavAdF1S40uSbSr7fBqMJKvEflZW9evP8jXzWKw7oyutmfRYauq0bS3R6UuqHT7+KaEuki4Yso+5nPBx1/qK9b8LeK4tYhWOVlS6Ucr2b3FfP2l3pZgqP9oydrZbOMdCR/n9a6DSrxbG+kl8+cFSD5Y4SP6dj61lQxUsPK62NsRho4iNnufQoanVxvhfxrDqCrDcSr5g4EvZvr6GuuV/xr6ilWhWjzQZ8pWoToy5ZokBIpd1R7qNxzWxz2H0Umc0UgFozSUUwsOBozTaKBDt1NduKMimuaBo/If9uBVb9rL4oQm5+xibSLdWla3aVADa24+baCVH+1jiviW4uZmRYHnd4YySibiUBPXA7Zr7b/bhs/tH7WnxO8ySaOD+xbcySQOMov2WDJK5G4D+73r5D13S9As/CmnXdnqT3GqyTypNbsBwisdrY6rxt6k5JOPu830HLc5fy2ZsCimJIwbIOO/vRQQf0ue9GcGm5z3oqTUd9aa3Sl5pKQFSaPNV2+Wr0iiqcq7W4qbGsWQPXl3xe+Gp8S251bS4wms268hRzOg/h/3vT8vTHp8h4NRkfLgmsalONSLjLY3hOVNqUT5G0XWRCSGyrbtrAcEEHGCPUYrvdB1GFcvtX5xliR61q/GD4UvetLr+gw4vly91axj/AI+B3ZQP4/5/Xr454b8YIt21uJllYYLxdGXt396+VxGHlQlZ7H02HrxrR03PoTTzFNHlCsb+3/1q6rw/4uezkitbvMsJ+VZR1X6+1eS6FqX2rEiSccEbhj+X4fpXa6fML61ypy/XKc4p0a0qcrxCtRjUjaZ69HIsyh0YMp5BFPrzCx8aP4evobWUiVJfmEe4AsOnygn3Fej2d9DfQrLC4ZT+lfS0cRGstNz5ivh5UX5FntThUdKDXWclh+6k3d6SkNK4h26lDVHS0x2FY000UjdKBn5B/t2fZB+1l8SGvvs7QjSbYKswG/P2WD/Vkj7/AFxXxJcMeQCQM8AntX3B+3JdKv7WXxNExuHij0a3DRW6A71NrASrHadqnP3u3FfHusappF54bsLa1097a/t5pmlkwmHQnKDdjcxAODnAAUYGSSdOhE9zmcEgmimfM2QP0opGZ/TBmgGm7qXdUm48mkU02lzQAMM1WmTdVkmoyOtDGnYzJF2/SoWb86vzR5zVGRStQbJ3IXHHrXhXxl+B/wDaVxP4l8NoIdVC7rizVRi4wcllHaTr9c+vX3Ruc5qN13deaxqQjUjyyWhrTqSpy5onyb4S8VywyTRMWC7gDGV27GHBGDz/APqr1XwvrwmbGF2tj2OelV/ix8IzfXM/iHQYgNRxm7tF4Fyo/iX0kwPx+vXgvButhcAk5zgKeCuOoI7V8xiMPLDy8j6ShXjXjbqex6trEdswEkY8naCWyQ24nCgAdeT+taNjrl1p4We2f99t3mMjh19/8RXHRXUmtXaN96CNlUbUYbjjLIWK8jAzgfj2ro4DPJA63bqo27lZfur6Dkc//YipjNxkmtwlFSVmj0/QfEVvrkGVzHMv3o24/EeorXrynTvPsVTDgOhwh6P9c9+c12Oj+KhIqw3mFk6eYBgGveoYyM9J6M8Kvg5R96Gx01J1pqyB1DKQQehFKWr0DzBTRTGy3Q4oJoHYfTWNIGAOKbI1O47H5D/t04j/AGsviVM1o10iaPbuyee0SnFrB94KwLL6r3r4lvPm+bGxf4VFfa/7dlysf7WnxDffZh4dHt2jW9jWQF/s0JGxW43+mc18e654wvtY0ew0q4EItLGSWVAibSTIxY57AZJwAAOa16GU9zAI8tck49qKRpDIGLYFFBB/S3upaj3Uuag2H7qAaZRQMduoY03NIWpiGtzVK4TrV1uarzCkXEzWyfammpJvlPFQFqzZqMdevevJfiZ8N447iXxFpcJWbO+8gjH+sA/5aAf3h39evXr60T8tMZQ4xXPUhGpFwkbU5unJSieQ+A7zzoJIXcsCN3XGP8K6grkGRgMA9c9PfrXLX2m/8Ir4zeDzTHYTnfCgHChs5H0yD+VaHiDWF8N6Ve6kV3x28DzPH1LBQSQBnr/jXys4unJwfQ+mpy9pFSXU6WJS1uN5YNjBK85/H8aPtCx5VmZhnAY/oK80Hxf+0XF3a22mXV7Jb3hsylmvmcbN2/I9zjHseflIpjeN9butP1GWPw1f+baxLNAjhgZ2LFSmCAQeCeR0IPqAcsi7HsGm69dabt8qbfGxz5bjI/LqK6nT/F1nefLK32eTp833T+NfO91r3ju1W8kt9M0qGIeQ9stxPI+8NuV1fAXawOw9gATycV2cevWkMSyXV9YwPt+ctMu0HHbPOM5rrpYqpR0vdHHWwlOrrbU9vWRZFBRgynoV5FLn3rxC0+J2n2MwKeINNi6lk+2R9Ox+9/TvW3B8dNBt2VbrW9HlBOCy30SEfX5q9Snj6cvi0PKqYCpH4dT1LdSMa43Sfi/4P1mQRQeINP8AOJACfaozkn0IYiuv3buQeK9CE4z1i7nFKnKDtJWPyL/bemvF/a9+I40+S8S8Oj2wj+wxF3LG2gwOASvOORjHrXxnrXh3UdM0221C8iEMV08ixrJIvmEqxViVzkYZWHI6j3GfsX9umF779rT4lQRKd/8AYtv832ryFH+jQcsSQCOeQeK+LrzVryWxisZbqWWzgYmOBpCyRknkqM4GTnp6mupbHJU+Jmc31zRTHbPGPeigyuf0v9qdUdLuqTcdRTc0uaQxSabSZpGoAXNQyU/PUVFI1MCjc5HIqozc1aumyDVAtWcjVEm6k3VHupd35VizQ8h/aK8XaL8P9J0rX9auBbWsMrIWAJaQkAhAB1J2n9a+UfFH/BQK7uJJI/DvhK32A4S41CdmJ9CUQjBz/tGvujx98PvD/wAT/DVxoPiXTo9S02bDGNyQyMOjow5VhnqPUjvXx148/wCCbgWSSfwV4tEKZzHZa1CTj6zR9v8Atnx7151bCqpNzZ6FHEunDlR4b4i/a++J+sBvL1SDSFYY8vT7VRtGexfdj61xl98bPH+oMftXi/WiCOAt465/AY9Owr0vWP2J/iloZdnsNP1HHBex1BQDz1HmBT+lcpN+zj4/Vik3h2dXI24a6tyF9ed/vXP9X5Psm/1ly+0cLd+Ltb1Rv32p6lcSNwTJdSMce5Y9OKq72dVdyWycEuxJOT9a9Ks/2c/HbMoOitHg7svdwEH2wHPvWlH+zL43aPixgLEd7pD27/8A1vWj2bWyE6qe8jx63dbqEmHDqPvOp78jqfpUlvH50LtE0cnsCD0ODyM9K990b9kvxbcNhhplqh7PMzYz14VOfxNek+Ff2ITMS2r6zJIjDBjs4dn1+Zic9u3aq5Z9ET7SPVnyDZyGG4iAlMM+dylW447g57V+w/wB+IVp8QPhP4e1KBp8pbJaytc43NJGoRjkcEEjrXk/w4/ZN8A+FVd7rQ11eckbZNUbztoHYLgLjk9q90tLWLT7aOC1iS3gjUKkUShVUDoABwBXbQhKD5mzmqzjNWSPyo/bt+zXH7XHxIjuJLGJW0m2VZr4FghNpBgpgE7hz0BPWvkrWvD9rp3hyw1KHVI7u4u5pY2t4guEVGwGJLbvmxnBQcY9RX1N+2xdD/hrL4lRzTXMEbaTbo7W0ImJU2sGcg9B75HQcivjmTG5sEnngkYr1VsePU+Jkfoe9FO+XoOPU0UzM/pZz+NGetR+ZR5lI3Jd1LuqLzBR5lSA/NBNM3CmlhTAfUUjYoaQCq003BpgVrmTrVJm5pbif5utVzKD3rORaZLu5pd1QbwaeuSOlYtGiY4nOfWm7flqWOEtUyWtTysu5i31oJ0ZSMivPte8Ls0xZE/SvYfsSnqKqXekJIucU5QuhKVmeL23hKRzgjj6Vt2Hg1FwWXNd8NFWNulXILBV/hFY+zNOY5vT/DMMIGEFbtvpojwFXFacdsFxxVlYfatFGwuYpQ2XrVn7KMdKtrGBTioAq1EVz8fP23oQv7W3xMLW1zcRLpFu0q2s4iO37LBkknt7YP0NfIt9/Zrabbm2WZL3z5vNSTkCLCeX83dvv5+UdvXA+tv26ZreL9rv4mPPBZ3ATS7UiO8kZFY/ZLfhdpBLewI718dyqdu8qVVjxxx9M11LY4KnxMh560U7cehopkH6VN/wUk+LgmMQ8B+G1dZxbkNPIf3hUMB/rfQjnpUH/Dyj4vyOip4G8LguJGXMsvRCA/8Ay27Ej61+fGm3KalrWnxajdtFaPLFDLMzY8uLIUnODjC+x6Vo+OpbCDXFu9I1RrzzGkcuzZeNlmdUywVVJKLG2QMc09C+Zn3g3/BSz4wKrsfBXhQKsKXB+eUnYxIU/wCv/wBk8daT/h5P8ZfOaMeDPCJZZhAfnl4cqG/579MHrXwH4YubaTUp577UWsXSMyRzYJLOWUFfunkqX/HGTVC/nGn6jdxWN2ZoA0kSzxlgJI8kZ5AOCPUDr0pWQuZn6Cyf8FLPjNIA0fhLwegIkPzGY/6s7X/5b+vT+tQf8PL/AIzeS0p8MeDgixxykhZuA5IX/l465U8V8Q6HDoMngvUJLvVpLPWJJJEW3ySkkax70BAjPJkAGd3pkAZYcj9pmELQiRhEzBimflLAEA49Rk/maYczP0Hm/wCClHxqWR1fw94MTbMLcfJNguVDYz5/TBHNZ03/AAUl+NUgj26P4NQSJI6kxS9Eba3/AC39enrXxJqx0n/hC9G+zahNNqxmma7tGXCRZIClTjnKqnf19KwDdSMsayMzpGNqBjkKMk4HoMkn8aA5mfctx/wUa+NfzM2n+EECxRzkeRJna+duP33Xjp9KT/h4b8bWuhbC18ILN5/2fb5D53bd3/PX0/Xivjfx1/Y/9sx/2FeTX1n9miDSzgghguNvIHQBR+B6dBR8OtFJ4lsZb++NnD9oWWa7bczKAdxbgMd3pweTS5UHMz7Ti/4KJfGyRsInhHOyWTCwMeIzhv8Alp+I9uaf/wAPDvjcwl2zeEcRRRyvttycB22j+P1xn6j1r4ckY28zeXLkDcokjJAZTkcZwcEeo6GtvwfNoyQ65HrFxNAH0+QWvlBj5k4KmNDjtuAJJ4wD3xRyoOdn2M//AAUK+OmX2aj4TjVZxbmQWwKhim8HO7pjjPqDUS/8FDvjq0Mcp1rwsiOspDG0UD92VBX6ncCB3FfD/nOEKB22MQSueCRnB/U/nW6LnS28DrEZWGtJqBKxYcjyGjGWBztHzKo6En2A5XKh87PsSb/god8dI4wzeIvC0YaOOVP9ET5g7FcDjkgqc+lNvP8AgoF8dFnWL/hLPDMDeYsZZrWHBym8OMp9zBAz618RtcOyqGYsFGFHYD2rY8TXelXEmnHSvtfy2MKXRupAwM4QB9nAIToADnv2xRZBzs+t5v2+Pjz9oED+NPD0UpEn7s2MG4FGC7ceX1bOQO4qIft5fHlpJY08e6F5yRo3lJYWxYliQVA8rllxkjtkV8h6HcWseuWEuo75LJbiNrgRk7zGGG7BHOcZ707XJrebWb2WyG22aZjHt3YxntuJb8zn1osh88u59cr+3Z8eZ5ZI4/iXozeXJsZo9OtCNu0MZP8AU/dGcZ9Qahh/bs+PNwu4fFDTQirI0hGmWeECuFGf3H8WRivlrwnfaVYy6i2qxPMHsZo7ZU3YE5ACltrKcDn1HTIIrCLY6dfSjlQc8u59fSft0fHaWze5/wCFpWaxrHGxK6da/efPyf6n7wCk1XuP22vjiIg7/FuERNceQsi2NvhsKrMwxF0G4Cvldbi1/sTyh5wv/tG8kD920e3HPPUHPb+I81RY5wO3vRZdg55dz0b4ifE3xXr3ja98Sazrkeu6xq1uqXF9JbRMs8S/u1BQptxtjXt0rltU8XXeraBZaTLHAsFrI8itGpUkszMeM7Ry7fdA7ZzgYb4n1DTNSbTf7Nt3tUhs0inVxjdKCSxHzHjBHPGcZwKl1DwhJpttcyS3tmzQqGVYpQ28Hb0/PH1U0ydTCVvLUc7i3vxRTCxPpRQImYnpUTN0/wAKKKBDS3SkLe9FFADWpm7FFFMQm4/ShpNoxnrzzRRQAnmbu9KrEdP1NFFMBN2ep5pvI75+lFFIA3f5NKGoooAkXG33paKKQxc88dKXBHtRRQAZPGKcF49aKKBjvujP8qa3tRRQAhz0zTlO0dOaKKAHyBFwQetFFFAj/9k=) | ASR 1200 X0249 1408 Anden genstand af knogle/tak/tand
Merlespir. lgd. 14cm. |
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) | ASR 1200 x0283 1408 Anden genstand af knogle/tak/tand
Benpren. Lgd.10cm. |
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| ASR M7710 7710 1408 Anden genstand af knogle/tak/tand
Hjortetaksøkse. Let krummet, med skafthul. Længde: 19 cm. |
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| ASR M7727 7860 1408 Anden genstand af knogle/tak/tand
Fragment af glideben til Armbrøstskaft; paa den glatte Overside en Hulning el. Fure, hvori Pilen kan glide; paa den til Fastgørelse bestemte Underside 5 længdegaaende Riller. Længde: 17,9 cm. Bredde: 1cm.
Pilerende til armbrøst |
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) | ASR M8134 8134 1408 Anden genstand af knogle/tak/tand
Merlespir/merlespiger (splejseredskab) af Hjortetak, groft tilsnittet. Længde: 14 cm. |
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) | ASR 1015 x0331 1408 Anden genstand af knogle/tak/tand
Nød fra armbrøst. Mål: 2,5x2 cm. |
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| ASR 1015 x1038 1408 Anden genstand af knogle/tak/tand
Madonnafigur, . Siddende positur med barn. Hovedet mangler. Muligvis tand. Højde: 2,7 cm. |
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) | ASR 1015 x1389 1408 Anden genstand af knogle/tak/tand
Fodrodsknogle med hul. Legetøj? Mål: 3x2,5 cm. |
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) | ASR 2090 x043 1408 Anden genstand af knogle/tak/tand
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) | ASR 2090 x043 1408 Anden genstand af knogle/tak/tand
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) | ASR 2090 x039 1408 Anden genstand af knogle/tak/tand
Pynteplade nu i to stykker og ikke komplet. Samlet bevaret længde 9 cm. Fremstillet af ribben udsmykket med et mønster af delvist overlappende koncentriske cirkler. Kan have udsmykket et skaft ell. lign. Der ses et enkelt nittehul og på bagsiden er der spongiøst væv sikkert for at lim kan binde. |
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) | ASR 2090 x053 1408 Anden genstand af knogle/tak/tand
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) | ASR 2090 x053 1408 Anden genstand af knogle/tak/tand
|
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) | ASR 2089 x122 1408 Anden genstand af knogle/tak/tand
Cirkulært, blomstlignende pyntebeslag m. monteringshul i midten, ø 9 mm. |
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) | ASR 13 x0052 1408 Anden genstand af knogle/tak/tand
Fragment af nålehus med rudemønster, l. 3,4 cm |
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) | ASR 13 x0060 1408 Anden genstand af knogle/tak/tand
Halv fingerring af ben. Ydre diameter 2,0 cm. Der ses to furer løbende rundt på ydersiden af ringen. |
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) | ASR 13 x0233 1408 Anden genstand af knogle/tak/tand
Lille benstykke, 2,6 cm. lang, med gennemboring i den øverste, brede ende. Omkring gennemboringen og lidt ned af den ene side ses en grønfarvning efter metalsalte. Måske raslepynt fra seletøj? Stemmeskrue fra strengeinstrument? |
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) | ASR 2089 x111 1408 Anden genstand af knogle/tak/tand
Besynderligt hjul fremstillet af tre benplader nittet sammen med fire Cu-nitter. På hver side dekoreret med fire hhv. fem tilfældigt placerede punktcirkler. Slidbanen er blank efter mekanisk slid og også akselhullets sider synes blankslidte. Måske et hjul fra noget legetøj? |
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) | ASR 13 x0325 1408 Anden genstand af knogle/tak/tand
Fragment af skrinplade med punktcirkel. L. 2 cm. |
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) | ASR 13 x0479 1408 Anden genstand af knogle/tak/tand
Diverse benplader udsmykket med punktcirkelornamentik. Størstedelen har nok været skrinplader. På bagsiden spongiøst væv velegnet til fastgørelse i lim. Stort set ingen monteringshuller. |
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) | ASR 13 x0485 1408 Anden genstand af knogle/tak/tand
Skrinplader udsmykket med punktcirkelornamentik. Den midterste måske af andet materiale end ribben. OBS! midterste samhørende med K272x492. |
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) | ASR 13 x0322 1408 Anden genstand af knogle/tak/tand
Pynteplade fremstillet af flækket ribben, dekoreret med koncentrisk cirkelornamentik (løbende hund. Afbrækket i den ene ende, den anden skråt afskåret med med hul til fastgørelse 61x18x1-2 mm. |
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) | ASR 13 x0489 1408 Anden genstand af knogle/tak/tand
Fragment af ca. 18 mm bred punktcirkeldekoreret benplade, l. 20 mm |
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) | ASR 13 x0493 1408 Anden genstand af knogle/tak/tand
Fragmenter af benplader med punktcirkelornamentik. Den ene plade 22mm bred og punktcirklerne synes at have dannet et bølget forløb. L 38 mm. Den anden meget nedbrudt, bredde 10 mm l. 20 mm. På bagsiden spongiøst væv. Ingen monteringshuller. |
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) | ASR 13 x0513 1408 Anden genstand af knogle/tak/tand
To samhørende dele af benplade udsmykket med en række punktcirkler. Pladens brede 21 mm. Samlet længde 58 mm. Ingen monteringshuller. |
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) | ASR 13 x0492 1408 Anden genstand af knogle/tak/tand
Pynteplade med punktcirkelornamentik. Fremstillet af anderledes materiale, hvalben eller elgtak? OBS! samhørende med k195x485 |
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Spids af ben/knogle. Nål? Kamtak? |
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) | ASR 13 x0428 1408 Anden genstand af knogle/tak/tand
Afsavet takspids, tilspidset og spidsen er brækket af. Op til ø 2,4 cm. |
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deox0P8q6Tw9qy6hCUYhbhD86qOvuPasKtJx96OxpGp0ZsoSkX3ACx2g9iO1EzFY9pY7ictmnNdLtVUG7s3rUHzN5mG+VueR27isPI0dyfzFYcoTwc+9RRzDdv2lSOB7ipFk+XHTjgj8qj8zHyK2GbrxU67oZPHdJLgBQB7inyNHuBIA9MVW252gbuuSV/lTpEj7/Lxnr6VV3bcldxGkDSZTO5eCMdarLI0kwSTcCeBgYIq6XijwnIOc5pskyoxBYk9V9aLXYXtoQTRk5RtwJ53Gin7lEZYfM5GeaKej6jVywJCihm+/wC1H+skOW+U4I4pY/3hAdhjPTFEilX+Tkeg6d6x9RjWyysY2Ube/fOahaZIYAWYoFOOn9asmMW6tg8nkheetQyxxNCykF4+hDDik/IWy0IUuBG/IyrHHz9alnWOThOGxjrUUkJfbIA2AOlTRgqQqpv9TQMq7F2qCAST83arUZVryFVxGw3OW7EBScfoaTyVZdzRke3aoZP3Pz72dd+M46AjH9alRsh7o6JokVA28sWO7ZnOeOtVNQgt9R08wzTYmB/dSdHQg5wD+NJp0sb2dmiyxvNHFu+brnFOvGSKNZ5ojLDCQwdRk7jwf5171lNJngpypt2C3gnt4oS8v2tAuw3DDD8dNw78dxTorWKNLiW1kZjLyy5G0Nj+verbQRYtpcfvEPmbUbGQR3Hcf4CudNtNpOv3FxYv51vPgTWeRuRsqN6j0AOSPSlOPU0jUUvUiuvC0U0p1LT18ifblkQ5WTj09c9KsWdrbTRxyvJzE2ySJyAQT9PWtS1WSC1nBLzclhuwo+8eMdiO9Zslm8q/aoSseolt0iM2VdecBvp2rC1lpudcJOW464sI5LUW/kgoMoVzk4OeRXBa9pMnh68huLOY7lO7aOeM9CPTpXZWOqQXz3EMbCK+ikU3MW7LRNjHPpwMfnTryOKcFcLLtJBOOue2amMradDTqU/D+sQaxbiZDsfH7xRwQfSrcjMv8YK+jda4O8im8H6i11AryW0gBZc9s9PrXZ2uowalbpcRNlG+Yd6561Pk+HY3jK+tiXe/7vkKpOTVpQdvO0synB7g1XWONlKvwDk5I7dqsxKV2BGU7fyNYR1dy+hDIHjaMgZz94imLIZ5OAQFGCGHqc1K8h3ncRuz9zNRuob5hwBknFa83YCWRVdQSMY54NRyT7GVs4Y8YxxTVZ1LEkMMfKDTboRZUnk5H3W45HSktSUTY9MM/XP9KKjhhGVYbgoGDuPr6UVXL3KsaCOvUfKCe9Lxuyxxz36VBJE3y4Hynsf51LJCzR/L8oH51hre4tLXCeYLnJ+8cY7fnVfbjIyNu7v9ak6jLNj2PGaZIw3D5vxxS+JlbkjZ3BcgcY9qXyysjZcBfp196HtyvAILYxuzio/JKsO7Y52nkUvesJeZWmuWa5EURYbeXJHBqwzPJCwUYOMbRUfly7d42qM9T120o+8z4JGc5BxSdylboaelNFMnmRxHfvLDK4xkAnn6n9KXSbUuSYXb7DIPNBk5ZmJOT9OlVrC+iEyIQ3lrFGzgD+I7gQT6fKDWzpNvbyWrxxTRm3hACLEcjZtHGP8APWvYot8iPLqRSm7mZZvLJqS7CracqYjZQd6scZz/ALPOfaryWLmSeRSscoHyuqjzF4FWYdJFrc+cJj9lMQRUOAAOvPrWVr3iqx0PbJeXdvZ7vljed8JIeePritk7aSObVv3Rvii6TT7I3kAeW4X5So5DHGNpH41QsFiuHkeB3Ksx3pIc+WeuMelcB4q+PWlW8E8Wk2i39x5gbzGXZGcdwe9ee6T8dNZXUJpTp9punYeYI3ZC2Dxnjrg46UnSqS1jE3urWk9T3F/BVld3lzqEMvkXF4VN3MhI83p+XT9TV2SHy/MCSBfLJXcw/h7EDuK8Og+N2vRWz2xtLIRDhGywwvpXO+IfHes69evO95NBFhV8iJyEHGDx71UcLVnurGjrKPW57V4r1bSIbfZeajHuVcbcjcx+grh/APjJY9SmtJnK27vlSOi15tHbyXTEkkjOST3rY0DTLv7eoSNtrcZA4zjvW8sLFU3GbMVUnzpxR9FIWdVcncmO3Wl8osAMMgz0qj4bZl0+CKbiQL941rLkhlf5l67ugr59xSPVvoU5mPmKFAkbGDjr/npViRWwMenfjbSxqscjAkfN370kjb2Byyk8HNPlQIZKfMUqq7CvbON3NRJCCMgcg5B64PFDKftALv8AcPI68e9WNpjXCoxVsntxVa20D0FVnWIFjkj1oqEttYQg7geTn8qKFHmV7jNF4iqMW3Bm5HHFIsxkYKV2gfxL0NPkDyZ3MxXONtQRzKzFBGVVetcyutxpXHEK/wArOG4zwaVo0VlZc89cd6buTyycjPI6YpyzLKoVM59umKu+hLXYXzAzBF4bp8wpvl+XIAFyWH3s06OQfdCgEHOPSmyOXmGF49/WhPQeuyHsxXgPggZ+bvUSsZjtI2n0XvxSsnmKcOcjqcUbflOULccHsPSkHkZcMyWOtTmYqIbiIADJAVlyf1Bx+ArG1b4nWPgm8M8FnJcag0KxqkIxHtHGST34rpLi1STYrx7wOSG9eDXBfEXQ21CyWSOFt8ZwABziurDS99QnojGrB2clucX4j+N3ijxBI6xGPS4X4Kw/M5/4EelcFM819hbmaac7t375y2D6jPSr02mukpV/lcHHPan2umPJKRjPPrX01OFKGyPGnKb8jNmtZSoEaZUcnPpVq20tlVX2bmY5AFdbpPhOe6O7kDPO4cYrvNF8Fw2se+ZVZl5B71lWxUIOy3NqWHc9zz7Q/Al1qSq8i+SvU/5/GtofC6RcKjK2TwuP0r0qzgjRWEcYj/d45HvVpYyyqQfmPevIli6nQ744ePVHCeH/AIfrZuz3ID88L6V1dro9taxbY4ODyOMYrWt7dhDl1z34Pr/kVL5YVR82B0Fcsqkpu8maxgo6IS3tWWLLDcSO4p8ikK/ZcfdBNO3SqnzneV/UUR3R2q23930OBWOnaxr8xo2KCViPOF3etSph1wQFYcAfSorpuhGQmMnjgc9amWJvKJxuZh97FO3YnoMkiPllsBsjqtMUsIyQNpHXmllSTAOSgxkYPUVVJkZoxhsY7U+yHa4oWZp2kEYII7daK0FiJXuQeQBRTcU9Wx3uSi4iOAqttz95fpRkMnyrgHgAdDUUsXlt8rDBHYUfMdp+7/Oudbh6BJvVclTtUd6SPzEJdOBxkY7GpZmZo8DlAec9c03EiHJBKjGO9N9g9STasgfBG8fh2qBY9xUs7Ic5/wDr0zzGVuTg55JGKmaVJFZgSF9FFLyYthI2aLK43x54Ymn/ADLkYyuPXtUfmFo/my0XY1GGWaEjdhW+oNUrbIHoN3Mrbgc1FcQtNG2P3j45qeIb5NmVIA+9/jTfJHcFfahR1sPzOE8TeC4L7M8Q2uOW2iotA8GxwsHkUgg53Gu38kbpA+7aTxjvTY7ddxVTuHTbXb7apy8qZh7ON+ZleK1itkOEGzGCcVYSENzuG08jApygMCpyu0Y54xUkbJnjnn+Vc931NlGy0F8tIpBhSQRjp2pVjVZl4wO7elTDy5GJAwcYpywKyHczAnsalx003J9QwpUjl+2M4qtGrBmVl+TlhkdKlDbP3fzFM8OO1SM21QEJx1zmltuPUrRxy+Xh2IUdQDyakUDzGAztXqppvmsyAONpzgULM0aMcgAdBVK0dAt0Ht8rgDcwPUe1L5xjYKpzx0YYqKN3faxO7K4C561IsbMxY8svL56VOj23GRyM0seCMHH5UbWWEBxt5yMHOae9uz4ZHDev+FReWS3zIwUU2Fx+5o1UqzE4zjoM0U6Jj5ODxxz6E0VQ4+ZNDdfaJHXBJjIB4wCSKN7spLL8uQNvWo1uFm2kg8cYFKAJOPuY6Z4OKyb7Cs0SrIWYj2zjFEij5c/KOueaj8swtkBTu6NnkVLJlkG1dzHo2cj3pKTtoPbYhkmPlsiAN9aWORFGXXAHRhTVLREMij3XPBqR42OVJAUn9cUdNBaEasGdgp56jik3jepP8J5XGKVY/nbOOR1zUmRhh1B7dKpXWrDYc0iK21F2lh78VG0p5Xpn2zR8zYRxlm6FeoqQKqjH8+Pzot3DYqy7DjgvzgnHBqNETzDtOMcDNWgR95lw4yfrUTxqzLsJ4PGe9Ux6DGhViwdzuPB57VNHDHEjbTgjgA+tJtB57imfM7ZVso3PByKrXYa0HRoAwBwHPJK+lOVmVi0j9OmKeqi3kJLdRjApJP3TAgAp78mjTdEleGUTKxjcY7etPk3Dc2R6HaelJGiwKF74yOPelVl8s/MPn5xUy8w16DdrsmCu8A/Lt+tLxyxOUxzn+tR+ayoQowDyTjJ9KUrIp5KlSOnqPemthEkabTtUbRnjdUZkdlY7sEc//WobfgEHHHQ+lLt2sfusOnvTsgv06j13yMC3B79u1LJJI2BjemcEk1E7OVDBdqjg+poGFKMQW4xVK1xagsm9cFBwSAM/rRTWYswPC/7PfFFA7+RbWJCxCkIOnWm8bcKN655HfFdMfhb4x2DHhPXA3TnTJv8A4mkb4UeM1XYvhPWie7DTpv8A4msvZT6RYuaPVnPBl2rszj8weaa0jfLu2lM5xmuni+FfjExgN4U1zOOc6bMB/wCg0jfC/wAZQrgeE9cJ6nbpsxz/AOO0/Zz7MfNHucpIWZsqdikcYFPVgq/MzOQccCul/wCFX+NCu3/hE9cKYwM6dPkD/vmmR/CvxnHnPhHXCeuf7Nm/+JqnTle/KxKpHqzC8xC3B+X0PBprfLIdh3r6evvXTt8LvGLbf+KS1vj/AKh03/xNR/8ACrfGK7mXwlrinsBps3/xNP2c0tUKM49zmJ2MYPznnBzSs26MkZP48Cugm+F3jZlT/iktdJ740yb/AOJpX+GPjZVATwjrmP8AsGTf/E1HJUf2WNSjvc5baZG3F+MfdB6U9VZgQhYRjqTxXTR/C3xkrM7eEdeJIxj+zZv/AImg/C/xqyhR4R1wDHT+zZv/AImqUJ9UHPHozm0by1bIGxunNO8t41CxqAjHJ9BXRp8LvGn3X8Ja8eMf8gybH/oFOPwu8abAP+EU15f+4bP/APE1p7OVr2BTj3OaaJ2JVlycZBzTVeTaVAHJxlj2rp/+FY+NQqgeE9dz3P8AZs5/9lqNfhx40ZyP+EO8QAeh0ub/AOIo5JLow5ovqcupfc2V3LnjNDxfvM7Plz611b/DHxjMg/4pDXl/7hk2f/QaYfhh40Ktnwfrze502b/4mocJdYsXtInJtePvMaINpz9RVjaGbcxUcV04+FHjFuf+ES1xSwGf+JbNx/47Sz/CzxgqYXwfrrY4+XTZuf8Ax2mqc4vUXPE5h1IwcMeSQDVWWRwAVGVbr7V1q/DDxo20Hwjr6/8AcNm/+IpjfCrxluZl8Ja+SR30ybr/AN81XJLqhcy7nLGcmMjGAoyQDzTI2eNhtBcNxz9a6mX4W+M2kjI8Ia/1yf8AiVz8f+O05fhb4z28+ENe46f8Syf/AOJpck721+4pTVtzmpkVl3MDycj1xRXSN8KvGagL/wAIlr5X0GmTf/E0VfI30/AfPbqfoxRRRX1x80FFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/2Q==) | ASR 15 x016 1408 Anden genstand af knogle/tak/tand
Lille kantfragment af genstand. Den bevarede yderside buer svagt og langs denne ses to parallelle, tynde furer. Knogletype og det lille fragments buede yderside kunne evt. tolkes som et fragment af en ornamenteret hvalplade. |
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) | ASR 13 x0491 1408 Anden genstand af knogle/tak/tand
Fragment af nålehus? fremstillet af rørknogle og udsmykket med omløbende koncentrisk dekoration. L. 2,2 cm. |
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) | ASR 13 x0522 1408 Anden genstand af knogle/tak/tand
Benplade af ribben med stregornamentik, 37 x 9 mm. |
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) | ASR 13 x0328 1408 Anden genstand af knogle/tak/tand
Fragment af pynteplade med 'løbende hund' ornamentik, l. 5,6 cm. Ét monteringshul. |
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) | ASR 13 x0291 1408 Anden genstand af knogle/tak/tand
Fragment af fløjte eller forarbejde til samme. Fremstillet af mindre rørknogle. L. 7,9 cm. |
![](data:image/jpeg;base64,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) | ASR 13 x0241 1408 Anden genstand af knogle/tak/tand
Den nedre del af en fløjte med spor efter to huller. L. 7,9 cm |
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) | ASR 13 x0289 1408 Anden genstand af knogle/tak/tand
Benfløjte med fire huller fremstillet vistnok af en lammeknogle. Den nedre ende fragmenteret, men rester af afslutningen bevaret også her. Længde 19 cm.Fløjten er udstyret med fire blæsehuller og ved mundstykket er knoglen skåret til |
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PXG33wRxVqLldkylGNkc5E+pa3elrcMsdrIfMOOGQg8AjrkdMc/nXbzX1nY2LRXm5QoC/MCoJPA57Zzj8areGdKl0m6nTcslhNIklsuRwNi5OQO5z+Jq94jaFYpYPIW7uLpgot2OSeBj8BgE+lTJIqO1kYml61eW+najbPA0tzMWFvDB8xEWMKzt0HrXJ61eTWd0/mW11tVQqxpCewPp09fxr0fVdPbR9HjaJlF2QQXXABbGATntwB9K0rNob7T45ZcESx8hhg8gg9feqo1fYy9pFEVaftYezbseJrBd+LvLt7aDZb+cIp1kbZIq4LZ4PoOOeefSt7VdJe2v9PhWDy4Ml3k67MAZLehxge+fatfStBvdH1i7upVinilbchiXGCuVQE5/uY/EmtXTWW4sb1XKz3EpbeQABlgQp577SPyqqlb2krsmjT9nHlSJdFdXsf3LLILf9xtJ3dMDk9zjg+4rVs8DKGMl2HC9s56VxXgV10vWNStGWSF5H3eTIQSOpGOec4b8q7eOSSFT5LsiuCuQAOMc4NaQd0Z1FaTRHdxySzNvmVeAFRTyB+H9aVdvlKCJFIOSFcjd68d+KkjbdbpHJLuSEkeay8gE9O3TP606SZ22bAQig+nzcen+etbSt9kyg3b3iTaOCzhgMYABye3ao2f946oqxspGSnp/jSKw27s/L/00HT/ACadNDGwy6IzYyGC4IHvSuM+lv2ME58YvtC7vsYwPbz6KT9i5VUeMAoCn/Q84OR/y3orRbHPLc8k/b3xJ8XtIiJx/wASKBv/ACYuK+KviFqD6P4i0mQb3injktyV5UNlGH54r7W/b302a8+LmjMisynQ4lyvOD9ouDmvkzxx4Rbxd4fl0/zPslwrCWN8Yw4zjmu7WVK0d0citCreWxUt4ltxFOreZG0O5gh+ZTgE8en+Irq9IsrC6tvtNpueEnGd2TtPAUD6mvnyxvtU8Mag2k62ZLK6RcQ3Lcq3Ixg9CD/X8K7nQ/Hr6RZ3UdxDIslxjftAG33wPqDx6V4soylsz3ITgt18z2XRtSSRf9GddzHCRopIDkMSG7ZGD/k1f0/xGY5JBffuWkAKI0ZALfdIGPp365rOh1wjw7uhHmWphEkUkPGSBz075xVvw3PdaxaxXU+nvafIkxEjBlO5TyPcd/qKzt1L167nVRw2jTfaGRpHVflOcDGOw9feoZ9alvGuUjtXEEOVxjaXb+6DSaZNbGbfI9uGaIBlOMcfdx+f6/Wuqt/siW8pDoMfM3OeevP4Gs72H28jirzRdQvIUNldrY7lbIlTzMHGFG3PA71bPhv+1tKWWdWhndcrFwTwenUjOBWlcrP9tMkTqsM+wKuc7hnp0xzgfmak1jxNZeGZtPsZlMCXG5Y5f4ExjjJ+oqmmrIy57t32OL1Hwff2mhXV3Z20c11JLG6Q3kvGOA27OccZ6fgOlZOq/EjQfAtqw125U3U8Y3pCQzcqM5Ixg5J59PSu/wBU1x5dLvbTSH3fZ4DK15cA+hIx65HevA7/AOG+lx6o0msRnV792Zme4bKE8luBx+ea6qFKWJk1sc9arHDRTepsaH+0l4auNSayVmsotoW3aRcqpLEli3P94mvWvC6wzaeL9bhb6W4+b7YrZDegGOgGe1fO3iz4S6J4is1SztodJu1yYri2TH4MBww/Wo/2c/FGseEvGd54K1dWEdwjNFHnIR1UEMv+yyj8yK1xeDlRjeLM8LjYV5cslbyPo2+0a4vCUuZHkt5WDJsUbVUdUY9ec9auW1obiRUnyFVcenboada7ZLaJUYNA3KpuJ79cnqKtbgjZPCk53fSvJTSR6zjK+hR1NZobV1i/hznjOa5fT7mZrKeZ7TyFjDKgkyMjJIHuDtBz2z+FdFf6vtuVjypkIP3VJHuD6GqEmlxswuDNtTkn2GMAj8ajnsmu5p7PW5xOtLOurJqtnOJxcSq4IUMnTC/N9Tn8TXpFhfR3EEcrRujOPmRjnac89Pfj8K85uli/sW5VrhrfznClIkKqCAo+Udu34A1veCvEDX/m2U+wXaR+YVD4yucH8j6etd9LRHDUV7vsddteT5HOc/vMYwOgpv76IlGkzuxyen+elJHH5YUu5Oc/QirHysrs7sqnPB6dq6DDYjkdt2cOQcgdx+FNVfMPBJOMDnoc/X3pY2ztVfmfgbm7GhJF+ZztU5444oEfTX7GLZ/4TAHO5RZg5H/Xeim/sWzNKPGIeMoVNmuf7w/f8/zorSOxhLc4v9s5kX4o6dvAx/YkX1/189fNOoaXHcqsyDzBnaoUcZA/+vX0n+2nIsfxP0xgu6T+xouPX9/Px/P868Kt45BbttKRg43N7An/AOt+VVGTi9B8qcTzDxX4Z07W9NksdRshNvXg4+ZD2Kt2NeQ3vg3xP4dhS1hgi1a3g+aOaKYJNt/usrDn6dDX0rqGkLdTMMEP03J69v8AGuZ1LSXsZznBZ8tuI6nHTP4CuuPLW33OaXPQ+HVHiPgj4w3nhvUn0e5sp0dnLGzuE2iRepA5ODgfQ17t4G8bWGsWbx20hjiaTLxTD7oI6e3rXnfjvwJD4v05o8/ZNSt2D210vVG7A+x/wrzNdW1/wJrkMOvRCBpjiK+txmOUgfdYf561yVqDgtvn/mdVHEe0euj7H1tbeG9Ms4VtIoyF3iX7m/7p+6Mj2rYure3sNNvriL94ON8XLDK4wuPcED8a8m+Gfjh7pXS723EKAiME5MOWyD7g8fyr03Uo10HRb3WI2Y78Sxww8DeQiKB9SP1rhbafK3c6kvtRRBpPiW/kE1/La3EChSI9NlQ5YYzvHfqT74HFQeJLl9XtdPvDKboxPHKkFrHuzyBj9T+GauaPpVzqVms1zPNPdMxJmDY2nA7eme1ZesbdL1S252RzQ/ZRCBgF9y4Zm5+bk4Hc5rG+tupq4u1+hrHXojYW8M8P2eW/byzbs4LgHgEgdsc9cVw+vKYtRkiuYtlxG3K8nOeh9xitT/hFTbQ6devH/aCtIjM+7JhCnIIbuozn/PG3qHh+LXZS1ztc4xGwJEi4J79xk9K6cNiI4efvK6Zz4jDvEU/d3R51PIyxiKFVQjIDZOVBJPfrzTfB/gOTWvihbeITEwtNNtfLkmXgySkthfwVs/iK7m68FWqxunlyzlVyn7zYSew4A461peF7r7Bp8djKnkJGPLeRceWrgDIzwSTk847Gu7F4+nVpOFPqcGFy+pRqqdQ6qzaFlEK8iNQxZm4AOe/51Q1jV9Nt5vsskqSFlI25OWPUAfgR+dWLOa00OMmV9kTOzHcCeTknP5HrXNf8Ia83ihLyN/lgbduc53A8/wBBXh0owd3LY9upOSsoljS9CWONnlyZXcsT0IOMf4/nSalcrB5kSHdsBKj3AJC5+oreuLhFcJ/G3XA5HHSuam/0iR0aIbd53NjkZxjNc8pKUjrgny6nn15dX8vmTTIoguYluA3KSqi7dw9cbufbdV/wBod3D4qg1SeTyVa1aIxhRhxlm6/r07c112s+GBqdhMsAjhufKaKGXaD5ZYYOKp6Vos3hvQ7aF2kvZYGyXJy/LZK59MEj6V3Kpomcfs7NxOxykv7qQBUU8Nj0zjpSXRMayrgHj5SGqmtwrb0Q7k2jBxux1x7/AP6qsebK8qKQpG3BGOp9j9a7b6nJysbDMn2NnVWDYOe3f601leSFjFFujI+6xBOfrUqqs21AGLDoO3XP41JMqxRlQWDjnYvNMV7H0x+xh93xf1A/0PA7D/X9KKg/YnD/APFZFvukWWDuz/z37dj0oq47HPP4jkP2z1C/FPR5CckaPHhc/wDTaevAELyyhUU7cb2GcAdMivoL9swr/wALQ0tWKj/iTxHn2nnrwAz+YxIAMZPPGPXPTnH+NJ7msdiwQsjAgNjJxzyPXBrN1DT4tQjy4K/3cnufarVx++mUZ25GF2rwp/zmpELTFoZQFKjA2ng+lCk4vQHFNanEaroxtZgxwUU4zng/49q5PxZodlrulTw6lai9tiCdoGXyAeQQeD9K9bvLP7YvllGwR/KuW1Dw7JDcMQQ6Y4B5wP8AH3+tenTrqa5ZHm1KDi+aJ81x2Wr/AAr1G38QaU02q6BIv8XzvGp6qw7r1Htn1r0/wX8arPXbdPthkl0+3bzooVJJ37idh+nYHsM10dvp6WiiARrFHGxOwDjB6jH4n868o8dfDK70rVTr/haJQchrjTRwr9yy+/t+Vc1bCtLnp7djooYvXkq/f/mfT3w/8c6b4ikQWs+9pPmMDDDBiBknNal9b2+pXlwq3KvvzGIlQfLIpJLZHPA/pXyv4J1VvEl5p17plw9pqkBEbqXKnepyQR/eNe6Wsl14g0OSxfWJbDVGYGSW1Uxscnk89yARnpzXkuKTueleT0O0sNLX+yooraWROCBuzkc9MN2rJk0zUreaaY3rbmciBYxwB6njrkHsa6HTrhZtPSJGOYsIHlbLSAHlj9ea0eLiEcc55b6dK4pSetjsj7trmBY3d9DO4uCr2p5VgmCCABjGe5zTXs4blShiVQzjcVJA65z9c+vWtC4s2lkLHdt6gZ4OarPpJa8iMYZYRnfznI4IP14rDmfU35YmmrLcI8Dxjy9xOX5Jx0pyhVmCsrZIyOuPzpyLFCojZgP7pz156VRs9SkmEssqNbkSMiq+CSAeKl7aD0NC4SO6h2jgsCfl4Of8k/lWXJaLJMhU78ABj1z7n86t61dXDaPcmzKiRACwIwCuDnBH+eK5TwPr2oarpclzexrA6vx82Q0ZJwfyx+INKEJW5mOUknYz/EWp6xHealaW0LRIsPmJMo+R8D5iSenU8Z/hFcv8LrjxE7Xh1Scpp3mx5kunBZgAQRkcDIC5r1LxDY2tzZxzAvGdzZjz8j7sDLDv0/U15bFDdNILSRo7awNwVlljGwy5OWkPqDxjHTPPSvSi4yjy2POaafNfU9KiVWiV4JAYcDY27ACEbgfzJrTiZGmDPtUgnJXOPqeKyNHs/sNnDHGWWKP918zbsrzg5/L861dqts25zwPUeuf0ropS5ok1I2lbuWZWDQu6EiNeQcf41G3ytv3A/L0xnt0H6/nUv2gTYUcMByGH5Uy3VoZvvhUxjcecVsYn0n+xaxaPxeDjj7GPl6f8t6Kk/Yyzt8XZYMf9DyQMf896K0jsc0/iOE/bQ2n4qaUDw39ixkHr/wAt5+39a8EtdkMnlKwKM/G7qOOnH0Fe/wD7Z2xvihpgcZxo0Z+g86f/AArwJoUmd2fcnAI9eeM81L3NY7E7YdiUALR8Lz0/zioDfbSMoHk3/e7jHepVgELJHEw2qpyxJBPpn3p6xu23ZtU4xuIPT/IoGvMYzPN85fcTj5qSRE2GPy12ZyT1P0HtU9zAkrbgqs6nOGOOcEZ+tSW+yJWfcFQHJOOOnagPI5rxBoL3GJIwqvt/h468496424MluUSRVVS+CuTz16fXgV6l5ZaN8g7x02rklec1jatoVvqcbRtGuTnj+ldlLEOGktjkq4eMtVufO3jnwzc+F9X/AOEq0OBjEfmvrWIDJAPEqgfxDPP/AOuum0DxZdasbDUbKQXcJcBplGGUehI6j/69dtc6S2nq1vPGxDcBjyDj615Tcaff/CvXZNQ06GSbwxcSeZc2yrua1J6sB/d6HjpU4ikmvawQsPVa/dVHa2x7Nb+LI90YRvu/fbPBJ6c55PNdzaapHrGlPJFL5Tspy2clT0rxDU/st/HY3tpGIoG2zoyOcHgFTjvkGtHwX4qGlXjWVwzGOQb0bPPBAH514coKKbjue7Gbk1zHrVlq0szSJIoVRKY0ZT2Hr6E47Vq+cdm5RkH361zGmy/aN0sc2+FsbY2GdmM5OffNdPDaobeJW2sq+p559a4qlr+7sdUW7K5FdzJK0CoFZzKMMxxsPX8eh/OrNzY2z3SOWBC9GXHOeufyFcjr13YaX4it1lfbaPJ5czNlQpCkjGB6nr15FdNarAyiVI3aGSMOZtw2jAGFI7cHNVy+6jJyal5Ew8uBnKf6t1O5f72e/wDOqSTQQ2u22to7cpk+WgHIyS3T1Jpt8PtClEnO1sYwMHGKi02zkNuQT5jrlSQMbueKwXMnodFly3KXjrT7jXvCdwunPi9ZW2ru2joQceh5FcXp1tbabZaHbaowgxaiGNZ2DOXUfNn2yP8Ax6u9m1CbTVaI2ZMeQGfOeG3ZwO5GF4965jxdFpmpQQqFW8udLZrl8gFYwAww3frnA65xXdSlK1mzkqRS1idXZvbzaOJI5hcCRgxPcZwRx9MVopGFwNu0DoDgj/P+FeW/CfWtUvYL9rq1EGnyO32VTx5ajcFXnk/KAOefzr1C0VlXPfHVvX0FdtFcraOaq72bHzRsuGAVyRwwGMH+tNX9227ar7lJ65qRWDE5fDqOnpn1psyrv3gAtjCp+Vb2MdD6Y/Y1SRE8WlxjP2M5xwf9f09qKd+xxux4uyu1f9E2g9f+W9Fax2OSW551+2jNI3xd02AWzbBoMUn2jI2k/aLgbPXPf8a8Kh3PvdAylQMq/Ofx9Oa98/bQl8v4qaVz10aL5f8AtvPzXhEeVXY4YYIXhsdeD+HNS9TWN7EqwmO183Hzt82N3b/Go0R9xCtlx1ZunfH9KmjlSNfKBYs394cD1/KiKRIuSWZsnkDBX8aQ9RrLNOxClV4APYUqeZFFiSAAMO+CBn0+tSLMFZHBGTxtx796TDcBgSOW25/IUdQuSRyNHcIcbmT+8Pl7H8qbLGWQSShYyDltoyO+Klt4EaLBXd39wccZ/Wo1QyMEHzfMeuTnp/8AX/On5AZeoWKyK7YNzwQFPXPsK4PVvD9zHdzrKz+Wq5Krwpz6Y5NeqTLDbyAK3mSbVdmHQZHIPHUH/PNUZbCK4jlKxhwpJGRz7Z/z3renWdN2exjUpKotHZnzb5cngvUIdIupGOjXDhtPklbJiYHmAt6f3c9sit3ULVLSaK4XeyLH5gOOeM8fz/Ku78TeF47+xmtL20hktpgwfcAVIz1+vTmvMFmuPA8yWGt+bd6GuY4NRHzbVPRZCPukHHXg49+Mq9FR/eU9Uy8PWb/dz0f5npHhvxZ9n09JCNzNkOmOenp2zxXcWOuPqmjxS6fGtwWcKXV/uj+In1rx+xvlnW4SArhhnoPm9/y/lXS+DdV/sm5SIPuhlIVCp43cZBrxasFHY9unJyWh2HjbSVvtCu5bSIveMm/axJPBBOF9cZGPetjwFceb4XDXNu8U0hIlhkzncAF5z7AdKoanfM2nyS2xbztpVVyCu7Ix/WtrQ7g3FhHJLJGzuoZlTkA/WoUmo2HOmnIb5McSqmNwjUgdsjnB/KmaBHKvlXM0fl3GwK8ayllXnt/P8qu3FmdkphfEm3C+namrJDaqrTyCN8KvTG9vT65rKPNexpKzVhmtWsWqWciqm0nmNlOMN2rh7Xw7ctdai1xZ/Y1uriNGa2y3mggZY56DOc13VnIhdldjgE/KuSf/ANdc1r2pSWmqLOZWFqqFWhZeNwOUb68mtnLk+ZkoOe25pw2UWipb20R3bpjJI2AcKAOPXstaMb/MJlLFWBByMH+fvWZpELNavc3iP51x8+1icoP4R+VXoWZVk3MpjHC+/ua9GhFxhd9TgrNOdl0LcgEzB4s5XAZARk//AKqasDPCEVzHuBHykAr05pIpm3N5g2KABu28g0nmLksr9D95up7Vv5mOux9N/sZ7fL8WBDlQLP1/6b+tFL+xrIJF8W44x9jB4x/z3orRbHNLc4b9sweZ8U9Mj2Aq2jRZZun+vn/X/GvAo7iQ+ZlQSw4PcYPoOK97/bQy3xO05Bwf7FiIJ9fPnrwiNTC3muwY8BkQ8Z7kf57VNtS42sPdYygL8BTj061GY5Gb5eVABL7sBgDyP0p8jrNtZl+ZjwoOB9ajtpkhhOZGxyCuPftSNC2qhPNG5THuP3Fyef5nNNt2dUX5QFBPJwPz/Wi3Ty/MkVOGG4KvTPp15pWkaFUOzLjjb7GjrcVraE1uzRtvLApzkdOeOajm3RqAh+Vn4Kjp3xSwxuZJJJN2zrhT3+nr/jSCSSRdrkRt04wePQe/+NIa1FjVlSQbFyDk567qrwqZHdinmDacA5UZ6cY/CrMIDQk7m3l9rAgY/wD11Yt4RODBlVAbLFwQO36Ux3KRtW8tx5fy7NvufX/H8K4bxDoawwmKRYxbTAxhZACDkHI9+K9E8+PgLKSucbsnjHWquoRJfRuJGR2BI6Y+p5+tbUqns3ZbGFWkqi1PmO2s7jwH4ibT7nJ0+ckWVzghVzjELehAyBzyB9a35tQa3v7eGKXy0cg8c8Z6/wA69B8W+FIb6yeC4iWW0nTBUgjv1GOhHY14z4i+3+FLyBdS3XenxsFh1Ep9xT/DKOx/2uh9jU16Ktzx2NsNWcXySep6/wCB9aTU/Os3TzV2YMYGT0wSB7YNbngnR77SVFle3bXMccLPH5YwCoxjPoee3vXjWh6nPoN7FdWs8iyxOpQ5PzxuM4/X9a9M0rxdc6nHBJblXRVbcq/LxggknP4c+leVyqMWlses5c0k3oehQXjyw7U4yOO9Y99cRw3WZS0ixgHyR0DAjn64NL4d122u3kidmjljYKYzjHTse4qXVolTzZo3IQjMny9B7mvP1i7tHWuWSsX/AA/cJcec3IBHy55wOKyZbd9Q8QOzKZLG3XBdSPmcjpjv1H5Vf0mYaZprYiLHGDgdfQZ/KprGyFtbRhZAhUyPLjvuYtjJ9z+grqoQ9rK/RHLXl7JNLqWbVvLjYzFnOPvbcD6UbUduFzEeuBgjmnKw/wBWAUbdtCtnjjP86kmwVG5vnzxtHGR0Jr1TyRuyOOH97uU4G1m6A8cUfZ03sz7Vw38J7elO3PJv4aQDrn6Uea8UilRjaQ3IPrwRRoWfTH7GO1ZPGYXj/jz+XAwP9f0op37Ge3d4xIIOfsedvQf6+itVscktzhv20FH/AAtTSmOf+QLFgDv+/m714XJMLlQVXbGBjIOD06+1e5/toMy/FbSMBSP7GjyW7fv5+1fPkl4FhdGdUAYqy9MCok7G0FdF+O42uVCbjycZ/lVZr2NtQW3AbzGjLhx91h3X2I/qKZAu3c8Y3Bhu6dP8imfYYr6+3LJMjdAq9G7gYNLcbL0d9Etu/loWK+/IPf8Ap+tSKFUeZJyzcAHnP/1ulEMbNuaQIobAXB4HoarNMYwwyXU/KNy+vb8KLjsXmzJCQsW5Co+ZjwDjjGKhhVskSAFAM7hnJOOvX1/z3ojunRnt2dsKu5eODnpz602KQLKPNyQRgH096E0OzSJLvVo4pInGVWSTYGZOF9zVmSZH3IdqSddwXrUQmRwGbBbd1anXEyTFQArA8EMM/TH5GncWnUdbxxecpPAJ4KjnrzUNxHsum24KN/eHv/PA/Spo3fyiqqxGN5+UZHPrSLJIfmKsY1O3cwxt4P8A9egV0QTQxywiLHUZYdx9fauQ8R+E475ZFAE9q6lHgcdRxx712NypaVmX5uOMnn3pfJZI2YplvlJVh29c+1XCpKm9CJU41FqfNesfDu+8LqZdI+0XVmh+exmYMyegjJ5xjjGc8j0ra+GfiJbiCRLWUzbs5t2IBz3HPTntXuF9otvfLlVweoJPOB3Pv0rhNQ+EttdazFqVlMNIugf3lxAm/wAwH+8hwGPXng+9ZVoQqR/d6M2ozlF2q6ruZmm6wul2851SMR3Ul0xi8pCcRqDt34zg4Jrv9O1iIqgklUeciloHYFlyvGeee1cVfeA9cvL63R1gIQsZZhMyB9yhchRznGeOldnovhax0tYvn+03MeAJJhnHAHyjt09/rXn8k6nTU7udU9Lmlp9jeKXN9dCUs+5UgjwsY7Z9T/jWpJLbLa4bDspBL+3bmqrSN9ndYt28/KPcHg4p88cKKvkR4BALqy+3Nd1OEYK0TjnOU3zSJ5GRVVkGARtKrjnBzQHELRq24swz0xio7eYRrJxuXqeAMVI0IDKuWUHp6Z71oZ+TBo3DFCi465z/ADpyKyqGZWkdecKQv4flUdvGy7oJEJbcfLYE/MvbPpT9rwxqRtEh6oSTU7DPpj9i0Ko8YhV25Nm3vz5/Wik/YsjKr4wYnhjZkf8AkeitVsc8/iOJ/bRUn4qaWVbB/saLj28+evAZoVeMrKnRt3T36/pXu/7aybvixpRBYEaLDuHYr59xXgs91btG5mYrtGdo6+xrN+ZtG9tBGaJZlyJArKSWUg5wOwHFPht2XaTtw3HzDPXvVG3mitwWjIaOVw4JJwuTj8KvK8cxdWGWXG09znODU37FNaFiFRa/um+eTuAOlLIql48bSMBVTH6GoYlDSANyp6kmpQyW8pQEzTS4bb1PXjtR6jQkki21wVn+WSQ/VemcD3qdZFwp2YR04GMelUJlypCqoHI3MTxx1PP0qRLdmVPMO9EXIAHUnvU31CysaEG7BG1QwGTuPHrnFExDSDCDbjLID7fpUFvmffnI453Hrnt/KrEd1DAoUpufbz7t7elaE2F3+ZtjX5AvGec5pwDMTLMSv9xQMYPvVPycMZY3O9n4B65/wqedw0aght8fIB5zj+tCfQLCzf6PhVKruIZlxjPfNRrllKRyZiDDG45PUdfWiS33N5qS5J/h9O3580jFo+cCMA845zz/AJ5qetylpsS5dZGBG4bckA8E84wfyqC8ea2s5HhCy3ZyF3khc574qS4VYZcIQJOUxuzjjPT9aSZiLcs2HzywxllAz1/TpTT6ieo+x864s4Tcxxx3KoPM8tiyq3facZIplyp3Aqdiry23I4PY/wCe9XLeVtivIAdq5ReoP41XuIzGGfy+HO7kEn6Yqr6E2sySTHyuVdRgqCtK0f7lHLblXgmq8MrLGrqnyrkEN6etS7XkUujfdzu7cHml5is+pbjj3ZZSkuFIZV+XAHf696Ysm5nZVO7pt5NRLM0e0hTg9s8H/OKnW4XIADrk7TlcUGiG3EaPjEu5gAWTPT16+nNTWr+cA6YPfOKguI1aUOqZUHt1xUlvuRQSoVF42gcexxSA+mf2M1IPjHLBm/0MEZyR/r6Kb+xixZvGWRgf6GR/5HorVbHNP4jgP21mZfi1pIBAB0SLv/03nr58kWIM2VZmK4Xb65oorCW50Q2Fjkd7hUmRCNnXHPSra25SUBfnUrlixH6e9FFSm3qOWjFeaJI1Mag4OMEk5OT/AIioSyxrvUKSrcf7IzyM0UUC8i1JjydzqocjJGRnHH9KrK8nllH3eUoO0d+lFFVbUaehejuFkgUvxt7hsZ4/xpXmSSFjwGb7re3rRRSTY2rMbG/KxRHd23HqPrVia4CshZPn6BSOPc0UUxJalZpnJBiUBd2Czck+v+e1TvNK0wyVIzkKRx0ooqU7lS00BY4vlyuG/wCejHmlCJGc7Qz9A69MAnj86KKuWgrX1JIbgxyAuu/PVQMYPrmp2YSQkSuS6jB3Nggj0/T8qKKEKwqSJJujYskfAL4z7jNQ/aNzKDt2p8pIA5xx+dFFUFtLiQW0kc0k6M7wtjCkfKvGMD09amj/AHmRtO/JwpPI96KKPMUdVqRXC4e3TaodRw4Pt0IqwommwhcHqQU4GeKKKn7Vh30ufSn7FiPHL41Rw24Gz69P+W9FFFbnNPc//9k=) | ASR 15 x120 1408 Anden genstand af knogle/tak/tand
Flis af tak med gennemboring. Tilsyneladende lavet på et almindeligt affaldsstykke. Mål: 28 x 16 mm. |
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Mbcnpg9ADwPpQ4prUnm10L9jo+opDHDc6hA4RQSEXGTt6Y5xwa9i8B2r2nh2NHcOxdmyOnPavKdLfyYrN5LaR2wDuSRQDkEZ5b3r1rwa5bRIztKjccZIPpXpZb/ABGc2J+FG9TxUfenD8q+kR5g+lzSA0tUDLMHaikhopEl+SqFz3q/J0rPuehqzRmVcYLepqD7v0qa4+9ULNSJDdkZFG1W6j8e9J0HHSkBpCMzxUryeHdQWP7/AJRxnpXh0VtqitdO8i5UlVAOeo4/h969y8SfN4f1EE4/cPyPoa8E1a0aOzdXuplZpNqskzqSMD3ryMctUdlAetrqsvkM10qNjAYAZPQ4xt9v1qjJDrFmq20l0riYsSzR7xgtn8zn9DTY9EEbIHu5t0g/imkK568fNxx29qmbTUsZkbzGmZdoOGbGcY554rxeblZ22ui9pvhu/js9sk7K8srqA0ZxIm7Kjg45zWrZ+GNRN5JeLdxxSIQqbQwA74+9zjJ/M1iWMnltp9uslzC3zLJtkJCj0yx5xx09a3LzSYYUj2Xcu1iGaPfuYDpy2eBjt1rFu7ujS1tCebQ9VvbWRJdQB3E+p/maydQ0O+8rDXmZGA3LIWIz2OM9elM8RPYaLNpsE+pW8DXD7RHNcYd9uCSuT2/rV+XwxY6gzLI7ssb9WIXGMHnPUVg6ivYtRe5z1vaapDMxkuUSYuBtZmVRxjP3sCiM6lb6kxmnkYhfMV/Oyg6cYJIx04+tb83h/T443KvB5mckbFLYHHc1RTw5btY7Xnt2dJAJcwR/vFwARwexroiyWjNvo9WknlkXVo0jt1Unai+pLEgf7oqK+m1SPe8V9BIpjKnzduQAuTx371p2nhfTJFuY5HtcyIpyIwm08579PlqW08IabZ6cSyxEiP5+m0Ejr19fWplJpBFK47T7fUrlQIdZjVosRiNVTnCggDj3r27wH5o8Px+dIZJA7AsVA/lXjeh29uka+UiI5aRmfaFZBn5fr0/SvYPh+qr4djZW3hnZgc5znvXqZbH37nJinpY6bNOUkmmU9a+jPNHrS96Slz60xFiHtRTYKKBGhJVC66VosKqzR7u1WaMwbjO6oMnvWrNZ7u1QNpp7UiShupN1W202QdKjOnzdloEZGvfNoeoDGQYH4/4Ca+dFhsteUie1c8LITt2k7jkA9/SvpTWNLuJtJvIliZy8LqFAzklTXhdvo7xag97c295bSoQiwyoVT0BAI5NeRjk9LHZh+pnp5cd5AYbciBD5GGQEHHQr6dcflV+ZLaeFhAnlyshXLBSQ3HXOQex544qtJqVu2sSwWkrSXEaq+P4RvPH8v1q87W1xceTJIrSjJaNcAsMYP868KUTuTL39i2bW/nHyI7j7u4RAnOOmex69MVdhtrOJsfZluXKhmZowCD2/Wo7aWKxs7VLuWOB7iQpG0px152E+uBU8txYaffWlu915ck8uxBJJt3kAfKufdl/Ostbl6HGfFj4Iv8WPsE8F4NLmh3RSNNDv3xnnjkYPp9TmvQWFvpmlpBKJHjgHkB+NxxgDP5VpyTI10X84xmBSrQ5yCDg5Pp061WN/a6hEzjLKpJUYP3lbBrBxeivsXzHEz+G7vWtSmuILjyoh9yGSI425ORkEdcDrmquhw6tY+IFEyTyWZjJMbKRl8jOOOnfHXBFenWtpFazqwgVRu+Y5wD05pl9runaeZLeWeJbp2MixmVSQo47e4710qOhPOcTHqEes3F2klnNBGB5LR4AzkkZOR6H9afJayLbvbr5sVsoZP3jbs5I55+vArT02+sJr64K7ZZGkbkH7pUD/AOy56cGnn7TcTRrDpl3cQzzBHMMZYLnkk+i9OR60ckpOyFzJFGG+m8m4t0gBV2wNvHyscev1r1LwT/yAYx5flbWIK+nSuBhs9euJIAvh+SFWchizKPLQFffnPzY+nOK9C8L2t1aWMi3cflOZSVXIPy4A7e4Ne1gac4S1VkcNeSktDcB6U70qNeuak617ZwjxTutMFOU0AWYetFJDRQI1iKjZPapaXFUaFUw0eSPSrW2jbQBV8kelHkirW3FKFoFYqiAelK1qkikMoYehGas7adtoCxjN4Z0uRmZtNtGZhhmMCEkeh4rmdd+HenSSmW2sbeAk5IjiVQT68Cu+20jRhhzzU8sewankVx4FtW4ls4nwc/MgNU734Z6NqBDXWnxSlTkZB46cjH0H5V6/NYo3aqcmmr6VDpwe6FzSXU8ytfhrpFvI8sdpsdhhm3tlh6HnkcCrMfw70dXZzYQks/mHcuQWIxnB713baft6CoGszmp9lT/lQc8u5zC+DdL+bNhbHc285iXlsYz064rQt9Bs7bBit4oz6qgFav2crSbCO1WoxXQXMyutsqDgAVIqZFSbT+FIVIq7CE8unbe9HPFO/SkAoXjninbaaMU4mmMTNOHam5p/60AWIetFJD1opCN77LL/AHf1FL9nl/u/qKv0UuZnTyoo/ZpP7v6ij7NJ/d/UVeopXDlRR+zyf3f1FL9nf+7+oq7RRcORFL7PJn7v6ij7PJ/d/UVdop8zDkRS+zv/AHf1FH2eT+7+oq7RRzMOVFL7PJ/d/UUjWrt/D+tXqKVw5UZrWDnOF/UVA2lyn+H9RWzRRcXIjCbSJj/B+oqNtFn/AOef6iuhoouL2aOcOiXH/PP/AMeFNOh3P/PL/wAeH+NdLRRcPZo5n+w7r/nl/wCPD/Gk/sO6/wCeX/jw/wAa6eii4ezRzH9h3X/PL/x4f40f2Ld/88v/AB4f4109FFx+zRzH9h3X/PL/AMeH+NOXRbrvF/48P8a6Wii4ezRgR6TcL1j/APHh/jRW/RRcPZoKKKKRoFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/2Q==) | ASR 2391 x137 1408 Anden genstand af knogle/tak/tand
Cirkulær tildannet knogle. Uvis funktion. Diameter: 2,5 cm., længde: 2,3 cm.Skaft? |
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) | ESM M0339 0339 1408 Anden genstand af knogle/tak/tand
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KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/2Q==) | ASR 2391 x438 1408 Anden genstand af knogle/tak/tand
2 x 1,1 cm. Rundede hjørner, hul igennem midten på 0,5 cm i diameter. Knap? Brummer? |
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wDWooooEf/Z) | ASR 1988 x381 1408 Anden genstand af knogle/tak/tand
Fragment af fløjte af smal, let buet rørknogle.
Længde: 8,4 cm. |
![](data:image/jpeg;base64,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) | ASR 2391 x347 1408 Anden genstand af knogle/tak/tand
Pind (længde: 75mm, diameter: 7mm). Funktion ukendt. |
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) | ESM 0451 x1 1408 Anden genstand af knogle/tak/tand
Formodet økse af elsdyrstak, På den ene bredside et mønster i simpel boreornamentik.
Bevaret længde: 12 cm.
Bredde over æg: 11,5 cm. |
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) | ESM 1637 x1 1408 Anden genstand af knogle/tak/tand
Hjortetaksøkse af tak. Mål: Længde 18 cm. Bredde 5,3 cm.
Hjortetaksøkse af glatskrabet basisende af en kronhjortetak. Æggedelen er afbrækket/brudflader. Spinkelt, cirkulært skafthul. På øksens to bredsider samt på den øvre smalside ned mod æggen ses tætstillede rækker af indborede koncentriske kreds-ornamenter. To størrelser af kredsornamenter forekommer. I nogle af kredsene ses rester af mørkt materiale, som muligvis er spor af indlagt harpiksmasse. Taksøksen dateres til Yngre Bronzealder.
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ZTHbtGFKoRu65wc189aL5elX2v28t7FcRuPs9td6dEIZCHUA8AnbjDEYI4xnOefe/h3j+z2lG4hwoUk5LDnn9f0rpjU9q1JI55QdO6Z6XpshFxH3Ga7i2YmNe1cLoUZuJ1IGQtdvb/KoBrruYF5G4oqJTuwfSipEMA21n6zYjUdOu7U9J4mj+bpyCK0ue54psi5/wDr10NXVjVbnxd8SI9Z8N3U1vf6ZPBIAQkhTdG3uOxH+FeE6z4zup5pwUuFOQD8mE4HB5zjnHtxX6hSQpJGUZQ47hhkVzOr/DHwrr2ft/hzS7kt1ZrVN3/fQGa4IYZU72Z0zqupq0fmJ/wkElwMrAzvyBLv4GMHgdSccVC3ibUWkj3WskMSkss6L90gZ6kcj+Vfohc/sw/DaaQsnh1LeTrmG4lX/wBm4/CsS8/ZH8BzTCWJdQtWHTy7gED/AL6U1uvdMHqfCKeOtXaGT7QhVN4PmcZHYf54rSh+I11ChVlSdYxg7Mdx9RwOPy5r7Jk/Y98Jc7L2+TjHzCM5/wDHRWbcfsZ+GsEpql4Gxgl40bPFHyCx8eTeP7y6jWG4by2ZvuqWKuMZ+Ue+O44zWfd69eRTSzQHyowAS2NwIAzjBOO1fYdx+xj4f2YGsXauedwiX/Gsq6/Yr0llkWLxBcR7hg7rVWyB6/MM9O9RqitD4v8A+EuupsxsQkjbm8qM4C8c9yMfT19K0o/Hl9bCa8kZpuAVlbKb+oGTxkA4/nX1Jd/sRW6g/Z9fQ+ga0K8joc7ziudvv2I9SiMhtNV05wR1kMik/wDjprTmI5Txdfile6fYskvlNNOoaTcwD4B4Q5PsPTrjrUEHxQhTyp3wPnMZEi4JXGCAenr+leo6j+xf4wktZEttS0eOfYVjklklZF9OiZx7Vd8F/sb+JvD0Ktqes6Ff3JYs5+yM4fPbLD5V6cBe3NZzqSivdVyoxUnq7HG6P8SNDvby2m2hJE3D5nHU7tpJPoSD+Fba6hpep2rtZz+U6fMibgcsVwR06Hng+9X/ABl+yvef2fPcWVhbw3qjKy6TLlGx/C0ZCkf8AyfrXgizar4X1aWwvTJayKSNr7gC3v7/AONa06nOtVZkzjyve56/JYzL88pSJGbIKtwcYIIJ9D19q6rQ7Aat4b1CCJvmmtDbl2PyckE+uenfPavK/Dviq68QTeTMo8u3+Vlc9Tk4A685616V4e1eG3hnhiWPevVc8bcAYzz19M1wYyslaC3OrD0m/eexpQ+Gl0LS0kjkjaRn2MyZDIMckkY4Htz8vXtU2ma0NM8O30aSgzShog7H7sZ4/kSfx5rlZvFEmt3KaHb2lwlpKzyyXDgBYsJwuSTknuc9cccmuo0nR7bVGez06DEXyrNqMgDt/tRr2JGB24OT6A8XK6lovVs0v7PUZ4X0C48Ua1Csu5dOsHZri4HH2mViTtXvtUHaDwQPzr6L8H2rSL5cS7UAAXAwAPSuY8I+DZGt4beCA29qgwOPxJz6n1r2Xw5ocWl26qF5+nWvWhFQVkcEpObuzV0axWzhXP3sc5rXjk9MVVTr0qaP9a0RLLkbHgiioo5OnFFMgtcHjrS8cAdKQYPSn4J+ldDNRjJ1zUbR1PtB4PWkKYyakZB5e7qtRtCO/WrWwqfQU1lLYzyfWpsBQaHcRyeKiaM1oso9OOhqvIh74FFhGXNHuyBVKaE8joSetbEkfBFVJIfU0rAZZhKjHJ7VXeHB961ZIz36VA8VLlC5jSRHce5qvNCWX/CtmSEHtUJty2eMDtxS5QuYM9uMgEdBXlXxk+BVn8T7IzW3k2msxrhJ2X5ZQOivjn8a9z/s8MTlaBZrD0A49qdgPzsm+Cfi7wHqU63mh38quPL3xxmSIqOhDrx/nmrmi/DfXNSjt/sWlaiNQztkWFJZGc4xywACj1JOPWv0FaPqAKFUbsGuapRU5czZvGs4xskfMfgn9mXXJIY5Ncu1sU2hTbwylpDg/wATg4H/AAEn617f4Z+GOmeH4YkRAQgwoxwPoK7JF4qRE5zjNVGmoK0TKUnJ3YWdnHAuEQKB6CtSFdq1VVWVcKQD/tCrSrtUYPNaJEEyt6VMjVXU96kVs+1XYktI340VGrcdKKRJoL6Gpl4xUeOhxUiv3Nbmo/jsOtKEPTtTdwPfilDEsaQDW796j2+2BU3rTcj05pCIWyeKY6n8anbt6VFJx2xTApzAc+tVZF6irkihc461Ey+tAFFkzTGhOPX2q2ydcUm3v3qQKPke3NKsO0dqtMv50zpQIrsg5qF19atMDz3qN165oGUZIueBg01YcHjrVp198U1Y/TmgBix9O3rU0ceP8acqjvUmB04qbCuKq0/dSBtopA4LCmIlVg3zDjPPNSK9V+FYnPFSK23oaAJlY8jNFRqSueKKkR1X9jXn/PDH/Al/xo/se96eT+O5f8a6iiurlRZzX9j3feH/AMeX/Gj+yLznEP8A48v+NdLRS5EBzK6PeLn91/4+P8aX+x7vn9z/AOPD/Guloo5EBy50a8PHk/8Aj6/403+xb49Yf/Hl/wAa6qinyIDkJNBvjnEGf+Br/jULeHtQb/l3/wDH1/xrtaKORAcS3hvUP+ff/wAfX/GkPhzUcf8AHv8A+RF/xrt6KXIgOE/4RnUj/wAu3/kRf8aY3hfUv+fb/wAiL/jXfUUezQrHnzeFdU6i1/8AIi/40xvCeq/8+uf+2if416JRRyILHnDeEdVP/Lrn/ton+NInhHVV/wCXXH/bRP8AGvSKKORAeef8Inqn/Prj/ton+NL/AMIpqf8Az6/+RF/xr0Kij2aCx57/AMIpqn/Pt/5EX/Gk/wCEU1XOfsv/AJET/GvQ6KPZoLHnn/CKap/z6/8AkRP8aUeFdU72v/kRP8a9Coo9mgsefr4X1Xvbf+RE/wAaK9Aoo9mgsFFFFaDCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//Z) | ESM 2369 x1 1408 Anden genstand af knogle/tak/tand
Hjortetaksøkse, velbevaret maritimt fund. Glat, sort til mørkebrun, let vandrullet, men ikke meget. Overfladen let afskallet på ene side nær rodenden. Skrå afskæring gennem roden. Skafthul gennem rodenden, skrå afskæring i anden ende. Hul invendig.
LÆngde ca. 18,5 cm
Bredde ca 4-5,4 cm
Tykkelse ca. 3,5 - 4 cm
skafthul diam. 2,1-2,5 cm |
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Halv cylindrisk perle med kobbertråd. |
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) | ASR 2391 x494 1408 Anden genstand af knogle/tak/tand
Fragment af benplade ( 43 x 34 mm) med indridset figurativt motiv af bevinget slange. Sammenhørende med ID:200214970 |
![](data:image/jpeg;base64,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) | ASR 2391 x214 1408 Anden genstand af knogle/tak/tand
Benplade (54 x 36 mm) med indridset figurativt motiv af fire ben med snabelsko. Sammenhørende med ID:200214965, der har motiv af bevinget slange. Ridser på bagside til fæstning ved hjælp af lim. Sandsynligvis benplade til skrin. |
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) | ASR 2391 x504 1408 Anden genstand af knogle/tak/tand
Lille trapezformet (17 x 13mm) benskive med to huller til fæstning samt udskåret planteornamentik. |
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) | ASR 13 x0923 1408 Anden genstand af knogle/tak/tand
Stor benknap m. fire huller. Diameter 2,7 cm. Messing eller anden kobberlegering på bagside. |
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) | ASR 13 x3419 1408 Anden genstand af knogle/tak/tand
To fragmenter af benplader udsmykket med punktcirkelornamentik. Disse har formentlig været skrinplader. På den ene benplade ses gemmenboring muligvis monteringshuller. |
![](data:image/jpeg;base64,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) | ASR 13 x3245 1408 Anden genstand af knogle/tak/tand
Ein Knochenobjekt mit Verzierung in Form von Kreisornamenten.
Laenge: ca. 5,2cm
Yderligere også et stykke med nittehul |
![](data:image/jpeg;base64,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) | ASR 9 x142 1408 Anden genstand af knogle/tak/tand
Gevirspids, groft tildannet og forsynet med hul i den brede ende. Længde: 8 cm. |
![](data:image/jpeg;base64,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) | ASR 9 x550 1408 Anden genstand af knogle/tak/tand
Ildpåvirket, hvid knoglefragment. Tildannet, fragmenteret, men med punktcirkelornamentik. Største mål: 2 cm. |
![](data:image/jpeg;base64,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) | ASR 13 x3472 1408 Anden genstand af knogle/tak/tand
mindre rørknogle, gennemboret hul, centralt placeret på knoglen, længde ca. 7 cm.
Tolket som "Brummer" |
![](data:image/jpeg;base64,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) | ASR 13 x3337 1408 Anden genstand af knogle/tak/tand
mindre rørknogle, gennemboret hul, centralt placeret på knoglen, længde ca. 6,5 cm.
Tolket som "Brummer" |
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) | ASR 13 x3322 1408 Anden genstand af knogle/tak/tand
mindre rørknogle, gennemboret hul, centralt placeret på knoglen, længde ca. 6 cm.
Tolket som "Brummer" |
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) | ASR 13 x3535 1408 Anden genstand af knogle/tak/tand
Tildannet illipseformet knogle. Undersiden er flad, mens der på oversiden ses faceteringer. Den ene ende af genstanden er afknækket, i denne ene ses gennemboring.
Mål:2,5 x 4,5 cm |
![](data:image/jpeg;base64,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| ASR 13 x4248 1408 Anden genstand af knogle/tak/tand
Fløjte af lemmeknogle fra mindre pattedyr. Fragmenteret/brækket i den ene ende. Længde: 14,2 cm. |
![](data:image/jpeg;base64,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) | ASR 13 x4248 1408 Anden genstand af knogle/tak/tand
Benplader med dekoration i form af punktcirkler, "løbende hund", skråstreger m.m.. Største mål: 2, 2,5, 4 og 8 cm. To stk. med nittehuller |
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tbd1H1rJmjKsa5pFxM6+nW0tZp3+5EjO3IHAGT1r8VdF8UHxZ8UPGniK3R44dS1ea7CEBdu+RnAwMgEcdPSv2zmhWaNkkUOjDaysMgg9jX54+Iv2D/GOjeI/Edz4W0y1Fjc3lxc2kAvY0jCtIWjUAkEbQQOQOlc2IbdNxSvc78PyqTcnY+KfEN3JdfFllDBzbSAoZF78YyO+PT2rrdY8QajJbtHbxiyILEzlV+8FJBwCcAgHkjtXoXiz9iz4x6f4os9cHgq6vGDqbuOzuYHyAe22Qkkj69aPFXwv1bTbWQeItFv9ARySG1K0MJ444Lj1Jxj1FTOUYuLktLGqjzK0XqeS+CdSl1jxEsuoTPOI4S0St0+8R7c8Ht+FdL8X9Zjk8M6HcxgfadLvkEEg4YRnquO/PrUGm+D7Xw3LNMsrSIqsPO3DGAP8isDU4LrxW1nBEqtbxzrLLtdWKqBuVce/wCVEJxlOUo/COUXHlT3PRYbyHyg3mRpkfKzDt9a8/8AGF1fX+uR6OsBjnEhaWGQMHhAxjcMjBIIOPcc106qmoQv5yhk4UqQBn0yMdOK4LwdeT/8Jpqi3sjvKW8ndI5LBV4UZJ6AKBj0FYUbRjKa3RrKLclE7HTdN0fRbdY5iHkOFMs8jLJu745wOa37Hwn4M8YyJpU6fZb2RAtveR7RhtuFVvVc446c/jXkfxV0m6MKXkKNPG7sGxltvAHA7cD9a6X4PWFxcafb3V6WhaOUNEWJXKjGMfiP1rZ81OMaqkRyxm3Foz/ArTeHvG1z4Y1VFR7eTy15JDMvfqeD1r9Gv2S/2cLH4iSTXni3TZJdDtVW4ityGiS4dgyj5lIO3BJ+U85HY18cX1rpPi7xppFykdraag6SGS5EZYyYCnHAPPXHGB7V+u37L+i6v4d+BfhWw1ue1uruO3LJPZymSN4WcvGckDB2sBjnp1NV9XVXERq30XQl12qXJbVne+FfCek+CdBtNG0Sxj0/TbVNkUMQ4A9STyT7mteiivXSsrI4gooopgFFFFABRRRQAUUUUAVmGaiZcipqQrmoOYzriDdWdNa5PSt1o6ha3DdqycSdUYDWdQtZn0roWtfao2sx6Vnyl8zOda2I7VFNZLNG0csayRsMMjDII9CK6NrMelMax9qXKyuY8V8YfsyfDXx1MsureEbBjhg/2RDa+buxkuYipYjGQc5H4mvMh/wT3+GVjLfS6RNrWkyXR3FY7pJUU9QMSRscZ98n1r60NiPSmnT/AGrN001Zo1VaS2Z8N69/wT0kjmkk0DxPCQclY762MZHtuTPt/DXiniD/AIJq/FPTdYuNe0278O6lKzA/2faXsscj9MkNJGq569TX6nix9qnjsfas6dCNO/KtzV4qcrN9D8cvFHwp8V+FZGg8SeFNUsGh+WRbqzYxZHGVkUFHH+0pINYdj4H8ReNr+18P+E/Dt3qGsTJ8sFuhBxxzngKuCPmOBiv2yisx6VY0/R7OxmkngtIYZpPvyRxqrN9SBzWdPBOMr82h0vGKStyan5Y/Cv8A4J//ABdbxdo02v6cdI0ua4Vric3kLPbRhvmbajk5xyB3IHQV+qWj6Ta6DpVnptjF5NnaQrBDGDnaigAD8hVyivVjTUG2jkbuFFFFaEhRRRQAUUUUAFFFFABRRRQBBikxTqKg5xu3Pajb7U6igBnl+1J5dSUUDsR+VTfJqalxQFiv5NL9nqxto2ilZD5WVvs9SLAKnC0uKfKVyjFjAp9LRVF2sFFFFMYUUUUAFFFFABRRRQAUUUUAFFFFAENFLtPpRtPpUmAlFLtPpRtPpQNCUUu0+lGD6UDFpaMGigtBTqRRTqaKCiiimAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//2Q==) | ASR 13 x4255 1408 Anden genstand af knogle/tak/tand
Fragmenter af benplader med dekoration af punktcirkler. 3 stk., Mål h.h.v.: 2,5x1,7 cm., 3,2x2 cm., 5,5x2,8 cm. |
![](/grafik/intetbillede.jpg) | ESM 1661 X253 1408 Anden genstand af knogle/tak/tand
ca. 2 g br.ben |
![](/grafik/intetbillede.jpg) | ESM 1661 X258 1408 Anden genstand af knogle/tak/tand
38 g br.ben |
![](/grafik/intetbillede.jpg) | ESM 1661 X274 1408 Anden genstand af knogle/tak/tand
35 g br.ben |
![](/grafik/intetbillede.jpg) | ESM 1661 X321 1408 Anden genstand af knogle/tak/tand
25 g br. Ben |
![](/grafik/intetbillede.jpg) | ESM 1661 X334 1408 Anden genstand af knogle/tak/tand
468 g br.ben |
![](/grafik/intetbillede.jpg) | ESM 1661 X848-D3 1408 Anden genstand af knogle/tak/tand
lille ring af ben (ornamenteret) med tekstil |
![](/grafik/intetbillede.jpg) | ESM 1661 X922 1408 Anden genstand af knogle/tak/tand
brændte ben |
![](/grafik/intetbillede.jpg) | ESM 1697 x0005 1408 Anden genstand af knogle/tak/tand
Brændt bens plet. |
![](/grafik/intetbillede.jpg) | ESM 1697 x0006 1408 Anden genstand af knogle/tak/tand
Brændte ben, |
![](/grafik/intetbillede.jpg) | ESM 1697 x0060 1408 Anden genstand af knogle/tak/tand
Brændte ben |
![](/grafik/intetbillede.jpg) | GRM 501 X1034 1408 Anden genstand af knogle/tak/tand
Hjortetaksøkse |
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) | GRM 501 X0962 1408 Anden genstand af knogle/tak/tand
Trykstok. |
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) | GRM 501 X0626 1408 Anden genstand af knogle/tak/tand
Amulet/hængesmykke af såkaldt grandel fra kronhind overmund. Enkeltgravskulturen. |
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) | ESM 1735 x 1408 Anden genstand af knogle/tak/tand
1 ornamenteret genstand af tak, lignende et hammerhoved.
Flad let opadbøjet underside, flade sidekanter, hvælvet overside. Ene ende lige afskåret, den anden let tilspidset, afrundet. Den flade underside uornamenteret, de øvrige sider ornamenteret med tæt-
stillede indskårne koncentriske cirkler. Nær den
tilspidsede ende ses på oversiden 5 klare indrid-
sede runetegn, samt 1-2 mere utydelige, næsten
bortslidte: tulkr ?? forsøgsvis tolket, antagelig et navn. Genstanden
har et meget lille skafthul, dobbeltkonisk indboret fra begge sider midt på stykket. Ved den butte end er på undersiden en flis afslået, men i gammel tid
da bruddet har samme patina som den øvrige overflade
Genstanden er ret slidt på den tilspidsede ende, hvor ornamentikken næsten er bortslidt. En sortfarning ses på oversiden lige omkring skafthullet.
Genstandens overflade er ellers gulbrun til gråflammet og hvid i bunden af flere af de udskårne cirkler.
Længde: 12,9 cm
Bredde: 1,6-2,5 cm
Tykkelse: 1,0-1,7 cm
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) | GRM 501 X0013 1408 Anden genstand af knogle/tak/tand
Hjortetaksøkse |
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) | SJM 1160 x0124 1408 Anden genstand af knogle/tak/tand
Fodknogle fra kvæg. Hul boret i proximal ende, ej gennemgående. redskab? spillebrik? kegle? |
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) | GRM 61 x04 1408 Anden genstand af knogle/tak/tand
Hjortetaksøkse |
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) | GRM 61 x03 1408 Anden genstand af knogle/tak/tand
Hjortetaksøkse |
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) | GRM 61 x01 1408 Anden genstand af knogle/tak/tand
Hjortetaksøkse? |
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) | ASR 926 x127 1408 Anden genstand af knogle/tak/tand
Benperle. Lille, næsten cirkulær perle, delvist flækket. Antagelig knogle (evt. træ??). Ø: ca. 8 mm |
![](/grafik/intetbillede.jpg) | ESM 1421 X1126 1408 Anden genstand af knogle/tak/tand
Bennål? tand fra benkam? Fragment af spids |
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tJ8HyaXqEKXGsTTRKvLTOyGdm53fM3XJOAqgcj+7XCdMpW0OOmtbPVLZoGnmsNSQ7fLMqsjKpBLZOP904PeuQuNVudJmuRPdxxPGNpkhbzCGPcqOFPy+n869A8RWZvIoLu1ZJrhhmCdFYll3AMXcEKDwAM5BwMDHNcvqC2GtqWn09YRFBkLCykO4HQgjGeM9e/WldRfKxxk3qjI0uebWtsl3bCOBYwIZbpmGCucErz82e+OO3Sq1rbO0csMk42qQ20AM+7aOntjJ59MDAFUbrTd07JIqtP5u/y5NiHqcKANwGM9c8ZBzSaCyXC3ZslaIwybpxcbmC4UBtm8+oI4Uc9ewrZR0YOSurHoS6XpFzb272TqYmhdCsYUqkykHa2D1PX5sAg5474raW0emebFZyTRQysivH8pyCd3TG4A9zjPNbtrb2N5H5M6Ws4+z7i3mbgM7vmyRgYwOAB1ziroUCxTSftKvJN5mLhSu9iByfQHAydv5DNcjaWhqr31PL9aub63kUiR5kaQuygB2HTI2tnj2H90+tSadcJqcbXEjTIqMItyFZD05BUjAPzDn/az71sJZRQvf2c4kkubf5ZQ0BBKnoFJGSOD39+RXMRCGzvsWtpbW6LuWW8kQODj5cqFONwxz35Hoa6Yx6IiUup2Phmz0CyvJC87XLSIHSOdfmUnghT0wcE8NnJ6DvszXCaPK32G2lsrq4GWEipuKhxknJHBJ7njJ6GqmhxaaZ0V5h5UYPFtGdx+YEF9o4APYHkDpXV6RFbXWlzw3k1rKzS7wJU8tRuzswDjsc7RnrWTfLq9RLXRHF30vk6pAzzTLcTxjKzBGjiBHzEuu5e4B5wB68VR0m3sZGaOGRYY45We4ku2V3U7gPuqR25GfywDXQ634W1PVNSWC9hjntk2rEykIoQD5QecKATnHOcAfSne+GpdKsZjHOl1CZ9vk28G4iTqGYkBfl+bIGc9DWkZQ5eW+rFJTvzW0RFLqtvocc82nj7QJi8s8kgMsbqRtYDavTnpjnOTXPahpOneMrW2jlfyZ7V/MVVRXaUE5KGJdzEcAkleDx9N3T729tmFjJDcytnzm86Jt7dCMYyV4A/Oorzw9rOqW8iteQxSxxsiPCSJIfQ8E4JGeDjPr1pQXK3rZlTfMkt0ZhXTtNvFlltLy5ULtV0snRx1BXDlRwAMADGc5xXvH7JGpW9j4g8RaXFbXlvHdW8M6SXgI8x0Z920HoNsicZOCG7AZ8E8P6GbC8i0u7v7i3LDYJizAyMMncP7pOCT1x1PcH3/AOCdr5fxB0yeJ5ijQzI5d2KNhM/KM4xuyc4HWurCz5cVBp3vocmKjzYWatbqfSzmvzz/AOCv0n/FEfD5P72oXJP4RrX6Es3Wvzu/4K/SFfCPw9XGd15djpn+COvsj4x7HyN8ItQaD9oT4E2MdraRRTeJ9Gld1tLcSEi8gxh1t43A68bmz3Jopfg2NHk/aN+CRkv5Tex+JdGEMNtHFLGT9sh4d1u5Ch/4CD/siiqluYH7n1+cn7YFvfS/GvXIHuEayiEb+XIN29WiQlNuefvY9MHvmv0br4c/bG8Pw2fxVN5JsaXUbGN4kaMHcV+QjJz/AHB2HXrzXnYy3Im+56uBf7xpdj5i8GXkF1r93JaWqs86yhJBLhVKsGKhc9cg+vSsfwot7dfES4ubp0MRdlAjYkgAEMM8d8EcHFd94f8ADdno+tRNFan93HcTNGvy+YfKdiGxkrnBz14bn0rn/C+kJN4rjeK6URSySO1vFgbCyhlCjGNuB7deleLUqRu77WPep05aJb3Pe/hfrA0e6ktZtuZEJCqrOwYr0AHJPToDyK62TxJZafbLiXUri8jXbsmZfNBA4UOzZyfb65FedaBbQ6Xq0YktgzHaskuAc5OO4Oep61N4s8Qm3gme5eMgOdnn5YkYJxjg4OB7YrzI6y06noTjZanp19rFtqa2s1omIc+XNbTDy3Jw2Jc8ZwQOnUH6Y8yvPEUcuvIIpMXyFmiRiHVWRijod2cN1PAxz14IFz4aalJe65BACs1sVVp0cOrgFSB5aqh5yOuQBjiu0bwtZapYXzSx7WcyS2ksDL50QDkqcEbgSR1I7nOMmk4pOzI6XRzsN+19NLZ3i+RFImNs6g/PjC4GcAYxnBHTp0rB1LRb/wAMWckccrvHOxCSQDOxdvJHTaPbjocetdB4b1aGSyhXXpUk1GPc7QrCVMihjg/L3zgY9/Xitu60nT9Qady0c8rLhbFePLJJwWA6ZPHJ/wABkm9UzROxyvhHXGtzaSy3DRB9zPc2yrJ5vzBsbSo5YDluvzHpwR3CX9jrWkR3EcUjqJlkik3JvQgEAEDvkE9a8d1iPUNMjkS+g8qO3A/eQxkhlPYdwOmR7Ec5rc+Es9vpLzXMv72K6j8+FF2OcEBQxB+bOBgkE+9VKmrXRfM5PU6mfTl8SaXcx3CMutIxlh8t3Tlc7QOOB0/w9fN/7F1LTtWtllH2C62qk8MYDKGGcuWYE56DPH6V6zb2BvFuP7NMb3fkrcAmQOxj5CnBOcE5546daZcaGmtzpb3EuQw2PIwwUABDBuwB/wA9M1EKjp+69hyhzaoTwboNrNbLqN4iC4mQxvIpZhg4GFbO3oTzgE4HpXXRwQR6WLmBbaS3tZWzNMeAoBU7ME4IOBnP4VmapbXfk29jp185hwQ9woymd2MYGMnGT16gcY6VtavIm3WM0P2mS5YLFbwtkzL6nAzggdT/ALVTdzd2UkorQ6FY9M1mGWWTbJ5ylleKUhuuAQehPyenapvD32aGzMI3SQ7QU3plh3ORk5OWPX8OK5rXIbSOaLQYnkSaGJZCISFSNcBeBjvyOfx7CjSdYsvA9xIlxeDYzeWzysvmMxJPJ4AGBjqO1NX2Qn3fQs61eGPULmaZHZAMATLlkAJDMOcEe5PSsPXkvJrfdo0zaRFJK0080hKFR2JHcH5jkZzge5rYkuLK81C+u7a7M0MkBZMOGjVWwe3X5lH61jMqWen3sk+xmuh5P74bowq/wkAZ4yAW6gAYwcmsYSlCep0TjGcNDhJYG1SeDU7K4fUNPnRWmW7jO95MYztwFQBRjv0brk59o+AcWpz+PNLumlCaaIpUjtwgzgxuSxOBgEhcADHUknjHldnoMkHlvHAr7QqMqqd3yk4YAY+Yn1HccYFfQnwVhlvPElvOI2iihtJZJWKcSOzKBg+w9v5V6uGaliIKPc8rE80cPNy7HuT1+d3/AAV6b/imfh2o5zeXZ/8AHYv8a/RFq/Ov/gr44Hh34dDjP2m9b8ki/wDrV9qfE9D5L+E9rf3v7R3wMvJFuHtYfE+ix+ZPJIwUm8hIADzSccfw7R7UVT+E9u9j+1B8DFa3aAyeJdGI3wGLI+2w8jNvDn6/P/vUVUjE/dusTxT4P0fxpp62WtWMd9bK/mKrkja2CMgggjgmtpqSs5JNWZtFuOqPzh+Inh2Hw38U9Z0m3tpruOB5IC/mAbsuVHAPykqwzwMnNcVFE3hnVLWdbRoGuroxzSMCRHtUrxxx1xz7V7D8cLGey+PnimS4mFtE3lyxttxvPloynJ4IGSMe3rXAeKrKTVtD8uJZER3Mk97I4VoIiQZDg8Mdo6Dk7a+RxVo1ORLQ+zwbcqfO9/8Ahjf0uZl1a2DxN5m4Al2UFiRnjpwTkfWsrWNEFxq6LGplkZSQ0bLGw+ZdxVABvA9cHsPY2vB81ol8tyUma3jyBIDu8yMg5G7vkjt2xT7+ZYDNJYxmNzGEFupY7Ru65I7YGBwODxXErwdkd7tUV3sRWeo3mnTxMm6zuELAO8YLkggbXC46DHJ5A9+vp3hXSY/GV9Dq2r6oxZUkVLGAeVAxzgGRdxDEHPTB9R6ePSWp1qO6trO1CRx/6xnyFQcgcnHcEdexx76PgnWtV0GOWa91OO4vBIv7kxgjYFAJGwALgZPOeCvOATTkny3uZq17I9U8VaFKZJ79Ip7dYYmk2ylBBLgE7V2kkErjDbTweCD1wvDviaO8tJ5baKWz84rIrSHe6k4GA4wduMH9RXSeDPiDa6gt1p18HvPldVuJPmaVGYggKfugDjuTgfSuMm0e6k1iCPQrIaR9mkkja2IKRSxs+GUN1ztGQB03DOetcjvs9zRJanRXukwa1YuzQzRyHi2n3sxY99w3dD7/AI9a8ykk/wCEL1qGG8XaIpBK8tuyI6OE9TwSc8hhgYr0jQ9eiuZtNuWDLBdpvDHdG7k42kA+uOM/hTvFHgd9YW3uxbw3c293dCFBkUgYbcOSwwRwO/tW9Obi7yWhlKKtypm54Z8Y6f48ha60ayzHCy2xnnjEfmnqcD2GCTx14HNWtUgh0y0nmBT7WzDcrdZSCATgdgAPavPvhNJe3eoSyWlnGbHcNiiRWC4XBbK5y31wOmK9at42mlXJ8262eayNIMfMxAGSOQMHnjtisp8rl7ptC6jaRk2dqk8S3c/2kQEktCuBknqMZ479Tjjmue1TRZdPvNQ1aCC4t5JoyBMOZMdlBU5A6kEfrXXt4m0nT9clsYrxWv7dVa5tQu5olbjcSRxnHTrwD3rF1jxlYX0NxZNCsg5kcXC7FwDgFgclRxgZGCefapjFrYfMtjJ8MX9xHFHc3OlzXmoTZD3PmbzsJO0E88Y/hbjip5vh5puo6tqFxeI1zNIzM8cbvnO0YG3H90jgcfN9KfD4sn0lYGstNhudMeOPFwEeOM+ozh8jnGcDk+9dEfFsDfOYHt4HDeYcAruIyfuknrkc9a3TlF3joZu0rJo4qS103wTazWMVxc3WpXrFRbz5yrZBIbH3TyB26VH4qigXw5PeOiTtvj81Vy6Ah8upIHByCCcd/auR1631GPxHe60XggtoJjaw29vB1QgEOxI645+964zXWeHfEkiWEMeoW0t1YW8zuuwLOk7AfKZGUbcYLHv0yRzTqU/hlu+o6dTePQh8LLO19FKjQI2AhJh8xljwrbl6jGCMc9819H/Ay3eZtbv5EmwzxxRNOQTtAJIGP4eQec9T2xXzbpOi2+naleSXUgm81/LdWdyY5H+YKSThwBxnKnqNo5r6w+Dtqlt4SZo1CLJcNgKAAAoVMDHb5TXoZdCLxWmyVzzsynL6r727djtnr85P+CwJ/wCJF8ORnGZr4fpBX6NtX5v/APBYWQLpPw1U95b8/pB/jX158cfJ3wQ1dLX9pD4MWVtbad5U3ifRt8i21s8gb7bD0dI1K9PXPvRT/hTc2d5+0x8EJDfzTXy+KNFRYlZZotn22LOZPtcxBz/DhfoKKqRkfuoaSikFZs1Pjj9ofwrcaX8Zr3WL+RGsdQto2tdh5VgqJ8wz97MbFeMHAHtXhmra9cWsWpvZxtsjlLDy2xtGcjB/vYA5+tes/tHNc2vxN8Si4bziSjRDcc7GgUhRkcY4zivHtJUX01wZoTPJMEjWEHaMBiVBbrjLdfTA7V8niF++lJ7X/U+xwv8ABjFb2/Qf8MVMbWkLTCFIoMkSjg4TB3HoTkjp7/h0urWskl1KrW4vBCBvZlwisQCvIBAILZ7E5+mcr4d7LB71L6RI5EMu1G+X5Q3I6dMbunbn2qzqq2q3WnySXxlBdpoolIILE5LrtAAXnvknI65rjqPmqM76fu00iezuDGzK9uTvO3bG5SRuT02jIxnpkc9+c1es/DMut3loyRu7uSHiUHLpgg7+Tg8gfl9KxdHt5bG6lMtzLdyKhKZ3P5ZYknoSSenp0rp9J8RQ6XqkF0srtLGEhJjI44BIYknOfl9fxIqJdkUu567o/gq30O1ihuIJLGIx5aUy7mB2kN8x+4MtwRgnnpV7Ubaw0m3e3mMYs5sRR7XDTbiPvZ5JHPvwST6V5xY+OrRont7tbmGJ1cbIdshaXcWZmyMjBGcggZPrzXceF/EemeJJGlsjG7xkq63DMzAqDxkj2HHbj3rjcHF80h8zfu3POrnxELWO+sbyzkt7SC5MMDxo7GbaF5UhRgbuQ2ecg9K3NDvJtfgURX8sJJKecXIbackjoV42nP04xxXc3WlwTw3ReO2V5o2EaxxhepyVIO7cenPQ56ZrwfWmvPhO14NNunNjPcLEZJHDeW5B3Mvo2SgKnBOWI5ABVrr3R7vU9fk8L6XBdLdf6Rc3k0hQJDO8Y3gnBOGGMDPAqBv+Jb5gOlR2MkkhTzJEDFlxjJxkjpn5iM4/Cs/wz4ig1i3t0SWG4vPPYPKQMBOOCfXDZ685rsjpaXTLcv8AJaj70BBXLg+xAYdsGp+zdMpOztJHn+laPD4SmNpBbtbPNMXkkWXZPMWJbapIbJAGOSAMHFP17VmVDAlvMLmYrKRbqJc7TtAZiSOxGWPUduKf8QWnXVJZ7STT5FWMsTIZY2UElSrYDDpk9M57d6b4f1ZtZ8N2di7XE8iuUe/s1O1EU/eZ3Cg5yDhR+BFb83NrInlUdUWrjVWvNDFlNIwVHSWSUhnZcMHBJ4JAAxxwOOg5HKSWK2fiD7TAMXcBaQTRlsJGmCzsW+bJJwOcYBz3FbzWlteSST28FzqZkkEqQsyF5nUAbGJYEAkg/VQMZxVxWvHa6a40e2003ZC/6Gwdt2cbCyncRtGCcAfMBW8Vyrcxclcq6h4Lh1KS21u6kunJh8xrNYgsnz9edw2Hj1Oewx0uSRmaOV0gkjaOPzEVyABzkOw+Ug+oBHU/jq2mtW+k3Eum2tus91MVJjXdIYtyYCtkD5QflPzflnjF1HVIP7YltZb57SRkiG6Z0KyIZGXBKn5XO1WPGPm59onzWsmXTtzaopaX4f1O816KG5i36dcTxbLm5mywLEIQsYU9OfvH+dfZej6TbaDpdtp9mhS2t0CICcn6k9yTyfrXzZ8O7Qaz8TNGsY7aRdPtX+0m5z/GilwmW5PIXPHGTX1BX0eUwfs5VGt9D53N5/vI009Nxjd6/Nn/AILFf8ePwx9Q+oH9Lev0mevzS/4LGSFU+F4/7CP/ALbV7x4HQ+Y/hLousXX7THwW1Ca2u5bS38TaKrXEvnsqf6fFgZl5HUdOOaKzfhXD9k/aw+CMf2f7NnxLorFfs/k5/wBPj5x9mgz9drf7x6AqpbmR+8FFFcv8TLi+tvh/4hl00sL5bGXyWjOGVtp5B7Y6/hWMpcqbfQ3hHmaj3PiX43eMv+Eg8carfxXjfu7yaBWS3Z8LHKVXPzcDYpXJ6nAA9PN9IkS1voJ2tykscw2fOc5yOeM4p95qktvaWOmx3JeK8lZ28yUF1xICTgjnJbPpnjtioo5lt7h4XRy4lWPlvmDc9v8A9Q618lOPNzN9T7KlLlUYrodDMtzCJ9QNzxNP/rrpsybT8xUoPlIx37DPSmLZ2dnG0ttdQ3EpQDy0DJ5eD04PcEnJ549qisrdtQmuIise9YQH3AsVAGOPmABIJzx29KtWOiOZYpEEc9mqq3mNETgDBIVSCG/ixg9FHXIrhk+V2Z6EVdXRjanqF2syT/vMgtvxJlGUjgDdznp9PSqlrI6/v5dQ8kyzBHWNjj5vuEqRjjI/MZxW5qkP/EwS2t4HhkXlJ7i32xuxBLDvz9B347Yz7XQ3kUgiJGhiMpUOcNnhBtAJOMAngnJApxlpoEkrmzYrf32lslxm0O1me1CYLxjGAfTg5wMEcnIqXw/qF9aQyIFEEiP5zsoXKLkBlOMYGAee27qRybtjoJsYp7u0tDdzkbpUSZTkM2TzjtknrkjFc/fR6jqlvJcRu01vMmQmmy7F2g85K/exkduhxximmpe6idVqe3+FfFNpq1nZvOJPLEhBaSR2OWJx03Eng4U8AZ9KfrFrY65p8Z0+2S4tmCMxjiklWTblshsAbgd2OSeenasTwPqV7o+im3v7Hy1t4lPnIfMZioI2nI5JGeB6j1rZg+JF7JeRQG2uGspIfIit5MLMJN6jDDPOOh+YcdccCuLaTRp0uefak0/w18QKgihTSpJFkhLIx+zO64G/gDygdw9iV9cD1PStek1axkYztFdQwkzxQkBdxAPAIOVOe9c38QNNn+IWn3OjNa28N0rE24uYiDMVwzBRjoQCpGfQ/wAODnaXHf8AhDUIQ9lIbJkw1whBChQu+OQ9MgDvy3GB1ptNaojR7nUPcafoN1dX0lnJNhFXdPbsTuxnKnPzZ4+7wAuMVxul2cmh6pq8hQ2No07XKWMkj/On3lwg4yc/dAzn1xXW/bbvUb9ZIIY5IF/eGaZwuzkEAoRuORn6ccGorzVLjUtPsNTisZCJ0XypZ4llkC7S2XPp1IXPULzk4FqVtxLXY2vtLXmg3lsjywG4h83zEcK6kjJIYA5A7546jBridJubXxDeLGvnx/Y5V3Nb3IXKBiu4t97yxkt25z8vGa6Oxj1WzsUOranBDYESEQy7QzhkwoAyPlUBicjnd045oaStrbw3Oo2d0k1gs+RBbkojAopyqgEk8g/iMda0UlbQmzvZmOviyy0HU9QsUWO3WdiZdrEtIoB5AwTkbQck4OcACqGuXWpXGm6lc2ryJe4jEaxuRP5e4M2SBwTySecBu1a/huK38STXWq3UwkjuFAtIUwMNycBdxbK47446ZPIn1Lxhp/hvTbm7kxcXcjKkcRcCQDaBx34AGe3zdOOUtZRildmm0ZSeiO+/Zp0+STxYlzJI5m+xzzSiRQWJZowNzADJwQSe5J9q+m68J/Z3sIptUuNTjjjjZrBN6xg7V8xg2B/3wfyr3avsMtv9XTfmfH5k19ZaXkMavzO/4LGHdP8AC5fRdRP621fpi3SvzI/4LFt/xMPhgOn7vUP/AEK3r0zy3sfLPwf1GJv2ovgtZwQWIj/4SzRZDNbrAX3fboxjfETx7Hmir3wrn0++/am+DcsupXU2op4o0RYoQoniK/b4+spvJyp5Pyj24Gc0VTMj9064b4330mn/AAn8TSRf6xrRoh6fMQpz7YJrua5D4vNZx/DLxK9/E01utlI3lo7KWcDKAEcj5ttc9VXhJLsdNJ2nFvufm1q1xZ3VrpsoQzutyY1Zl2oSVQEqOvQEZxzir1nJLDJ5AiLGXbJx87evf/6/+NXxBeWC6No1vFfGXUIZIi6xpvw5A3DJBwADjk8YNatlBGIzIkm+RECndjr+H+elfMys4q59XC6k7eRqWNjJHqfnoyu067FjkI28gjIz6cf5zW7DeTaMqWMvkwgZEa7Q/mP1I3cY4yOxz+NYsdw0epRxSYCjayNu4ySfUcfXvn2rQn0QtdHzNTid4iCsgJ3scklSAo4IOPfHSvPnHqz0YS6IraZFc3DXn2mW4hsbdtqyI5hZwDznAXOeuR647ioI9M0/7Q2y2Bt5UfdCzfLLtAB3kjrztAY9PXnHSfZ7CRo0IbzWyDFPCVbKkjIHPXsaqWEm69uESaMImIgkjZaJiSNuEB/u8jJPPbFZWNOYpx27NP5M0skenw+XLGqvsiYkcBMYfg4PJwcflctNF1HULwRwtFo9nskWBFVSAQMKwIwpzk/KPz6Gr1/os5szDZXTSTSjIl8pWJUYBbb8ozyOfcHtXQfDeGeXQLyK9LX9xDJJFPeSReX5RXqCvryD/wDqxUSlZXTFpckkurHSlEV3L9qucAKtnukWHkFi5VWbqB8vI45rY0zTbnVGjvL2OGD7E3mWMcYwGDZCu7KpGQOccnpmrcfh+PTo3u5As5kXYomfqScsqjKqoIzwMZOCewrNhBtbi2g/taxiVyjTbSk0rPyfJCkbRkYBJYnk7cZzWEfejdDl7supvaf4XhuI7+8urh7uyunZrmFiGVkKImxudpHDZA7EA5IqbVLnRtSs0mgWS6sg4geF9yRlVJUAblG4cghgcEDgkHnMhubm0vrqC7ubgRn99CuwIeCAeckqORkgZ7b+1Z+nPd3skGo6jbs53TA2luFKOJME5OecAD5s5weaI7q4NaaHSww+dZuumWVhdRSP5Z3NGPLA4cAqrZZf7p/MGpLPR2ksWi09leNSAZS0oKHjIywBbjjI2ggdaz9L1KaG1jsLKyt7ayUKq2uCFjyMnBAwQeh4zknrmna74qZg8VxcwXMcvHkQxhWGANxLHg84wD071MpK9rBGD7nHeOtN1K1t72Fp4bY2o8yPdvMYXJ4xwoHU4O7OOBjmvE/HWo60txJCNYulVJAVjYErKeCz7WOExxjgHBB47+x+INStvF3mWEtzLbwRoI3kBErNI7Da245JXrkDngfMRzXBar4aSPVo7e/W2khMW22M0THHRm3c9M9ADwO+a9PCz5fi+45a8FJe7uVPhXrGq+Tf2VpFvnn2LNeOu7uSDkfM3OfbOBjHX0weGdFm0d574NdahFLuJIMcucHK7ScNk9gcYxgYFcj4bkksfs2l6dGsccbOZyu0F/mHTIwxx3z0A6YGdbVLyK48QwWNo32ndIF8xipXLt8wzuyezZAycDk5xRVblU/dqzZVNctP33dI+nP2c7Qf2Dqt8IliWWdIEVUK4WNcgHJ5xvNeuGsHwR4TtPA3hmz0e1wywrl5MY8yQ8s2O2T27DA7VvV9lh6fsaUYPofF4ioqtWU11GNX5if8FiX/AOJx8MVx0gvj/wCPQV+nT1+YP/BYYhvEXw1Xv9mvP/Q4q6Dmex81/DHTNTX9qz4KX11b3X2Y+KtFiFxOs+N325DsBmVT05wOP1oql8LbYWv7YHwZjECwf8VPop2rb+T/AMv0fO37PB+ew/7x6ApvczP3krk/ippFxr3w91yxtl3TSQZC7gu7awYjJ46A9eK6yo5I1ljZGGVYEEHng1nOKlFxfU1jJxkpLofleNFubrUp7mZJrSygut8EM6hTIGXCjbkdCC2cZPp3roNP+zxSWVqX8tpGZn8w8nBHHB5POffmt3x14VHhXxj4jGosftnnmO3iVi4ZRxzjpwoPTjdxnPOBD9hWOK6uBI8sbDblBhWyDkj2Jzn246V8jUlJq0uh9lRjG949TT1a5DakbQTrIW3FWwVzhhxg9j710669G1jO00gxCFjebK7oWwOSOSOmeK5WOOKa9tZ5w0jTKkj4UFRmQrt3dySCvX06VT1CyS0vr2Sy1CNbWbJnuCxdELdcDPG3cerHIHOO/JJrRdjsjfXzLEesW1nbyTS6pcXF1O+6MqqpuY5ycAgADOc5BOOfe9pP2u5t1lX/AEHcxMZuZOXfON5CMu4fL3JOM84AFc7b6C2liK81HUI74qn7u1ZQXRSwz8i/h7c811HgPVblpxfmAzWUcciRRhAEj2nAbHXr3OTnGQOlTU5UroIXb1R0Oh25tdIE63sd/dKuyOeYEA5Y7nGcAjAPCjkDA45OutxYLeXF9eNNZzqVxcSwhTyhO0hTwWGOp5xyO9c6viv7R4hLRJas62xENxt+1MDliQOAFyO5XPbpWzZ6tY6xbhF1q6vL2Fy3lqwHzgZKqn93AzwcEEdc8cj5krvQ20btua9hpdxfW1w+f7K+24Z7a3hwA7c72PG9tuMgnGBgdMUy60/+y7G5ttN+2NNtMssgGO7HJBCjJPYZPPrVPT7We41h7p5UcqrSJcMzSJGw4KoGbEZx7ZPOasQ+Jvsi3Emp3lvbziFXjDFgIi5437jy20HIwcfzy5Ve5fM7cpSS4P2e4upr+cXKQGXy43Q4xnCEhgVLHgE4JzT7jxNqEdnbRQTIjPEHeOEeZKij6nn8ufTvXH3fjTSbV2hjntorWdd7TXM+2STdw2dxGQAQMYx1wMc15x4q+MGheHfNbT57q7XG14bWIOZlP3trHORkAgZCgfwjrXXTw8r8sVc551la8nZHpn/CaixvHtYXM89wDO815hXZiQAxwuQANvIzggdO1TSfEEd1a3K3t3NdyNG6tLNCCBtC5Acnd0A5FeI/8LahvpLieG0W3fb/AKMjKHmLYOS/GFOc8HI69M1oaf4ylbybiS4aW62CZ4mcLsbHILhumR2/Sux4eUY6qxgq0JPR3PY9O8VXk2qC2XTprO1IiQb/AJnUfNzn+96nLDA6Z4rptPTzGe6v7mG7Clik10ADEpXK7fm5C/7JPfpmvnHWfE814X8+T7PIpwivIz5xjkHsM9hWdpPiqBVR7qSTUFUBIbXzDn73ZO+PYH+tL6rK10H1iN7M+g/E2oaVozXl3bT+WSNp8obgzYyATuIBO3juADipfBMlrcePvDMMKKWe9gBGNrlfNQAEADpgjp6eleMW+tQ6hND9oT7CkRZYfNhUSEYIKjI6cngcc17V+z3p6ax8TvDaR7v3dykgjLDH7vMjHA7nGc46EdgKqjSlGtBPuKrVi6M2ux9/fWg0UV9sfEEbV+XX/BYZj/wl3w3XsLO7P/kSOv1FfpX5bf8ABYFt3jn4cr6WNyf/ACKnuPSkSfNvwb1SKP8Aao+D9jbwafLE3izRX+0QxQmQH7dFwHjdgOnTOeaKX4Wz2t5+1p8GZvt1xc33/CWaKrI581An26PBEpupznP8OQB7dyqZB+75pKl2UhjpDPPfil8KdL+IWiX22xs49eaHba6hLHh0YcgMwGdvbvjPSvkTxx8IPEHw3urca3HDIJo8JfWZZrbzMj5dxUYPswBO049a++mjrlviT4Et/iF4P1DRLnjzl3RPnGyVTuRvpkDPtmuDEYZVU2tz0MNipUWk/hPgnR973U0STSMQrlYmyctz8vfv39hXPXDOLeZY5Hi2zf6PH99pXG3K8E4IOOBjBHSulk8N3V5qF5aymS3khZredAuGyQRyT2GDntWdcaRb6NAItMS2aLafNudgXJCgY29uPx69K+Sk1GbSPsY+9FMpWrTjTZYbpbREd/NWOaRSWwDlQ2OuM/n71n3HiI3UjQxx20aqPLkMEKgjkkoAq+o7D3+nP3tkt/cTxz20KWyZ2SBCJkJwcDnbjPXOT245qvruuWWionmS/brgLuMcXUEdsqev0yaai5u1vkDlGKu/vNabUYdMlM8guJCGBjhhRsLgY5556dSf6VueDdV1A+RdXtxb2MPkeaI5VdmZS3DYOFwoLEDB59eteUXWv+M7+eK10TwxfWjXhaSGWSykcu2QNwZhg9B2zx19afjHwd8RvCcFtqXizRtcWyuCBuuLaSJCx6KWwAp/2TzzXdHBTau1ZnBLHQTsnc9j8XfFq3h1NLayje9vkjULs2NFgFuimP1x0Hvx1rhPEHxC13VLGYTt9ntwxZHxgLnHRuWJyOxBz09K81XVNY+zzw2NutlFKpGx0D7wAOGI6j29u1QhdRmUf2rcrdO4+ZXYgKe5HJ/X19cVtTwkYLYxqYqUuoX/AIwt9WhmsI7kWqMwRpsHzO5ON3zDp14qOGcrsQXAEUcZVd0fTGBnJHJPPBPrV+z8I6FNdO73SuVOMlSoTnqckds/nWv9j0t5WZDGUhO07QFzheCCeo5HPA4rs54R0Ryck5asxMQ3kif6Q1ssyHAWMvzn0XJ6HNO+zOyRC1jvTG7MoknBjDkd8HkDpx+Wa0rOazk8vzJFeWJ1dVRs4OeCOOfw9/WtS8vpNVmiFsufJyrLJKpdiCOAuDxxz+FJ1AVN2MNNDu/JjHltGTxKwwzYAzkZ69utBRLC6Hk+bK8jFvMDKhAPUgkYPc45HP4Vsyae2oTui+akcJ2lZCpQnuAcYJ45zUy6bbwyRrNMrySfMILVcbcHAzgZ544wOh61HtFLRmipuOqKARtQnhFtLI10rgSPIzPtUkcgngfQD8RX2r+wz4R+1eIr/XmuftUdjZiAHBIEkh4wT/sq+f8AeFfK+g+HrjWb6107RNKl1O9kcQRwwxvO/PQ7QMAY/vehz7/o/wDs0/Cu++Ffw+NpqyKmq3k5uJ41YN5YwAqEjjIwTx61vRjzVE0tEc9efJSab1Z61SUu2jbXsHiEUlflj/wV7cn4kfDpByf7PmOOe8w9PpX6nuvFflZ/wV3+b4r/AA8jxnOmycYz1n9MH+R+hoDofP3wr0HVx+1p8IdSuNPvEs08WaJGbmWCdUB+3RcZlRT39KKz/hTa/Zf2yPhDH9n+zf8AFVaIfL8gQ/8AL7FztFvB/wCgfiaKb3IP3xNJXxe3/BWL4JdofEx/7h8f/wAdpP8Ah7J8El/5YeJz/wBw+L/49UjPs9qQ18Xn/grJ8E+1r4o/8F0X/wAeqL/h7P8ABT/n08U/+C+H/wCPUD1PWviH+y+3jDxRf6vpviVdFS9fzZYW08TkOcElW8xcZIzyO5rN0n9jXw/DGF1bxBq2pfNuaOHy4I3Oc8jDHt615x/w9o+CZ/5dPFP/AIL4f/j1QSf8FZfgt2sfFR/7h8P/AMfrj+qULuXJqzs+uYiyjz6I+g9N/Zx+HWmqg/4Rm2vSoxm/d7gH3KuxX9K7DSvBuh+H/wDkF6PYaaMY/wBDtki49PlAr5H/AOHtHwWDY/s/xWf+3CD/AOP0jf8ABWn4Lf8AQO8WH/twg/8Aj9dEYxhpFWOWUpzd5O59kNZIe1Z2ueF9P8RaVd6ZqdnFfafdRmKa3mXcjqeoIr5CP/BWr4M7uNL8Wn/twt//AI/R/wAPbPgz/wBAnxcf+3C3/wDkiqJ1Pcf+GS/hWsIi/wCETi2B/MGbu4Jz9fMzj26Vv2vwG+H1npr2EXg3RRbSLtYNZoznjH3yN2cE85zXzW//AAVs+DXbSPFx/wC3G3/+SKj/AOHtnwcB/wCQN4u/8Arf/wCSKlQitkU5ze7On+Iv7Aeg65qV1feFNS/sBZown2CZZJYlOeSH37gD6EH8BxXCf8O8/EjXz7vFGkGyZhw0MrNj6YH16/41qn/grd8HO2ieLj/25W3/AMkVE3/BW74QZ40PxcR/1523/wAkVlLD0pO7X5m8cTWirJli1/4J2XUkpe58c20KFt3kW+jkp9cmYHPX863rH/gnfoUcSpdeL9SlI6/ZrZIQfzLH071zA/4K4/CEf8wDxcf+3S2/+SKcv/BXP4R8n/hHfF3/AIC23/x+mqFNdPzD6xVfX8js9J/4J66At40+qeLdT1EsRn/RolYKOwL78V6p4b/ZD+G/h+SKR9NutWkjxtOoXTMvHTKJtU/iDXz4v/BXj4SL08OeLT/27W3/AMfp/wDw98+EwHHhrxYf+3e2/wDj9UqNNfZJdaq95H27pmj2OiWi2un2VvYWy/dhtoljQfRVAFXAtfCj/wDBXz4Vfw+GPFZ/7Y2w/wDa1M/4e/fC3t4W8Vf9+rb/AOPVsYn3fto218Ht/wAFgPhf28KeKCf9y3/+O1Ef+CwHw1wSPCHib8Rb/wDxyi4H3kwr8pf+CvGP+FxfD5WwF/spid2Mc3DevH517I3/AAWC+HGOPB3iT84P/i6+LP22v2rNC/ac+IvhjX9E0vUNHtdKsxbSLeFTIzeaz7l2N6EfxA8dR1oEYfwlvom/a0+Dtnbx2TQx+L9FcT20UQZibyLgtGzAgemaKZ8Ftc0XxN+1V8ItStdR1Ke/bxhoqeTdWrBNovYhnzJLqZ8+3T6UVTJPNLPxL4furOeOXSYLaWO0GyRsHzJFhiTA44LMkj/8DNMvPGmgXEc6x+G4YmkEuxgV+Td9r29v4fPg/wDAce2Cii4F7xB4k8PaX4ovYItCtrm2t7xgrRldkiLcs+BweCmE+gqGHxX4cttKsJm0S3nufNEcsHG4KgsTvJx/GYrkY7ea34lFFwI9J1vQ9TNxA+k29sUsZnEshXl0tJAMcdTJtYe+KhvPGmhTtcmLw3BD5nnbMFfk3G624+X+Hz4f/Ace2CigCbUfFfh2z1qYQaJb3lpHdb1dQFWSMTI+3G3gFVZfo1N/4SDQ7fQ9Puzo1tLM0pgkhyu792tkS546OY5+3/LVuvNFFICnZeItFufOjm0uC1H2WQLKQGzILaVV7dTIyH2IFNuvGGkTNcbPD1vEJDJtwV+Td9p24+X+Hz4v+/C+2CigC3qfiXRdJ16eKPRbW9ghutwdCu10EiNtHyngqrL9GNQR+KdEh06zlOjW81yHCSw4AO1FtPnJ24O8xT8dvMbOc8lFABpOu6TfpPby6Za2xWznYTSbeXW3lCgZHUsyke6io7jxppUzTlPDttEJDIVwV+TcbnGPl7efF/34X2wUUAXbzxloVlrtybbQrW9s1uS0bbQgdPPWQcFeMqpT6MfpVmDxZotloem3baHY3NwZ/Jltjs3bYlsDvb5ekhinHT/lq/J5yUUwKdj4u0ee0lt7jSLW2ZLN1SbYGLyCEIvReCWG7PYn8aLj4gabcfaQvhqzi84S7du35N4ugMfJ/D9pjx/17p7YKKLgaGv+NNH07xHqcNrodjd2sd1MsUsezY6efKykYXGNrqo9kH4RW/j7R7OxsZhoVncXSz/vbdoxjYn2IqS23nf9nmBHbzW9eSii7AXSfGGl3VjerPpNjbyW9khjLBczOoto8D5ep8p3/wCBt7k05viBZyW8sS6DZqXR08zaAV3LcDI+XsbhT/2xX8Cii7Aua58QdLbVNQSy0SzlszPN5E2wITGXuipxt44uE4/6Yr+GR421iz1qLR7m0gt7WRreQzQwAfu2NxKQDgDnbt/DFFFMDqP2Vsf8NQfCD/scdH/9LYaKKKkD/9k=) | SJM 3 x0017 1408 Anden genstand af knogle/tak/tand
Kile. |
![](data:image/jpeg;base64,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) | SJM 1349 x31 1408 Anden genstand af knogle/tak/tand
Pren
Af ben
Længde: ca 9 cm.
Datering? |
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) | SJM 799 x0161 1408 Anden genstand af knogle/tak/tand
Takspids med anboret hul iproximal ende.
redskab - syl - affald? |
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mR6ZbaTows7K3jtLO2g8qGGFQqIirgAAdABX4K+Eklm+IUD2Ul4l0GkObOeOGXG1h8ryfKPfPXtzX776p+60u7busTH9DX4B+EY3uvHEQ8gzE7wy/2WNSJIVuBbnAbjB68YzXdTdzjexB8V/E2s3XiC40m/1C+ns7Z1dLe/mjmdGKAklo/lJ+Y9PX1oqr8SPCus2us6jqraNfw6XuT/AEs6M2nwjhV/1YG1OeOvJ56mitNRaH9D5aq1xIFqZ2wpNfPX7WHx6b4UeETYaTJG/iXUlKQgsf8AR4zwZSACc54Hvk9q446as03Z5X+2d8Sl8YRx+DtEeSWGxuBLf3EbkRvIBgRdQGC5JOe4GORXxjrOnvFdPPBOt1DANr7ZAwRcZIIAx0x7gdT1q/NeeJLi2nkvdRS7uLnldsaoIyvdQRwOcZzzg9KmsNJup9LI3qqRcl+V+fsc5+Yj3446enJKTbbZ2xSSsjntFuhd6a80m1IVJTEkZJOGwQAO/HcdzRBp7arAgsIlTy8hkOUDkj+8w/zmuj+Hfw/1XxdCLLRNNvtVmDEv5MJcLuJPzMo2p25NfQvgv9j3xpqVnCutXNholuGz5LYuJV9fuYXoB/F+FONOc37iByjFe8z5cXTb37OYGtxHIrZzPKJeDwNoHA44yD29azvE/h+DThYi7eUb5Y1dFlJ2rk7lYH7xPIyfpziv0E0H9jPQbGPbqOtalf8AOdtuEt0OfVcMT+dd1pf7Mnw8sI4kPhLT70xtvDahGbo7vX94WwfpXTHC1Hu0jF1oLzPzL8ePp2oaZCdMnYxb13wvMuR8v8IBzgfT8RXRQ62I7W3it5okQRruRXG3PHTJ44H6V+nGm/Bvwjpaqtl4V0SzVegt9OhTH5LV63+FPhiCQyx+HNJjkLby6WMQYsepzt603gtLcwLFeR+YMt1q95H9oto5ISzBmaO337h225zn6/zqSO+lt7NjJYalcuq/P/oMrMc445TaMeo/Wv1Y/sRFUALgelJ/Ycefu0/qVO1ri+tS7H5EXV9qEPmSW2hatDGWO2a6tpvl9xx14/TpXLL4i1LS7yRwkwY8tvEinH0PB/Sv2hGhr6Ur+H4Zfvxh/Zhmn9Th/MT9ZfY/Gy8+I0nl7Ud4pGOeSuPyzVT/AIWJNtILl2PHzHv+dfssfBOlyLh9PtXHo0Kn+lOi8CaMhyNKsgfa3T/CpWEhHaQ3iXLdH4x2XjvVb6dobYK7k4VIoXZ/zFeheD/gv8TPiBNG2m+ENcmSQjNxLC1vCTnkiSTav61+t9noNraY8m2ji7/IgX+VaMdoFxSdCHVi9tLoj4b+E/8AwT/1KWaC78d6wttbD5m0rTZC8kme0kp4A7YUH619k+C/Aeg/D/SI9M0DTLfTLNeqQrgufVm6sfck10KwhcCpljApxjCGkURKUp/EyJY93apBCOpzn68VIBRSvcRm6+23RNQYHkW8h/8AHTX8/wB4dmtrfxsj3T2CKPM3HUpbiKD7p5LW/wC8B9McevFfv54qbZ4a1ZvS0lP/AI4a/BTwHeFPHytDNcW06iQeZa6pDpz9OgmmUoPoRk9BXRSIlsch471q4u9fv4Le8hew3LtjsbmeS1PA+75x3nn+93zRWr8WtC1GHXbjVryRZY7yXKltYtdQn4UcyGE8fXao6CitA0P6Eribqo61+b/x1j1rxF8UNZbVo9t69xJFDJ9iZC0UZ2J5aMxOCFA+XJ57kmvp+T9vL4D7ufH9vn/rwu//AI1UE37d3wCkZHfx3asycqx067JXPHB8niudw5lY0jLlex8xeAf2Q/GviyEXCiXQraUtm41ZWiIQ9lhILt68hAf71fTPgT9kTwb4Vjtn1FZ/Ed1CoH+mEJb5/wCuK4Uj2ct1pf8Ahuz4DM5A8fQEjr/xL7v/AONU/wD4bv8AgLFjd4+t/wALC7P/ALSrSNOnHW12Jzm/I9k0/QbbTbWO3tLaK1t4xhIYECIo9ABwKvLY9OK8TP7eHwGUgHx7Bk5x/wAS+77DP/PL3o/4b3+Ayu6f8J7DlDhv+Jdd4/Pya09ozPlPclsR6VOtmB2rwiP9vr4DOcDx7COcc6fdgfn5VOk/b5+A8P3vHsI4zxp92ev/AGyrNykPlPehbAU7yBXz6f8AgoL8A84/4T1P/Bbef/Galj/b6+BMyll8dRgDGd2n3a9enWKpvIdj337OKPs9fPv/AA8D+A21j/wnK4U4P/Etu/8A41zTm/4KA/Adf+Z5Un0GnXZP5eVSvIOU+gPs4pfIHpXgX/DfHwM8nzf+E3QJnALWF0M/nH71C3/BQH4FKob/AITXIPPGm3X/AMao94LH0MIR6U5YgO1fO0f/AAUI+BEjYXxqT/tf2bdY/wDRVDf8FCPgSuP+KzJJ6D+zrn/43U+8Fj6LCgU7bXzg3/BQr4EozKfGTDb1b+zrnH/ouoJP+CivwHt22nxfNxwNumXP/wAbpcrGfS9Bzx+tfMzf8FGvgQobPiy4O3qBplz/APG6dH/wUW+BU0cjr4rnIQbmB024BA/74pcr7AfTFIa+Z4f+CinwOmjMi+J7kIP4m06cD9VqE/8ABR34GeXvHiW6I9tNn/8AifejlfYD6A8bSeX4Q1uTJ+WxnOB/1zNfgn8PfN1Px20aWl3fs0cuYbPRU1Zzxjd9ndgDjI+bPFfqV44/4KMfBO+8I65Z2uvX011PZTQxKunS8uyMFGcY61+SHhG6sG8Tb9Tk0sWmxz/xODdiDPbJtQZM+mOPWuinoJrQZ4/ke28X6pC8E1q8cpBin05bB04HBt1JER9gTRU/jbQtFRrjUtP8S6Bcl5Bs0vSk1DKg/wB1riAcD/acmirEdZp3whi1LUNMtTrPlreahoNkZPIyVGpWzTlsbufLK7ccbs5+XpWEfh+E8K/2y9/n/iR/2x5Jixz/AGn9h8sHPpiTd74x3rN0m3125+F2ui10PULvSzqFpdzatFC7QW/kxToUdgMAn7Sp5Ixgf3hXGvNIoQFjjHAouFj17UvhLBp+oX9t/a8oit7/AF+yDiAEsNOtlnDEbv8AloW24/hxnnpUGk/Ci31DVdPs/wC2WT7TfaFZ+aIc7RqNs05bG7/lmV24/izn5eleb3Hie5uvDlnosip9ktLue8RgDvLzJCjZOemIExx3Prxnw3WyQPk8dM+valcLM9MuPAsVv4fj1H+0m3Nof9sFNn8R1L7F5Wc9hl93tjHetDUPhTFZ315bnV2Y219r1kG8oDd/Z1ss6tjd/wAtC23Hbr83Sub8Yaf4gfwh4Tu9R0DUNN0+2sTaQahcQssV1vuJ7gMrFQOVm4GTkLkcGuFWaRWypIp3A9d0z4Sw3erWFm2tNGbnUNDs9/kj5Rf2zTM+C3Pl7duO+e1Y1v4Jj/4Roar/AGkd50X+1fJMYI3HUjZeXnd/d/eZx7Y71xXiDxDc+INQju7gpvjt7e1XyxgbIYUiQ/XbGufeoNLt7m+1SztbOCW8u55VjitYVLPK7MAqKBySTgADrmi4HqmrfCWPS9Q1C3bV3Itb7W7VXaEDeLCBZFbG7/loWxj+HHerGl/Cm2vb23tl1pg0tzo9v9wZ23tq87MBu/5ZlQvvnt0rzXx14ol8ZeMNY1lofsn2+8muhb5B8oPIz7c4GcbuuOah8O+JLvwvqtnqlkyi6sZ0ljLgkEjPUZ6UcwWO3j8CwXmli9GqkFtLj1Hywg+8+ofZSmd3QKd+fw9605fhfZx31zCdXeRYZNXQPsHK2UYdCRnjf09scZryDzm7Dd613vwtj13UNRv49C0C61y4bT7i1ljswxMazIYgx4P8TjA4ySB1ouB0/wDwrO0vNat7dtZdEkv7OzDFAQizWxmZsZ/hI2/4VUt/h3az6Sl0dVZi9tZXDfKNqtPMYyCc/wAIGf8ACvLr1ZrO6lgmjeKWNykkbgqysDyCD0PtWhY+JLmz0fUdOj2eRfGPzcj5vkOVAPYZouFj0K8+H9jawXUi6vvEVteTBcAbjDP5SLwf4h81W9Q+FtjBdbDrTGP7VdW4kVBhhDaLOCOe5bbXkLXDsVAycDj1FdzJ4f8AE198KY7iPQLx9CsrqXUH1RQTGFkEMIzxwAyAZzyXAouBv2/w50+8XSwdYYG8m0mOQ4X5PtayFz1/gCD8+cVnN4FtE8NnU/7TYONLk1BI2AG5lv1tQo56bSX+orzbcygjJIxnrV681671Sz0uzb54tOheGAKvOwyPK2fXl2/Ci4WPTNQ+F+k2mpX1uNfDpb32s2iyfL862dsJYn4P/LRiV/lk0/S/hzpkGtadaTaqyLd3Og27tJtARL+18+V8E8iMgD0wea8j84sSTw3qK3vHl9qGpeIFF9p8un3drYWdm9u2SwWC1ihDnjjcIw3tuouB003hq1m8L/2idUzOdF/tIW4KgCX+0vsvlY6/6seZ6/hWpqvw20/SdQ1SyfWHH2S+1u0wxQFvsUCyQk89ZGJX8OK8lFwCpAJ3Vd1rxBd+INY1DU7xw15fXMlzOyAAF3Ys2B25NFwPRrX4b6ZeNIF1dnZYYZdqFSfm017t/wAFdQn0PrXl0jhj/TNdb8L9H1/Utdnm0LSpNWmitp4GjV1QZmieFQCerEyfKo5YjAFcPJujkZWUq6nBB9aVwRKFLUVGkhJx0NFAz2z4c/Enw/oHw4uItUNrc6rb2eq2VlbtHOsyi8tfJ3KVbymUFmY7wGAXADEqU8XuIXjjilkZSJgXXa4JwCRyAeOQeD2wehFFFK4JFfyzu5yKXJV/QZoooA9f+JHjjQfEXgSwNu9tL4nuZbV7+SyF0i7YbcxgSJI3lluRygwMNjAbFeRHJzg9TRRQGwzJGRjPbJFdd8IfFkHgf4o+E9eunaG003VLa5nkjTewiWRTJgd/lzxRRQBN8WfH6/EPxY9/DF5dlbxLaWvmIqzPGpJDylRguxZmPXG7aOFFclan/WjblCh3f0/XFFFAEW4RtkAN+delfCTxVoGm6P4q0TxDMLS11WCEwztbvMIZY3OJFCOrCQI8mzJKZYhhg5BRQBw2vXX9oa5fXa3F1cLcXEkguL1900u5id0jd2Ock9zms9T831oooAsKoUls7jjj1r0668WeGl+EsWj6feXlhqMkKC8sYLVF+13QuC/mz3BJZ4li2hIgAA4DY4LOUUCPL42XBB6iiPcGJRtpwec7eMcj8s0UUDHwOvBYcZ7V2XxY8S6V4r8aXeraJBe29pcRRrIL2RSzSBArEBQNq8DCkseOTzgFFV0EcP8Axrt6Dg+tRqxCnHUGiioGeifC3xroOhWN1p/iB9Qt7ZtTsdWjm06FJXLWwmHlYZ02hxOfmycFR8pzxw/iDUjr2uX2oFVja7necop4UsxbA/OiijcCnGpQ8jpRRRTEf//Z) | SJM 799 x0128 1408 Anden genstand af knogle/tak/tand
'Spids' af tak med savmærker på den ene side.
Spidsen synes glat og blankslidt.
Syl - nål? |
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) | SJM 799 x0121 1408 Anden genstand af knogle/tak/tand
Mellemfodsknogle fra større pattedyr.
På den proximale og distale flade er indridset latinske kors. Der ud over ingen forarbejdning.
amulet - spillebrik - kegle? |
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PM2y6WzRPuRgd8gyzqvIIxnGOc+te/f8E3LvTNH+Ivi6ymuYrfUL2zRYIZH2tOySOZAoz8xC7Se4Ht0mmvfCo/cdj7L/aKnaP4C/ENl+8ugX23Pr5D4r8RtCjh1jwXrFp9osbWeS64uLx4Exyh+8yGQDr91gOceuf2q/adk8v8AZ4+Ix5/5AN50/wCuTV+ItjerJ8MdZtxchZpLtCLfzwu7Bj58v7SpPTr5D9PvDHy+vS0TPJkXtO8DwTeBNa1y41Kdbmxma3t4ra3E8Nz5bRB28wPlAomU7mXadyAHLYBXGWfiLUbXTpNPgvJ4rCVxJLZrMyxSMOjMmcEjA7UVqJH7Cft56T4gm8CaNrWi2Ul9baVPM94sKF2jRkAEhA52gBgT23DPFfDmg+NbFdNTaJDcIxKwiQAjg7s8YA+vQ45r9gJoRNGyOodGGGVhkEHqDX5Y/tYfsra/4Y+LRg8I+GdV1zTdRVry2/sixlmWBGZsxsVBAKnjrypUnrivPrU+ex00KnJoc1q/ijTJ7dTNfATRKESEuFPPfgcc5rl21nSIb/7RFes0+7Jk2bliTB+UZ9a0tJ/Zd+LlxpN5dSeB9bW0hkWNobhNrt3ykLkOw9wpFZzfs1/EeVkktfAXiGIltgJ0uSPB68jb0689KxVCSXU6fapsq3/iaNbkO06XKLuGeWJU9STjn8qzYdWhmjuEEiQxhmHJJwSPUc17J4P/AGAfiF4mg+1avDDoqyKGWG+vCpHtsjVyPo2K37z/AIJueLoMmx1bRJgwGVmuJ4znH95Yjn9OlbqlO2kTN1I31Z8//ajeWquYlhlt9qxFGVdwXjdjIz25qDzriaYNeTvAzZYMHZiDtP8AMj1717lL/wAE6/imZP3eoaB5OchPtkx/PMYqX/h3L8UJm82bUvD5fptbUbn+kVP2VT+Un2kO54hJrlxDJJIjQxMrE5Ykk+wPPSp38YqzMvmKwY7tpz1BHXjnmvYpv+CcHxRYkLqOhBev/H9MR/6Lq1bf8E1/iYWHm694bjXvtubkn/0VUOjN/ZLVaK+0fPtt40EV4/7xREzsSq8c+1b+l/FptJ1SC7X7LPdwlfJlmtw7IAOhyOTk9T0r2tv+CZ/j9pBJ/wAJRom/1aW4Y/TJjq5D/wAE2fHanc/irRQ/+z5xH/oFRPDVJ9C4YiEep5FrnxgutclNzLBby3TLj7RbRhSf+Ak7W4rlpvHGqzN9qt4AmBsZowFHPbHSvotf+CafjJFOPGelr32iCTH54qK5/wCCbfj2fC/8JhpLJjHzLNx+G2sVgHHVRNfri7nzDL4pcxEXRAIyxOBk+3pVG88YQWzwK28huvzAcY9Rnivqib/gmV4slyZPFmlscYGUmP8ASsTUv+CX/ja4kBXxNosq/wC206H9ENdKws10MHiIM+eLHVLi9YSxHEMkgSP5uFJ6ZJ7UjaxdwTPGGV2Tg4OQfbj/ABr6FT/gmj8QbOMLF4j0PaDny/Nnx/6KrM1X9gP4r6aDJbvpOouvIW2uShbHT74UVbo1F0M/aw7ngTa1qFq+4FgCMjJBOPWt6x8WajawxmTy5I8D5d544x0z1579a6XxB+zD8XNBtZVvPA+pXG1eZLFluOPpG7fyrzHUPB/irSJlnk0fUreCKTbPNd2kix24CHG9yuFyeBk84rCUJ9UaxlHoej2PjK1kxb3cUlpKRuygPHGeQcZ7j8favQP2Z0hl/aU8G3VvKyQnU40Zo22PnDY3cDhsYIHB5GeTXgdja+ItWZJrbSLrUBkqj2cMkw392yOnU8d/TrXu/wCyH8MPGtj8d/CupXfhXxD9nW/jmmu7q2kjiQBwWbJAUALk9e2KzUXzJ2Lc1ytXP0Y/aul8n9m/4kMTt/4kd0M5PGYyK/FjSdevdD+G+pz6bqN1p8rXXS2upYjyVB+VZwpyB3iJ9/T9nv2vuP2ZfiTkHnRZxx7ivxb0n7NZ/Di9ur+wu7yx+17WFsXiUnC4/e/Z3UHPYyA+3r6kNmeazg7eUNIDt3AjDE46460VrpdaJJ4L1D5/J1o6lG1vburO5ttj7hvwBwdnoT6UVQz+ivyxR5QqUbad8vtXJzBYoyWKuc4qNtPUdq0flo2j1q1UaFyoy/7PHTFKumj0rT2r60DbT9rIOVFFdPUdRThYp6VewKOKn2kh8qKP2FPSl+wp6Vd47UUvaSHyopfYU9KPsKelXeKKPaSFyoo/YV9KT7CvpV+m5FP2kh8qM9tNQ9vyNNOnr6VpYFNOKr2khcqMxtMU9qYdJU9gfwrWABp20U/ayFyox10ZOu0flSXXhy01C1ltru2iubaZSkkMyB0dT1BB4I+tbSYOe1PG2k60g5UZWi+HbHw/ZR2enWdvYWkQwlvbRLHGnOeFUACtLy6k3CjcPWsXJsuyR4t+2EDH+zL8RSOv9kyd8elfjBa6LY6n8M7qSRrbTna7LC6ubZivGPkEi2jtknjHngeq1+y37bNwLf8AZX+JD/8AULYfm6j+tfiskhvPhdKsCJJc/a9xVBCZT07Z8zH4Yrro7MzkefyQmNsMCPrRW+ng/V5fDD6/5ER05G+YNMnmhd4TzPLzu2byE3YxuOOtFVylXPZLLxZ8W5LzyE+KGqqzTLD+81m52gs9qgPXp/piH6I/oM1n+Ivxc/swXTfE3WAqQrLs/ta4y26GOYA89QJVHscivB77V7jU7prm6dpZMKpYgDO1QoHHsAPwruW8F6t/wpuHxA91CNK+2mUR+W+d7HytvmY2b/3e7y+u3DdKu/kRsegTeOPi7Y/a1b4m6wxhWdpFXWLn5hGLstgZ9LJ8f76epws3jX4s/b0t0+KOr7hMLYuNauQu8zLET17NID9FNeDWGpXWm3TXMEjRy+S8BbAOUeMxsOfVWYfjVaSdm+Z2JdiTt+vc+9LmXYdmfQK/En4vCGCdPidrEPnRQuI5NYuCfnWzwSM/9Pif98P+Nc/EX4tC1nl/4WdrXlrEzsy6xc84gmmwOeDtgYfVhXkPxAjurXXoI74xi7XT7INHGp/dqLWIKrZ/iChd3oc1hLqtxHp0lkspNo8qzNHgY3qGUHPXgMw/Glddh2Z9Bz+LPi7DJcwn4pavKbcyg7NbueRG10CevraOfo6e+Et/FnxbuJkVvijrCq8yQhzrVzjLPbLnr2N0h/4A3oM+R/CvSb7XvFBg0+ZY5xaz8NC87FGjZGCRoCzthyeOmCTwDWH4i0m68L65qOjXbqbrT7mW1m8s5XejlWwe4yKL6bB5XPcJPHnxXt7SGRvihrEfmRLMEbWLndtaK2kA646XSDHqr+lTy+M/ipa2Es7fE7WJI4d5/wCQxcnO1Ll8de/2RwP99fevn2/1i51WZZbmTzpEijhDYxhI0CIOPRVUfhXb6J4b1HUPhPrWrrcKNLivI2liW3kkKvEFRS0ijbEG+1nbu+8VbkYAYuuwarqek3Xiz4qpcS26fE/VXYPIp26vcnJWW4jJHPQm2Yj2dfWorTxl8VbyS2hHxS1NVnkjQFtYuOCxtVBOG7fa1/79v6CvBdP1K50m6W5tpWinXcoZfcEHr7Gqu8txkk9anmXYdn3PeZvFnxQW3S4f4l6xHHJFHMFfWLnO14reQD73JAuVH/AWq3eeKviZDp01w/xN1SSKASMdmrT43KLs7fvdT9jfH/XRPWvM/ix4V1vwzqmkjW7mzufP022Ns1jKHUwpEka5Gcg4XBJ6lWxXJtql0umtaLIwtJpVmeEdDIgYKfXgSN+dO9ugb9T3htc+Ja3xtj8UNTkYTPF+71a4OcSXKE/e6H7KzfR1qRfFPxFvruOCP4nahDG0iRru1SfA3SWybj83rdA/SNvSvLPhTpt5qvigi2uUtGtrWe6eUwCVvLSNt4VMrubaTxuHSuX1RVsdUu7eK4W6jhleNZkVlWQAkbgGAYZ64IB9QKOZWFZ9z3X+3PH8rQGT4k6hGZUhkCyanMMCRbRhkbvS7B/7ZvUNx4m8fpYpfn4kaiY9jS5/tGbqIpJNv3upEePqRXiN5qtzqUiyTytLIIo4QW67EQIg+gVVH4V2CaC3/Cp57+fUXtx9sEkNi9sD9oI/dtIrh9wVQ2CWQLn5QxPFO67Br3PQr7VPHMM13BH8Sb+5WBZyVTUpj5giF4xI+buLPOf+mqVWkuPGEd61v/wsu4wsxiZzqcpH+veIn7/T5N30YV4ra31xpsvnW0jQuySRbl4Ox0KMPoVYg/Wo42dgB97ilddh2fc90trvxU3k2l18RLqORnhKrNqEqqm82oBPz5wBdk/SJjUC3viy8S2uZfiDcxwThFVnvpAoJW0LDO/qou+f+uTV5n8RNN1DR/GmrWWpyia8sZhaFhEY/MWNQiuB2BVV+uawG1KdreK2MzfZ0dpUiz8qswUMR7kIv/fIpuSXQST3uenara61qnh2/uZ/GU2pQw2yzyWjXLybhlRgjce7DrXDaf4y17Rbf7Nput6hZW2S3k2128aZPU4Bxmt/4f8AhObXvD/ia7h1JrLbbNb+StuJRNthluirNuHljFoRuAJyQMYyRwCyFHweCDjBFS2NHWHx5qx8KPoLiB7aTKtcFMzmIyCXyi2fueaA/TOe+OKK0PA/w3m8XWMV2l35EJn8mQmMER/vYEJJ3Doszv8ASJu2SCqs2LmSNaT9mD4yttH/AAqXx3gf9S1e/wDxutVvgX8em8ProR+GHj1tKWTzBAfDN31yTjd5O7bkltucZJOM80UVhzMuxkv+zD8Z26/CTx0e3Hhq96f9+qmh/Zj+MlvIrJ8JPHXmKQQx8M3hGQevMXNFFLmYGn4w+A/x18Zas2o6p8KfG9xeOihpo/CtzGXOMksFhGWyTknn8qwn/ZZ+MnRfhJ47wB/0LV7z/wCQqKKOZhY0PD/7O/xy8O6gt7p/wr8dQXCqQGfwtduuDwQVaIg/l71Vuv2ZfjVd3EtxcfCjx9cTysXeRvDd6SzE5JJMXfJooo5mBX/4Zd+M2CD8IvHePbw1e/8AxqtOz/Z/+O9jol5pMPwr8dx2F2QZol8MXeXwykAt5OcZVTjOMqDRRS5mMzm/Ze+M3/RIvHZP/YtXn/xqmH9l34zhQR8IvHWf+xavf/jVFFLmYFzVv2d/jr4guhdaj8LfiFe3IjSHzbjw7esRHGioigmLoqqAB6AVT/4Zj+NAXYPhB48x/wBi1e8/+QqKKOZgX9C/Z7+O/h3UEvtM+Fnj+yukVlEsfhu9B2sCGH+q5BBIxUF3+zT8bNQuZbif4T+PpbiZi8ksvhy9ZnYnJYkx9TRRRzMBqfsw/GaEH/i0fjpm6/8AItXhH/oqtJfgP8ff7DOin4afET+yN/m/Yv8AhH77yt/rt8vFFFPmYGd/wy/8aGwv/CpPHR9/+EbvP/jVKv7L/wAZ1bj4SeOv/Cbvf/jVFFPmYFnUf2cfjfrF1Ld3nws+IFzeSndJPN4dvndz6ljHk1S/4Ze+MzKv/Fo/HQIP/QtXv/xqiik5MC5p/wCzx8eNJtby2s/hl8RLS3vEEdzDb6Bfqs69lcCPDDk8H1qkP2XPjN3+Efjo/wDctXv/AMaoopczAkT9lv4zM3Hwk8dA9fm8N3n/AMaooop8zA//2Q==) | SJM 799 x0138 1408 Anden genstand af knogle/tak/tand
mellemfodsknogle fra pattedyr med hul på midten boret hele vejen igennem.
Brumme? |
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| ASR 11 x5547 1408 Anden genstand af knogle/tak/tand
Fløjte (l: 17 cm.) med 4 fingerhuller og et blæsehul. Af lammeknogle? |
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) | ASR 629 x056 1408 Anden genstand af knogle/tak/tand
Stumper af nål? syl eller lignende af be, samt yderligere et tildannet stykke |
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) | ASR 1445 X0027 1408 Anden genstand af knogle/tak/tand
Lille drejet pynteknap af ben
Med en isiddende bronzenitte. |
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) | ASR 1727 x061 1408 Anden genstand af knogle/tak/tand
Perle
Ben
Fra bedekrans/rosenkrans |
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MkZNelfAnx8fB/h28gT4pXHgeSS53myi0hrwS/KB5hbIA9Me1eReONSGseMNbvGvP7T8+5djqBjZDdHd/rSrElS/wB4jPGSOnFdPQjqc60hjQHAJY5/wr+lOv5qpuWGPpX9Ktc1ToUFFFFYDCiiigCm1RtUpqNuKDdEbGmNTz0qM0FHwZ+2z8NpvC/xY0jxtbhjpmvbba6Y8rFcxqAB7B4wCB6xv61474y0e8vrFSi7RHgqD3BHX8a/SX4rfDyy+KXgPVvDl6EH2qIm3mZc+ROvMcg/3WAPuMjvXxZeeHZ28Nz2t5bGDWdNdrS8t+co6HB59MHIPcEGs5S5ZKR1UlzRcT458W2t1HIY3GW6jd1rmNFsLyTUlMHJX529BgZzXuHjnwmLiZt25D1GBzXm11oZ0vesCMAf9azHO4jnp6V2RkpI5alNxZ0On3R/syN4irDcBMAAp3sTg9cnoeenIrVW4jiVSeHUBg+c5I6jp9f8is3wdo92umpeCLzreR2DhULMpU8469jyPp1rqIvDpmjQw+YYZunmRFGXPRcHB/OsOZRZ0xi5I6j4b+Mn0HWIX3gRK+GXP3l4zx69/wBe1fZeh6pF4v0nS5nCSxRKWLvuwyYx6YBJx36885r4Ims5tLkXKhmXCjJx+nbv9a9o+GfxAu/D+l+Ul2GiY8RrICUGTlSQT2B5+ldcXzK6MJJxdmek+NUW91uS5s1It12qSrfd+vHp0/LtXXfB/wAff8Ivr0CS/Lazfu7gck4zw34H/PNL4Z0ltS8Pvq0ezzbuN2e3CbWZj0wSMA8sPy9cVwGpWtzoeseSE2oxLIRyQc8j6dePar+JamT0Pu6GUSKGU7lYZBHQ1MDXlfwL8ZP4i8NtYXBZrrTwq7z0aNs7fxGCPoBXqKtXJJEMlzX4+f8ABUSQt+0xNH3/ALJtQP8Ax+v2Br8fP+CoEZb9pa5l3qqpplsB67sH/EVpS6kM8u+CPiLUNH8OajDb+P8Awd4OU3GfsviPRzdzzHaAHV/sk21McYz1B471g+NPhnpci6vrsnxX8F6jfzebdtaafFfRtM5yxSNfsiopJ4AyqjI6Ctj4Fy3H9g3TGX4atELkgL40EZufuD7hYE7P0zmvI/GUTN4l1Yo9ixF1Lu/szAtc7j/qcceX/dx2xXTf3TPqe1/s76Xaaf4R1TX/ABTovhWPwfBdrHNrPiKwlurh5GTIt7WOORTI5UFsHCjOSw4r9zq/nu+HHxyuvh/4bufDl74b0XxZoz3q6jFZ63FKRbXSrs81DG6HlcAqxKnA4r+hGuaq00iluwooornKCiiigCqy1GVqZhxTMU7G6IW4qNhU7LUbLSGVytfPvx9+HU9v4it/GOmQNLBcILTVoYwTjHEVxgen3GPYbT0BNfQjrVa4hWaN4pFDRupVlPQg8YqZR5lY1pzcJcyPz/8AFXhW3m/1keC5IRiPSuOuPhzaTth/lDDk46/Svqj4l/DtPDd0qxIZNOuSfKlkGdjAZ2MfXrg9wD6V5PqelSWMnCllz83GcVze9E9HmjPUwPAfhHTfC2jx2zWjzRXFw0m6FPuZ43Nx9Bxzk10194AktZJFWJJVmXG5cANyQCc+lWdBurqOG6tbOON55lHlpMhaMkEZ6EYOB61T8ReKPFfg23aSfTIdTuGIZSrlIiCpO4fePHAx39utcNaNWUrwZ1UZU4r3jlr34VyXEUOoXFqFZX+ZJRtJXrhgM5/rmuK1TwRqvhnVpGa3H2ZnDxiMZ8sHkD2I/wAfSjwD8YPiNrXxOsrzxJcGHwcs5S40uG1jURgqwVslS5CsVb72eK+pbrVPB+ryTW9zq9p9o2qpbdyzFhtAOPn44+U1f1ithWozRXsqOKTlE8y+F/jjUbVJ9NuT50Ew2budxH8L59R7kf4+oaH4DuviJrflWbAWSqwudQYkeST3UY+aTPbIA79ax/C37OE3iLxvbatZambTw/b7onijbcs3zZPfgggAEYx834fVmi6LaaDp8VlZxCKGMYGOp9z717tOr7SKkkeFWj7KTje5X8J+E9N8G6THp+lweVCvzO7HLytjBd27k4rdVscVGopaDlJ1avyB/wCCnVsbj9oy+aMl5V0+1Gzaem0niv153V+OX/BS+Zm/ai1fqQlhad+g8v8AxNaU1uTI8/8AgVpOrXXhe6ks/AXgTxLCbkg3fijU47a4Q7R8iq13EdvfO3qTz2HiviyOS38TarDJaWtjIt1Kr29lJ5kERDHKRtubcg6A7myAOT1r274G+HpvEXhm6uIfhTB45ZLoxm9n1OWBUIVT5exJFHHXOP4utcL8UfFHh+/WfS7L4fWXg/U7S7ZZpbbULm4f5dyvGRI7LjdjkDPy9ea2+yZ9TzNmO0Y+YdOa/pbr+ab5W5w23u2f06V/SzXJU6FBRRRWIwooooAgam0+kNWaEbL+VMK9alNJtoLuQNHVeSOru2o2jzSKMTVdLt9VsprS6iWaCUYZG/oex9x0r53+MHg+z8B2VvcS3DQ2E8nkR3UrHajkfKsjdicHDHqeODjP081vmsPxZ4P03xloF9our2iX2m3sZimgkHDD19iDggjkEA1Ljc0jNxPj/wAGwzR65Ks4bKgkSKflK5wefp3rW1lf7QkYmRWDSFtpOABjgfXAr5b/AGmPg743/Z18QGxs9e1SXwvdCRtOmW6dY2iJBeFhnCsMLkDg/Ke+KX9mXxx4gvbyz8PyI11oDMyrPKxL2jHGELf3c9v9rPTisJUrXk2dMayl7qR9K6B4dstQ1Vrd413n5myBnb+PWvobwv4PS6t7SB7dI4LfaxZkUliOQOR/+qua+GHwuXzPtkytsHBuCOX9lHYe9e129vHaxJFEgSNRgKKmnQ9o+aWxVSt7NcsdxbO0is4VihjWKJeiqMCra1GtS16W2h5ju9R1FJ6UGkSBavxs/wCCltyB+1Brq45NlaKf+/amv2Ravxm/4KUJ537UWu7eWFtag/TyVrWGzJkcF8E/h7b+KvDN3dSfC/xn43Zblo/tvhy7aKCP5V/dsBayjeM5+90YcevlPiqzt7HXtQtltLzT1huJI1tL0/v4MMR5b8DLL0JwOQeB0r0D4U6d4dm0O4bVNE8b6rdC4wkvhp41tlXA4IaNsvnv7jiuM8SeDdbtLzUL5tD1mDTFldxNfWzl1j3Hb5j7QM4xk8DNX9kyvqcrNy3UYHQdq/par+dHwX4BuvHmm+J7m0uIoRoGlvq0ySg/vI1ljjKrjv8AvM88cGv6Lq5qi2ZYUUUVgMKKKKAI2pmOakprVZYxumKSnYpKB3EApGp1GKB3GYpDH7VLtp6rigXMcP8AFX4T6J8YvBd74b12EtbTjdFPGB5lvKAdsiE9GGT9QSDwa+evgb+wHY/C7XptW1vxFNrBZGi+wWaGCCTkhXc5LZ244XGDnkjr9f7aaVzRe+jBSad0ZUNqlrCkMSLHFGAqogAVQOgAqRVq1JFUW32rVSKuNUU6il7UCbFpGpRQaCSNq/GH/gpJKzftSeI0P3fs9r2/6YrX7Pmvxe/4KPzO37U3iZQSVWG14PI/1CVrDZkyPNvhH4r0vQPD09veeNfHfhydrhpBb+GY1a3YbVG5szp85xg8dAOa5TxH8XPF+r/2hp0njTxFqGkTF4xDfX8p86PPAkTeRkjqORXoHwR8cP4f8Lz2cfxd8R+A2e6aQabo9nNNG52qPNJSVRkgYIx0Uc14/r0tnNd6hMb2bVL2e8kY3kykM6bs+YQTyzk55PGPfi22o6GXU9N/Zv8AGnhLwi/j2DxhPeLpmreHJtPii08KJ5pGuIGVFZgVU4RjluAAe+BX781/NLujSQhMyRA5HmDbn6gHj86/parmqPRIpbhRRRWBQUUUUAMppp1FWWNNJt9qcRmloAbtpdtLRSEFOFA6UVJItJiiigBhGajaMelTkU2qTKuV2Sm7anK0zbVpgRYxRUjLTcVVwGMOK/Ff/go0zN+1X4rT/plaD/yXjr9qWHWvxW/4KMSbv2rPFan+FLXB/wC3eOtYbMmRynwV8Sz6J4Rngi+LGl+CF+0s/wDZt7pM127Hao8zcsDgA9MZzwePXgviL4Z0HRt2oaf460zxheXszefFZWV1btFk7jJ+9jRcE8YGevTuO++CupXFp4Rmjj8S/DfSV+1OfI8WaKl3dZ2r8wc2svyeg3cEHgZrxDWpN2rXxMsEpM7kvaqFhb5jygwML6DA4xxWv2TNbldYUG/L4G3ci4zuOQMe3GT+Ff0sV/NJHxz2r+luuWp0LCiiisBhRRRQBDupN1fk03/BVz4oKuRpPhgnv/o03H/kWnQf8FXPic7bm0jwzszjaLWfJ/8AItdHs/MLn6y7qAa/Jyb/AIKufE6OZgukeGWRTj/j0m5/8jU7/h678Sljkf8Asnw3J8o2BbSf7x7HMvQDP44o9n5hzH6xZFLX5Nx/8FXfif8AxaJ4ZZmHCraz8H3/AHv6VPJ/wVf+I8duu3RfDck5+9/o0wCe3+u5+vH9aPZ+YXP1dzS7q/JxP+CsfxM2ENoXhneQSD9nnwP/ACLTo/8AgrH8SmT5tC8NK2cZ+zz4/wDR1L2XmK5+sNGa/J7/AIeyfEtcf8SHwyQR1+zz8f8AkaiD/grH8TGmVToXhkrnn/Rp8/8Ao6j2XmFz9Yd1JX5Ox/8ABWb4mYOdA8Mk+1vOOO//AC2+lMP/AAVp+Jqh86B4ZJxx/o8//wAeo9n5hc/WXNRtX5Mf8Pb/AInKo3eHvDBY+kE+B/5GqA/8Fbvipk/8SDwtj/r2uP8A49T9n5gfrbTTX5KL/wAFbPikcA6B4X9z9mn/APj1Pb/grV8TyTjQPDP/AIDz/wDx6q5PMD9Zm+7X4nf8FFwf+GrvGDA5G21zjt/o0delf8PZvig2P+JB4ZH/AG7T/wDx6vlP40fFzVvjZ8RNW8X6zFb22oaiUMsVojLEuyNUGAxJ6KO9aRXKnqI7/wCCVrqMvg92g0v4ZXkX2h8S+Lr23ivAcLwFeZW2enGOvNeG6xn+1rwMsEZ858rakGIfMeEIJBX0weldr4I+Jej+FdFayv8A4feHfE1wZGcX2qPeCUA4+T91Oi4GPTPPWrniT4seH9c0G80+1+F/hbR7i4Tal/YtfedCcg7k33LLnjHIPWq0asRqncr/AA1+B/iv4oafLfaLDYx2kdwtnHJqF/DaC4uGGRDF5jL5khHO1fUeor+hmvwz+F+in4kfCfwXo+laxpelXvh3xNdX2pjUL+K18u3lS2KXI3sN4XyZAduSOOORX7mVhWWiKi3dhRRRXMWFFFFAH4CeEPg/p/iPUPhhbz31zEPFUtwt15e0eSI5mQFMjqQueaTwZ8KdL8TQ/DU3F/dRnxL4pn0G5WIr+6iQ2eHTI+8ftL9cjheOteaWfjDWdLk0qW11K5gk0zcbJo5CDbFmLNs9Mkk/jXa3Xix9L+DPgVtPv1ttZ07xHql2hglxPCTDp5jk45X5kbB9UOOhrsTRnZhpvw7srzwpo+qvczLJeeJW0VwCNqxBImDgY+9+8PtwKteMPhhYaBpPi27hvbiWTR/FSaDCr7QHhK3B3tx979yvTjk153H4o1OKxhs0vZltobk3kcQc7VnIAMgH97Crz7VNceL9UvPta3V/PcQ3l6t/crI5bzrgbh5rZ6th35/2jReIWZ6b4w+Eum+F/wDhaccd7cyv4U1qHTbV2C/vY2mmQs/+1iNTx6mp9f8Ag/pmi6h8Sore/ubhfC9laXNtu2/vvNlgRg4x0AmbGPQVxPxQ+Ib+KvH3jjUNKubiHRNf1aa++zv8vmKZXeIuuTyA5+mTWHJ4312e41KaTVbppdSjWK9ZpCftCKVZVf1AKKcH+6Kd0Fmem6t8ItOs7jxMIL+5ePS/CWn+Ioiyrl5bgWRaNv8AZH2p8Y5+Ue9Rt8JdPbVbOz+3XISbwdJ4kLYXImW2kmEf+7lAPXBrP8A+LpLjQ/iPLqmo+bcTeFYrG2+1S/Mwju7JUiXPXbHHgAdk9q4P/hMtaM0Uv9p3Xmx2bacjeYcrbFChiH+ztZhj0Jp3QanqGh/B+w1TUvB9rLfXKJrXhe/12eRdpMUkAvdqLx90/ZUznn5jTfB/wq07W5Ph8J7+4hXxIb1ZmjRSYTEWVNufXjOa8zh8Z65avYvFqlzG1jayWFsyyH91BJ5nmRr6K3nS5H+2fWuh1D4jtD4R8EWelXNxa6rof2svMny7TLLuUqc+mc0KSFZnR+DfhTY+J4PhpJcX1xCPFPiWbRbkRhf3MaNaAOmR94/aW68fKKq6X8MbK+0Ww1CS9nX7R4nGhuqhceUVU7x/tc/SuDsfF+taculC01K5txpV017YhJCPs07FCZE/usfLj5H9wVseC/FV5H4j0G0utQcaausw30kbviMSb1DSHtnaOtF0FmbPiX4Y2mj+HfGOppdzvJonieHQokYDEkbrdMXb/a/0denHzGr3jr4R6b4Tk+JqQ39zMfCutW+m23mBf30cjTgs+P4h5S9OOTXL/EbxJd3Hi7xdZWt+0mk3etzXhijfMcsiySiOTjgkLI+D6MawtS8Xa5qj6q17qVzcHVZlur4yOT9pkUsVd/Uje3P+0aTaWg9T0TxB8H7DRbz4gQpqM8n/AAjej2OpQblAMzzyWiMregAuWxj+6Pem33wj0+11TxBarqFxt03wlZ+Io2KqS8s0FrI0Z/2QbhgD1worn/D3xGMWg+PodZubi81HXdJt7GCZ/nJaK7tZAGOeAI4CB9AK5mbxlrU01xK+p3LSXFmmnSsZDl7ZFRUiPqoWNAB/sj0ovELM9Jsvg/ZTXmmRtqFwFufB9x4lbao+WWNJmEf+6fKHPXk1yvxA8Hw+D4/Dbw3ElwdU0iHUX8xQNjOzrtHqPk/Wsiz8Y65DJEy6ncBo7F9MjO/7ts4YNEP9kh24/wBo11vxi1G11CHwN9mnjnEPhq2ik2EHY4klyp9CM/rTVmv68g1uedsxYmgZPekpVJ+tQUOVmXo1f0vV/NAvOcV/S/WVToNBRRRWIwooooA/maGWPWvojxB8Jfh/4P8ABumw63/wklpqmqaFHqtl4o+VtKluXt/OW1WMRlmGf3RffkOCSoANFFdcEramcuh87FsH1NN3GiisyxRyakU9zRRTGe7fs8/C3wh8SbS7HiLTPESxWc26912z1C3tdOsYCBgytLG3z8NhQctwAM15D4xtdIsvFWsQaBcT3WiRXkqWM9zjzZIA5EbPgD5iuCeByaKK0duVMzW7MbPJxTtwVQR1xRRWZYiNty3cV2Hwh8HWnxE+J3hjw1ezyWtrql/FaSzQ43qrsASueM/WiimtyXscncR+TcSRg52sRzUe71oooe4DHUH2PrSKoXB60UUijs/hJ4JX4jfELRfD8ty1lb3UpNxcqu4xQIpklcDuQisQPauo+JngjwkfA+neM/A76tFpUmpTaTd2OtSRyTRSqiyRyK8aqCrqx+XGVKEZOc0UVtFLlM3ueUKaeiluAKKKzRZIu2Pp87e3QV/S5RRWdToNBRRRWIz/2Q==) | ASR 1727 x069 1408 Anden genstand af knogle/tak/tand
Håndtag, fragment
Formentlig af tak
Ildpåvirket |
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) | ASR 1843 x161 1408 Anden genstand af knogle/tak/tand
Skrinnøgle af ben?
Legetøj?
Mindre genstand med flere brud. Minder mest af alt om en nøgle af ben, men det er ikke sikkert.
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) | ASR 1843 x161 1408 Anden genstand af knogle/tak/tand
Vedhæng af ben med støbt øje af vistnok tin.
Der kan være tale om en slags raslepynt fra menneske- eller seletøj. |
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) | ASR 1222 x185 1408 Anden genstand af knogle/tak/tand
Kile eller kile-lignende stykke |
![](data:image/jpeg;base64,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) | ASR 1015 x0308 1408 Anden genstand af knogle/tak/tand
Tildannet ben genstand. Spids i den ene ende, flad i den ande. Stemmeskrue? |
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) | ASR 13 x3140 1408 Anden genstand af knogle/tak/tand
Knogle med hul |
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) | ASR 13 x3157 1408 Anden genstand af knogle/tak/tand
Knogle med hul |
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) | ASR 1843 x123 1408 Anden genstand af knogle/tak/tand
Ribben fra måske får, hvor den ene ende er skåret ret over. Lige før enden er der en gennemboring. Den anden ende er brækket af. Overfladen er skrabt eller skåret nogenlunde jævn. Det buede ribbens inderside er muligvis slidt igennnem, så det spongiøse knoglevæv er synligt. |
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) | ASR 1222 x133 1408 Anden genstand af knogle/tak/tand
Benpren |
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) | ASR 13 x0485 1408 Anden genstand af knogle/tak/tand
Benplade med hul. |
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) | ASR 13 x3030 1408 Anden genstand af knogle/tak/tand
Bearbejdede benfragmenter. Flere mulige beslag, flere med ringornamentink, en enkelt med trekansornamentik, samt to fragmenter med striber samt huller. |
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) | ASR 13 x3036 1408 Anden genstand af knogle/tak/tand
To bearbejdede benfragmenter, hvoraf den ene er med ringornamentik. |
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) | ASR 13 x3049 1408 Anden genstand af knogle/tak/tand
Mindre fragmenteret benstykke med hulornamentik |
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) | ASR 13 x3170 1408 Anden genstand af knogle/tak/tand
Bearbejdet/udskåret knogle. Præfabrika til kamme. To nittehuller i det ene stykke.
Synes at have været monteret og således genstand mere end halvfabrikata |
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) | ASR 1222 x164 1408 Anden genstand af knogle/tak/tand
Fragment af skinne med punktcirkel
Dekoratiion til skrin? |
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) | ASR 1843 x007 1408 Anden genstand af knogle/tak/tand
Skinne af ben
Let trapezformet med tre nittehuller
I de to sidder staig kobber (?) nitter
Skinnen er dekoreret med diagonale, fine savspor uden fast afstand eller system.
Trapezformen viser, at der ikke er tale om dele af en kam, men snarere en plade, der kan have udsmykket et skæfte, skrin eller lignende |
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) | ASR 1727 x052 1408 Anden genstand af knogle/tak/tand
Genstand af ben
Med en række tætstillede indhak på den ene side og tilsvarende med med større afstand på den anden. Desuden en indskrift. |
![](/grafik/intetbillede.jpg) | ASR 9 x185 1408 Anden genstand af knogle/tak/tand
Bearbejdet knogle. Prop/pløk? tak? |
![](/grafik/intetbillede.jpg) | ASR 9 x359 1408 Anden genstand af knogle/tak/tand
Skøjte? forarbejdet? Glattet på den ene side? |
![](/grafik/intetbillede.jpg) | ASR 9 x345 1408 Anden genstand af knogle/tak/tand
Ribben med indridsede figurer. To hjorte samt hund/ulv |
![](/grafik/intetbillede.jpg) | ASR 9 x047 1408 Anden genstand af knogle/tak/tand
Fragment af hvalbensplade, strygebrædt, spækbrædt, skærebrædt. Fure langs kanten |
![](/grafik/intetbillede.jpg) | ASR 7 x0047 1408 Anden genstand af knogle/tak/tand
Spillebrik. Tildannet af en afskåret kalot af en knogles ledhoved. Midt på stykkets flade underside er der foretaget to nedboringer med en diameter på godt 1 mm og med en indbyrdes afstand af knap 1 mm. Stykket er ildskørnet, hvilket antagelig er årsag til dets ovale form. Tværmål: 1,3 x 1,6 cm. Tykkelse: 0,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x0186 1408 Anden genstand af knogle/tak/tand
spillebrik i form af en glatsleben kuglekalot forarbejdet af et masivt stykke rørknogle, hvis hule inderside endnu sees på stykkets flade bagside. Diameter: 1,7 cm. Tykkelse: 0,8 cm. |
![](/grafik/intetbillede.jpg) | ASR 479 x4 1408 Anden genstand af knogle/tak/tand
Brændte ben. |
![](/grafik/intetbillede.jpg) | ASR MD89 D00140 1408 Anden genstand af knogle/tak/tand
Stylos af ben. Længde 18 cm. Tilskåret med kniv. Cirkulært tværsnit forneden. Foroven trekantet udvidelse med rektangulært tværsnit. Ved overgangen mellem skaft og hovede gennemboring. |
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) | ASR 1150 x016 1408 Anden genstand af knogle/tak/tand
Lang spids ben- eller horngenstand (nål?). Længde: 14,5 cm. |
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) | ASR 1222 x142 1408 Anden genstand af knogle/tak/tand
Spænde/bæltespænde af ben
D-formet |
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) | ASR 1222 x158 1408 Anden genstand af knogle/tak/tand
Benskinner, aflange. De fleste med huller i enderne. Forarbejder til skrindekoration? |
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) | ASR 1222 x159 1408 Anden genstand af knogle/tak/tand
Benskinner uden huller
Forarbvejder til kamskinner eller skrindekoration? |
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) | ASR 1222 x181 1408 Anden genstand af knogle/tak/tand
Skinner med hul ved enderne.
En enkelt med isiddende nitte
Skrindekoration? |
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) | ASR 1222 x182 1408 Anden genstand af knogle/tak/tand
Skinner uden hul.
Forarbejder til skrindekoration? |
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) | ASR 1222 x187 1408 Anden genstand af knogle/tak/tand
Perler |
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) | ASR 1222 x204 1408 Anden genstand af knogle/tak/tand
2 hele men ufærdige perler. |
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) | ASR 1222 x213 1408 Anden genstand af knogle/tak/tand
Benskinner
Tre mindre stykker med nittehuller
En større dekoreret med punktcirkler/løbende hund ornamentik |
![](/grafik/intetbillede.jpg) | ASR 52/64D R03773 1408 Anden genstand af knogle/tak/tand
1 knækket stykke tildannet horn (?). |
![](/grafik/intetbillede.jpg) | ASR 52/64D R21467 1408 Anden genstand af knogle/tak/tand
Gennemskåret kugle (af hvalben/knogle?). |
![](/grafik/intetbillede.jpg) | ASR M0358 0358 1408 Anden genstand af knogle/tak/tand
Langtandskam |
![](/grafik/intetbillede.jpg) | ASR M0557 0558 1408 Anden genstand af knogle/tak/tand
Langtandskam. |
![](/grafik/intetbillede.jpg) | ASR M0557 0560 1408 Anden genstand af knogle/tak/tand
Pind af ben. Pren? |
![](/grafik/intetbillede.jpg) | ASR M2528 2530-31 1408 Anden genstand af knogle/tak/tand
To Øxer af Hjortetak, c 13 Cm. lange, Egenderne afbrudte. Runde uregelmæssige Skafthuller. Nakkerne afglattede. Paa det ene Exemplar er en udløbende Gren bortskaaret. |
![](/grafik/intetbillede.jpg) | ASR M1833 1833 1408 Anden genstand af knogle/tak/tand
En Øxe af Hjortetak med Skafthul, 19 Cm. lang. Eggen paa tværs af Skafthullet. |
![](/grafik/intetbillede.jpg) | ASR M0339 0369 1408 Anden genstand af knogle/tak/tand
Benpren, Længde: 10-11 cm. Den ene ende er tilspidset, den enden er udskåret som et slangehoved.
Smuk dragtnål. |
![](/grafik/intetbillede.jpg) | ASR M4839 4839 1408 Anden genstand af knogle/tak/tand
Økse af hjortetak, 33 cm. lang. |
![](/grafik/intetbillede.jpg) | ASR 43/64D D01035 1408 Anden genstand af knogle/tak/tand
Stylos eller nål af ben fremstillet af den udspaltede side i en rørknogle, således at der på den øvre del er rester af hulheder og naturlige overflader fra knoglens yder- og inderside. I den øvre ende findes et indskåret hak (rest af øje?). Overfladen er temmelig plumpt og ujævnt afglattet, spidsen nærmest but. Nålens tværsnit er af kantet oval form. Længde: ca 20,0 cm., største tykkelse: 0,9 cm. Afvist som stylos af Gunhild Øeby Nielsen 1996. |
![](/grafik/intetbillede.jpg) | ASR M7015 7015 1408 Anden genstand af knogle/tak/tand
Benpren. Spids med håndtag med udvidelse og afrunding foroven. Samlet længde: 19 cm., spidsens længde: 12 cm. |
![](/grafik/intetbillede.jpg) | ASR M7709 7709 1408 Anden genstand af knogle/tak/tand
Hjortetaksøkse,. Længde: 17 cm. |
![](/grafik/intetbillede.jpg) | ASR 2 x10 1408 Anden genstand af knogle/tak/tand
1 benperle af form som en gennemboret skive med poleret yderside, D: 1,4 cm. T: 0,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 1015 x0086 1408 Anden genstand af knogle/tak/tand
Top af pren?, af ben. 2x1 cm. |
![](/grafik/intetbillede.jpg) | ASR 1015 x0224 1408 Anden genstand af knogle/tak/tand
Lille perle af ben. |
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) | ASR 1015 x0578 1408 Anden genstand af knogle/tak/tand
Benstykke med dekoration af punktcirkler. Dekoration fra skrin, bogbind eller andet |
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) | ASR 1015 x0594 1408 Anden genstand af knogle/tak/tand
Brændte benstykker med dekoration. |
![](/grafik/intetbillede.jpg) | ASR 1015 x0711 1408 Anden genstand af knogle/tak/tand
'Muffe' af ben. Nålehus. Mål: 4,5x2,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 1015 x0924 1408 Anden genstand af knogle/tak/tand
'Muffe' af ben. Rørknogle. Nålehus. Mål: 4,5x3 cm. |
![](/grafik/intetbillede.jpg) | ASR 2090 x048 1408 Anden genstand af knogle/tak/tand
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![](/grafik/intetbillede.jpg) | ASR 2090 x006 1408 Anden genstand af knogle/tak/tand
|
![](/grafik/intetbillede.jpg) | ASR 2090 x051 1408 Anden genstand af knogle/tak/tand
|
![](/grafik/intetbillede.jpg) | ASR MB74 B074 1408 Anden genstand af knogle/tak/tand
To hele og fire fragmenter af hvidbrændt ben. Cirkulære midthul. En hel og 2 fragmenter, med ridser i kanten og 3 grupper af tre streger fra kanten til midthul. En fragment med ridser i kanten. |
![](/grafik/intetbillede.jpg) | ASR 2220 x008 1408 Anden genstand af knogle/tak/tand
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) | ASR 13 x0521 1408 Anden genstand af knogle/tak/tand
Fragment af pynteplade dekoreret med sammenkædede punktcirkler. Afbrækket i både længde og tværretnig. 29x12 mm. Nittehul med grønfarvning |
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) | ASR 13 x0522 1408 Anden genstand af knogle/tak/tand
Fragment af pynteplade med punktcirkelornamentik, største længde 24 mm. |
![](/grafik/intetbillede.jpg) | ASR 2220 x001 1408 Anden genstand af knogle/tak/tand
Fodrodsknogle fra ko, hvor der i ledskålen op mod benet er boret et hul. Inde i knoglen rasler en kugle, som måske er af bly. Der er tale om en kegle fra keglespil i lighed med senere tiders bowling. |
![](data:image/jpeg;base64,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) | ASR 13 x0395 1408 Anden genstand af knogle/tak/tand
Fragment af pynteplade til skrin udsmykket med 'løbende hund' ornamentik. To monteringshuller. Bevaret længde 7 cm. |
![](/grafik/intetbillede.jpg) | ESM M0362 0362 1408 Anden genstand af knogle/tak/tand
Udgået |
![](/grafik/intetbillede.jpg) | ESM M0429 0429 1408 Anden genstand af knogle/tak/tand
|
![](/grafik/intetbillede.jpg) | ASR 2391 x277 1408 Anden genstand af knogle/tak/tand
Drejet beholder (længde 6 cm, diameter 2 cm) - nålefutteral? |
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) | ASR 13 x1153 1408 Anden genstand af knogle/tak/tand
Ribben fra kvæg/hest med 6 skæremærker sat to og to + mindre ridser/skæremærker omkring. |
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) | ASR 13 x3202 1408 Anden genstand af knogle/tak/tand
4 stykker mulig beslagsfragmenter, med ring og stribeornamentik. |
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) | ASR 13 x3071 1408 Anden genstand af knogle/tak/tand
Rektangulært benstykke uden ornamentik 1,9x0,8x0,7cm |
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) | ASR 13 x3130 1408 Anden genstand af knogle/tak/tand
Fragmenter af ornamenterede lister. |
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) | ASR 13 x3119 1408 Anden genstand af knogle/tak/tand
Fragmenter af ornamenteret lister. |
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) | ASR 13 x3119 1408 Anden genstand af knogle/tak/tand
Fragment af benfløjte. Lille rørknogle med to bevarede huller på den ene side og ét på den anden. |
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) | ASR 13 x3079 1408 Anden genstand af knogle/tak/tand
Lille rørknogle fra dyr med hul igennem. Brummer, Knap eller anden form for fæste? |
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) | ASR 13 x3192 1408 Anden genstand af knogle/tak/tand
Lille rørknogle fra dyr med hul igennem. Knap eller anden form for fæste? |
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) | ASR 13 x3129 1408 Anden genstand af knogle/tak/tand
Fragmenter af ornamenterede lister. |
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) | ASR 13 x3129 1408 Anden genstand af knogle/tak/tand
Fragmenter af ornamenterede lister. |
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) | ASR 13 x3084 1408 Anden genstand af knogle/tak/tand
Fragmenter af ornamenterede lister. |
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sjOP/Ha8TtbPdem4mi2uB8jKuAqk5P1Oe9fK4ip7Oo21p+Z71CPPSSW/wCRy19o2t+ILhYNY1SO20zK7reyVkknbncGfPCHI4Hpg9a60adE0McUaiK2hXy0hXgAAcfgABVzbDcMCxAbblWx09jTJLf51Cv8hGfmU4bnpmvL9s5WTVjs9nyu8TmdQ32cLmZ824JOFUc9e3ep7G4tb7ezxlZBypz6DtjgV0J8M6jqcX7vSbufJ4McRK/gcdKpf8ITrUJd/wCxdQjQMCrC1cr6YPH86LSeyKunuY2n2lzDPdR21yVwMGBuSCcnd056jv2roreOUwsryv8AKePJIz9SMdayrq+n0p3W6hkhK5P+rIkHHp17dO9MS+H2wGS58tVyAqjBkJPHQ8jn+tZyu90Ll5dUdhp8xjVFilby1y0iuQDkc9yO4+h/CvZPhz4lS9sY7CWbzZVG6J8dV6449K+ftL1S4/tQxsvloyniRMEjv/T867jRdSax1SO5t22NuDMzAAMeeeP88fWvQwtblVu35HPWp+0Xr+Z7/RWX4f1yLXbPzU+WVPlkTHQ/4VqV76akro8WUXF2YUUUUyQooooAzde8O6b4msWtNUs4ryA9FkXlfdT1B9xXjviH9nW4j3tompiWL+G3u8qyjsA44P4gV7nkZx3rG1zxlonhuWKPUtSgtJJW2qjHJ+pA6D3PFYVaNOqv3iOmjWq0n+7Zy3wc8Ean4K06/i1Pb5k0iFNrBuAD7n1/SvQ6828RfHLRLOOWHSH/ALUvFcxbtrJAjDIJLEDdjHRevTI61P8AD34kTeJrg2d+kYvMn/UqVXGMg4JPHBGM5HHrxFOVKlalFlVI1azdWaPQqKKK6jkCiiigD+fXxP4c1Pw74BsJLvRLzT5Y5IlaS68Mm1G7B+U3LH5z7Ec4r9Nf+CTsgk/Z11xs5J8RzZ4xz9mtq/KrUp9JbwTYmD+wDqOYzIbY6j9u6HO/zP8AR/rs9sd6/VL/AIJNMT+zvrwzkDxJPj/wHt69Gr/DZhDfU+oPi5ot/rnhuCHTbdrm6W5U7VHRdrAn25xzXDeHfgprk8edUu4NPU4+WI+a49R2Hb1r3GuWtvid4au93lakGCsVLCJ8ZBwf4a8WpSpylzTPQp1aijywKGlfB/QbFF+1CfU5AOWuHwv/AHyuB/OuqsdE0/S1C2ljb2wH/PKIL/Sqlv4y0O6/1erWn/ApQv8AOtOG8t7n/Uzxy/7jg/yrSMIR+FIzlOo/ibJqKKK1MipqGlWWrQmG9tIbuI/wzIGH61534k+Aei6ruk02eXSZ88D/AFsX/fJOR+Br0+isp0oVPiVzWFWdP4XY+adW+EfiXw9M7taNqlvzia0cyNz32n5hx7evNQadDqMbC3uNMvEiblWeB8ofrivp2iuB5fDm5oSaO2ONdrSimeJ+HpNd0a6Wa0sLh+R8qxsVcdwSOv5V7NZ3DXVrFM0TwM6hjHIMMp9DU1VNU1ay0SxlvNQuobK1iBZ5p3CKoAz1NdtGl7FWTuctWr7Z3sW6K+e/G37Vb2d0lp4T8OT6uZFZlvrvMcAAA5K8HGWXqQTzx3rgfEnxJ8TeOtMvtJ1nWWsra+Rk/wCJa3kCHJ+X5lIYjPBySD34668y6EKm+uh7j8Yvjlpvw008RW0tre6zMG2QNL8sYGAS+P0HGcHkV8yN4s8U67p9zqF14s1S3humO2OG6Yo6HghlyQecjA44+ufknwCPGWr+OPE+i3omvLDS7x7RD5LKu4E8KBwPlOfX5q+o/Del/YbJLO9RvtG87nWT155HTj+nWuWpW5XZHZTopI4LVNL8f6h8QtSu7LX5IvDL+T9mjN0wmEioC2cDjac9OfTrmvYfDtrDbWMNu6PcXDtueR+Ax4HJz174qhMsem2sktrHJJOm3d5fzAdNxwfbjjrk1JJqiyLHNIY4IvJfG5uZcAsOvJI3YIJ7muOpVck0mdUYWdzpNaurW1imnliCsseWZIg5X5uDkcj1+tXPCHiptB1yy1C3R5oM7wyNgupOCuOM8H8Kw9H1qK5WVjHI0UiBl2qSRuGCMe39a07fR7Hy0CRCKKOQyKuSckj8veuWpJxSS6GiSd7n1xZ3SX1rFcRHckihgfrU9cd8L74XHh2KEciNVYEdADkY/wDHf1rsa9+EuaKl3PDnHlk4hRRRVkH89nipr3T/AABY6bc6lcXCW7xr5KeMLW+tRgHlLSMFlHodxx+Nfpn/AMEkJfM/Z58QjPK+Ipf/AEngr8wtdjuV+F+nPIl4sJ8raXhtFiPXoy/vT+P41+mv/BIdg37P/iYDt4ik/wDSeCvQq/AzGB9uaxdTWOk3tzbxefPDC8iR5xuYKSBXynoMtxDaOLna7PcNJGQADhsdh2PP519P+Moby48L6nDYKXupIWRVXGSDw2M9TjOB618x3Fy8IkDwvvUjDxREqcHPPvn1rwsTqlE9PDLVyH694ntNGjt0dWlu7liLezhy0kmAM4x0Udz05HqKo/2/rVmvnS6IwtsbysEm+VR3wO5xnjiuP0m8ubn40XF9NaOYJ9Dgt7HzCo2SiaZplA9SBGSR6DuK9V8GfCfx34g8QapNqkllpvh5xF9gbY3nAbB5gKHr82cHoQa44UZXskdcqkUrtlPTviBJJp9teabqs0gueI0guGUt16DPGPfpXpPg+38faptml1GW1gY53XCqVA9gylm+uAK6fwV8HvDXgfdLZ2KT3jSNM1xOoJDscsVGMLk88fnXb13wouO8jinWi9olexhmt7VI57hrqUD5pWQLu/AcCrFFFdRyBRSEhQSTgCvFfjJ8dLLTdDu9J8M3P2zWbpDCt1BkpADwWDD7zAZIwfxpOSjuVGLk7I2Pid8Xk0G4bR9EuLd9UCsZpmwywYHAx3bOPp9en5wfFr4ueIPE3xcuNHn1W7M1hGJQVmY5kK4YjnjqR6+te9WejtealDfXk8kksU5kCyEsC2PmJGcZJznOep6VxvjL4F6N4i8WSeIbG5S21NVVZ4xjYy4U4Knths+/fNcvtovc71RcVoWvhR4um8T6TK10kzSWrCI3MwGZwAeR+ORXXx27yNIssybw2EkJwucZI9OB/Ksbw3pf/CN28drDbb4mP3mIOW2jPQfKMAdOOK5D9oTxFeeGfg9c3tjAuNjLK4lKBGLD5sdWP54/nd5KOhKSlKzPQtPuoWjuE025t7u7Q5nZZU3bsfeOOSSPXrgVe1aT+yY7SFlkuriUFgsYAOAACT7c+lfHH7N8eszabpV/DeSi5urj5BCcs4B/jOemccEHpX25DaadqWoTXlyqi6SERPbsVYphgcADqAx6+tedVfvanZBWijCuLKdLpNlvHNJne8eTny+VKgg4BI/+vS6RpyaffvB5azQ4xEwXd8uckc8H09f5VrLH9puLrYBM1wZERWiCsAAeg4z0J9/xqgwPhy+t4EnMKyTbts1s8nLISQGQZTlCcsSCRjPK1lGMlFyRo5K/KzptKhjRprrYkJbAZSuMrjgdM9/fFXtHt3W/dIogIyFdNp2jOPm7c9f0rmLHxbFdTySRMLi0iWN0lSAtujYEjy3Bx1UE9f1GOr0mWXaBA8c25QA6gkgMM9CfwrknJtXZaR7p8JJTNpM7MFDFgMAYwBnj8ya72vMPhFfPJeX0DFcBAygDHfnPb/8AXXp9e/hf4UV2PFxH8RhRRRXUc5/PZ4m0JY/h1bXFhb30um7kKX914VitAy84Ju1dmbP45r9K/wDgkTH5fwC8Tcg58QueD/07w1+W15NpaeAbMQtoY1Jiu/yDqH23AJ+9v/0f67fQYr9Sv+CRuD8BfErDgtrzEjH/AEwiH5cV31fgZlE+565HxN8NdL8RTfaEzYXTNmSSEcSeu5emff8AnXXUV50oqSszeMnF3RyWn+DfDngezfUZ0iAsw0xv73aWhGPmIOBtGPStvw/4gsvE2nLe2EvmwFivIwQR6j8j+Ir5w/aW+Js/9p3WirdJDo9iFNzGOfPfAbB/3TxgkevNeT+DPjBrPgj7ePB1zbyTXm15Le/Z5osqrHcoBypIGMgHoBjvU80Y6LY1UHNXe598UtfKXg39pDx2qLFr+l6fJJuy0ycDqflG1uMcckV6HpP7Q4aa3TUtMSKNh+8eCfLA8YwhH17+lS61NOzkP6vU3SPaq5vxl8RvDfw/s2utf1aGwjXkqcu/12KC2OPSuZ8efGCx0fww9zolza3+oTfJDGxYhM9WdVwwx2GQTXyZ8UPBd3418B3dlo9/crqFvI0w+0S7pJupHzHseePQAdhTlUjF8twjRlJXaPZvGH7XWka7Muj+EALkXUfly3t3G8flFiVKqvBLbcEHkcivKt0MFxKZACVBc4B5XpnOMA5H8q8l8L/D/WLfTbQ6qk2lyR4SRpSDICO+0f72c+n4VQ0/9pODUfFF7pMGjPJZ2kmya5zhn4bouOAccZPfpXPU9933Omn+7Vtj3Y6iBHbG23S54Z7g/MpCk7mHU54445p0sKMrTFJNsKkllVsDg++WJ4Hft71zmj6/ousTW95BBPHImG3GUL5RIHOAcngjqO9aFtJc6pp93p9wy2uoTBv33lttZWZtjZBA3YC9+PQ1yRST906XdrU8I1D9pR4/HV9Y21jEdPs5ApaXd0PG7I4I5PU49yK9ma70Hx54NH9oQQ3WkahHiaBsMFUnDH8DgflXz3pP7OPiTRfiXq1zOtvqel6g2+NnOBtJBBKnPI4HU9K9wsvDX9h+H/7DNuws1DNM/UHuQvphhxzx+FdDk1ojNJXuWvA/w98MeA5IBolg8VrFbZS7kk3xoB0IyeGwfTnFdvo9nG0M94skkouirxyZ5KsqscDsPQE8VneFWt4b6WBofIXYseGbO8BcDpgcdPwq9fXFy2tpZWlksVooB+1O2Cc9QuOh+UA/UVxVlKM1dHRTkpJ2ZB4ot20/VLO+iaRZ5EMZAYOFbpkjHuB+ArU15lhihlaT5JF2uVIK8YwfqB/KqeuQ2t0I5oHDSDMbMnUnHGcdMEd/SsuFdQvHtjdF4Ldp1cbfmQ4IyCc8ZBI/+tWCk+WzZbWtzW0m3h0+aQBn+y3S+fuc7sM5ZmABzgDgj61saFClo810JUZjktHyCi5ymfcZ/rUtwwkWaNYoYJSgSGRsEHsD6cZ/IUGzmg0mJHhS4VMFmUY+bJ+br2x/kVz1KuvaxpGOnqem/BdHbW2le8gASEoYWJE0khwcgY2lQpHI7/jXtVfNHhm6MNubm2nkluICAIgAH3A8AkHp05HQV9F6TqSarp8Nyg271+Zc8q3cV7eDrKonFrU8jFU3F36FyiiivROE/ng8Taql58Pba30+7v4tPUoyabc+JkuliwT/AMuojUjr14x6V+lv/BICTd8DPFg9NeP/AKIjr8wr55j8M7QBWWPKkt5lnj7xwNqjzvzP1r9Of+CPzbvgj4w/7Duf/IEdd9X4WZQPvauM+K3iifw34XlSwbGq3gMVtnov95z7AfqRW/4m8RWfhPQ7zVb+QR21shY88seyj3JwB9a+Ldc+NWo+IfE15rl7brcRmJkWJSdlrGCflB6dsnuT7Yry6s3CDcdzrpQU5a7Glp2iS6rpd7BrtqReXFxIkonn80yRgsFcdeCvPQHGPSsW1+Feg+HNW/tC1iktJnTy9sjnYBkEkDoDwK7W21i11K1iu7aSN4ZVBTYecEZGf89qj1PSbbxbofkzltkxBZc7s4P3SB1U4wR3GRXys8RU5ruVk9z3owjZWWxzkk0d1cRWlt8zhiDg89OM/WvkjQ/idrPiT45eL7C+v/JstPkaG0jjQY/dsVOGB9mP0HtX1lqU2m+HjJc3NxFaLbIZ55pCqqkaKWLN6DAPNeZ6V8CfB3jG9/4THwmIvIv7VnjC5FtdozBmDRgj7zDJzznsOa9bC1Yxg7u3qcuIpylJW1O20HxAdc8Mpe+dvZV8oSOduSGZQfckbT6HcKwfGHxo0DwHNb2OpNcTX8wH7i3jLFW2jLHJ+UdsfpXZaf4Lg8O+EYNAhtbae1Zds8c67hIpI3Z465HT2r58+PPw31i38a6Ff6TDJLolx96PYXMTfMSGIHQ4XHbtkdK2o+yqXa1M6ntI2uewab4qsPFWlyv9pdIJFcSRHKDJ5GQASejc564rxOH4O6r4c8UanrlkI7mwvpTNCpk/ePnn5lxnjBPpxXYeB9DlsWlvpIpYYYsIImX5SOMlgT2A/HNO+IXxQ0H4Y6bbQ6tK0txO+be1hO/5eTzzwO3NbJNXSMm1odBo+pS6ToNvb2MSrfxhGZmxmQYIK5xx16D2rurO4uZBBbPdRwzKPO2ou7erEjBJ798+mPSvN/hxqMHia3uJra2aZjGGaC8k2PtIz5i8kHA969E0rT57a+J82RY541Lecv7tAByExgg5Hr+HNYS9xOxvH32vI27nTRcW6ubp2kU5LFiUwOSD+I/U0lxYrc2ErxSnpn94nA7YwQM9+fpRb25lt7qFH8iU/uvlY5A4ICn6Z5HHNaFvayR3DSuyoYwu2NckleNwycDk9/51y+05dEbON1qchrF5CZJdMNxJb3VxBuVY2KONpyCrHjOQO/8AKorjXhLcaHG80kkUxMYkGCpdQo5OOSSfbmr99o7z6o09/FArlW+z7SDuGASBnHfgH37cV1dnp9jf6ba/ZYVZbaTaGCdM/eYEjuck475qXWlLVi5VHRGBZ6XA8sdzYSedaXE3mYB54LBsj65HetO286e12NHNbQEgKZFCE4BBIGehro/7Kj028Vw6ksD9wY2qBwP1/Miuc8WeMdN0e80e1vrt7RtWu0sbRvLZvNlLYCEgfKDg8txzXNC85rS5d9DS0SGX7PHBPuupgC3mSAYfGMEnGAfpzjtUuk6S2hXU5fzJLZRiFfMLk5+9973wBjHvXRaUyuoBhwP7yH5enH+FLfQrIhZvKkCkDyjH82ck5yT06H8M1c5qo3CwRvHW4tvFa6fIJrOWGKWeRS0YVSHxzgYPBxz7Y5r034d29003nI7CNB5cwZsjuQP94ZH4GuQ+HPw7u9S1BNRvgRZKSQTwGyM4XgEgZxu9uvFe2wW8drEsUMaxRr0VRgCvRw+GakqjexwV62nISUUUV6p5x/OrqkF3qHgWPUW0m4gSZ1xcQ+GYbe2J3Y+W6RsnPpt5PFfpn/wSBUx/BvxpGRyuuD/0QlflfMNOTwXFtTRRqA27mQX/ANt+9znd/o/T07dOa/Un/gjxL5nwd8aqeo1pD/5AX/Cu6p8DM4npX7RPirX5PiPJo+oxuuj20Sz2kEJPlygggSH/AGskjJ4GDjGMnwbWtJS409Z76M+UTGMbWwcn5Wx359u9ex/HePXbv4oXsOpCe1inAiiIQMslvk4VCeACOp65ZuOK5O18Oz654ihtZ1SOHgiNzuwVGQqjPC443Y4rxm+STlc9GPvRUTB8Kw3K2Ut5Zu8UEJMabiQrAZPIPbHtz2rufB/jnTtTj8u6uRp1wMKyvwrDB5GOnQ8HpXC/tI+KNT+GPwdvLjSI4Zb23eKJfM3EvulCH5R7ds9RnrWN4M0+68QfD3RvEl7ZPp99dQRStArndE0hOUIPrt7jPOPWuOph4Yj3m7X2OmNWVH3VrY6v4qfDab4hRLocBf8A4RvUCqX9x5oEm5XWQYb+4QpUgZ5ZR0ya9G0TwzY+CtFsdNsLdbW2tUEMaZ2gKMAkD6kV4pqXxH1n4R6XdNc2FxrNlagMdPtVLynLKPkI/iGckc9K9e0DxtJr9tZyWqwiSVnWcvIA0HAZQEJJbI4ySMYz7Dz8RCpG0fso66c4y97qaN9buLiKNkyZH/dnoD689c4zVfVIbVdMuLdY1UxDcrMO+chgPYitY29zNC0rTM0qESBOqhjn5c/l2rO1axfVLdfkEeBuy3ofWsadm0my5N2Zwk80dqzme28yBVXHlofmbPJwBkkZGfqK+ef2qvgzq3iRtE8UeHtPknSC4K3dvB8zBVbb5m0eoAPHr9a+pdU0GK3t0mQMMYDBW2hMg859+n5Gn2eoahYSLbWMaywSAtJIsi70bJBCqRtIz3z+Fe7GV4JwPOa960jwz9njQ9YtdWur17eawsY7N4G8xCjMzOuGCnoM5/OvZbe6W2aFJvOuEuJZJY/MBxHjlVyxGORx2ycV1cNut9HJnyzLG3luzKFDfNnB5+n5A1k63DDNPa3MZR7eEFolkYAK4OMLge5P4VhGopztI2cXGPukEU8P9otAsUN1EUzMZWCuOMhfpyOuOtZ2oalrtj9t1F4ylrJAkMNnGgZ1fJGWz2zgnGcCrkkFxo9x542uZSxDzuW5x0Xk4zn6c1j63YTak0aBlsLuCQXEU2/dCfmUFXyBz0wMdV+tOVPVS3CMt09DP1C61fVtRM8Fqs6W8IHlRJsXJHz4YjIIODjOTnmu98Oie006ygiEdooMhuoJCXZWOWG1u4z+H5VzXh/VmsX1SXWIWhdGQbY3BHmNxsXaQXJZuMjktjtV668TPJps8wke2VY3gnlhiLvEx4PzcAsCDwuefWsJwlJ2S0RpdJanoiy2t9HGA6uzZyBjJx1BqlfaTDqh+zXcSz2xZXHzsnzIyumMEdGCn3x9RXnvhj4jH+1jaymL7RDp8N06hvMeWzPH2kOnyk56pgH5SRnGK9n0vTG17UFt7JfPnkwwcHC7TyT9MY/KueNOVOVim4tGXHdQ21x5MbKqxpukjQYfk4U/oa67wP4MvNa1b7be2xi07OQ33d/GMDv3xn612E/wn0i7trdZJbqG4jKs81vNtLkDBGCDhSeePT657C0tY7G1it4V2xRqFUZzwK9OjhXF3mcFTEpq0B8MSQRJHGoSNAFVR0AHQU+iivSPPCiiigD+c3VtcvdW8AI17q17eTSMpdLjxEJtxD9TaEbh+J461+lv/BHNv+LU+PFz01iL/wBE1+bes6Vf6T8P1tLh5cxsoaOPULOWHl8jCITJ+vX2r9Iv+COfHwt8e8YH9rQn/wAhGu+rfldzKHkfXvxo8I6hrtjZahpcP2i4st4liQfvHjOCdvuCOg55/CvBfB1/HqlxqerPCbW7d/JijkXDIqnHIJ4LEZ/AV9iVwvj/AOEul+OF+0K7aZqqnK3kA+8R/fXjd+YPvXiVqLleUNzvo1VG0Z7Hyr8Z/CcF94fhvNxaVrtGznICj5vm6fxBT6cAU26vl03waCrxxlfKZWbG18cFcjrgBu2Rg16d4+/Z/wDHXiLQTp2nahpSvDPDOGuAwS4CsNybsEqSMnO09Md814V8UvBPj6GT/hGdT0S603SEVhc6vbBktMZURhZCCrMWLNt6kAAgc4yp058kedao2lUjzPlZwCape+PvEGqWMNvPF5bKPtixsIpVZt37s/dOOh79iMYr2OPR/wCw9FgvrEumr/YkLxOCcqoOGOOASM9u/arXw98DnR5PP1AiMxFoxGjkCSMJgEeq8sOcZH0rtZJkuGMkENwNikLtUHIIGCBnA5LAgkdPY1nUrxVSz2LjTbgebeC/ipqnjXQjcxaXLpkl3CXtpLuJjHJGcr5yjgOu8jgHJwRwa7aLWJptDtXL29zdmISXECEgSvsbKqOOMjPqABxzWdoXwr0TwnNqZ0ewh02O/mNzN5C4TJPJHIHBwdo9RjgVDNp1zqd89ro4Ed1MwjgSPAMZJKk4YkHJwfx561Dw9KpL3FZFe0nFankmoftIaevxcXwbpkaXEjDE8kQZx5gi3lWkDYXgBMYyCOa97tdLRoPPt33xxp5isgzn3Hsef0qTwV+w94P8OSyare3mpya/eZkvZbW5EULSHOcKF5xnqc568dB1Nx+zXcPHHFpvjnV7REXCPcwQzyIeOVbauOnTB7eld7wc42cNEY/WI2fM7nzV4v8AHniLSPiAY4buUaNMi7bWS2j8tG2ktuPDENjHU4PTGa9A0uPTvEnhuzjs5kj8uNN1uBgJjp0HYZIIx2rsr79iN/EmuNqOs+O76RfLUCGxtFt45XDZDyLuYE4yOMf0rir34aa18DvFkME8ckukTkQw36jMUuegwT8jbsfLnOBxkc1nXpNLmjuhUaqcuVu56V4U0jQJrO5g1+5UbUCwPkE7ueFyDk9MDv715z4vvEg1RoYZJobibKpEEODlc/L68EtnoB16is3xtqF8mu24tJZIla1CKYWG9GMqm4jX0kaIDbzk7SFrgLzw3q2uvb6ZfTLK94JLVjBayRR3HmSp8ixttZSIVJkkGeg5JrCM1yJtao6HD32r6C+NNen0aHSoLO1unZbiP7ZdMv76PDBQW3YyIxJvZcZwVI6k1i6Xaa1rjWl/HetDZ2+nB5dKOAjb0ADHcd0e0qZBIoJO5eflwfaIPh3dx6FeX88bzWhv9s8k1m5t08qNYgvzg8AIBv5yTkHmp/C/gNdU1KG00261C8jifalrBIZY16HG51LLg+hAH8lzvsVZb3OU8E+F5Ly60mK5Pl2ardSRQITnY0qEA5UYV3RnC+hA6ZFfZfws8O3WhaPMb61S3uHkwjbw7NGOjZHY8kA84IzzXn/gf9nu6gkhuNbvPssSy/aGtbeTzJpXPOJZMY44HGeg5HSvdERY0VFAVVGAB0Arpo0pR1mclerGWkR1FFFdhxBRRRQAUUUUAfzonTrpfhal69lfi2BGLn/hGYFgJ83H/IQz5h59uvy9K/ST/gjnIX+GvxAUk4XVLfHp/qmr80NYm8LW/hQ2dhLZ3uoqQFujaXUU7fPknJmMQ44+50HrzX1R+wD+2t4K/Zc8LeKdL8V6drV9Nqt3DPA2lQxSKqojKQ2+RMHkdM9K75q8bIxifsjRXw7/AMPePg7/ANALxf8A+Adt/wDJFSx/8Fcvg2//ADBfFw+tlbf/ACRXL7OXY1uj7drI8V+GbTxhoVzpV7uEEwHzpjcjA5DDI6g18d/8Pbvg7/0BfF3/AIBW3/yRS/8AD274N99H8XL9bK3/APkik6Mno0HMlqen+IPgd4osDIlotvr9oylPlm8iYqRggqxC8jjhvXpUP9g+KNEt1a48LahHCScLbBJyD/uxliOmc+9ea/8AD3D4M7sf2R4uP0sbf/5IpR/wVw+DP/QI8Xf+ANv/APJFedLK4y2uvmdixk1vqdzqVjrevWN9a6VoWoTXkkBaK2mgaHa4OcFn2quRwMkDryM10fwp+DOsafe2Ora1bHS7uBhI8JmSV2bGCuUJG0Hpz04ryWT/AIK2fBmOVkOk+LiFON32G3x/6UVEf+CuXwY/6BHi/wD8Abf/AOSK6aGEdBW3MqmIdR3tY+yzZ9qsQWwWviyP/grh8F3YA6V4uX3awt8f+lFP/wCHt3wYH/MJ8XZ9PsFv/wDJFdrU2jl9T7ZAxXkn7T0GpTfDPfplhNqEkF7FNIkCFyqKGyxAByAcfTrXg0f/AAVq+CzddO8WIfewg/pPTx/wVm+Cp/5cvFQ/7h8P/wAfrJ0ZyVrGkZKLTOb8KfE7QtWt7mHU5VeSRhuimUMU57qfT/CvX/hb4D0DxTrE91pECCCRcTX0CMCFzygc9CfQH8OK82uP+Cnn7P2ozma48Pa3cTHkyTaRbMx/Ey1fT/gq18ErWNY4dP8AE6xrwqR6dAAB7Dzq4FlslPmu7djteMvG1te59k6fp9tpVnFaWcCW1tEu1I41woFPitYYZJHjiSN5DudlUAsfUnvXxqv/AAVg+DLKT9g8VDsAbGDJ/wDI9WW/4KpfBkQrIlr4lkBAPy2UPB9DmYcj/wDVmvR9jPscPMj7Gor4zX/gq18Gi202HilT72MH/wAfpV/4KtfBhv8Aly8UY/68Yf8A4/R7GfYXMj7Lor42H/BVj4L8ZtvEoB/6coTj8pqT/h6z8FznFr4m/wDAGH/49R7GfYOZH2VRXxt/w9X+DG7C2nidj7WEP/x6nf8AD1T4NHpZ+JieuPsUP/x6j2NTsHMj7Hor46h/4Kn/AAemV2Fj4mAQZObODp0/57+9FP2FTsHMj8Tyxwa77wT4T0TVvDZ1XWLySzRdQNm0gkVUANrNInUdTIiD6Giit47mctjS0fwr4Iur7TI7zXWggmuNGS5b7Qg8uOdWN6c7ePLIXn+HPOarSeD9Bs/DOnX9zfSwXV7oP9oxI0qgSXA1ZrUooxyPIRnx1ypOccUUVZLvfcv6l4X8F282opa660sUU+rpAftCHekIX7Gfu8+Zlv8Aexxireq+A/CGk6xdWN1rE1s8N1cxbZJ0DCNbISwsfl/imO336Dnmiiq0sTr3E8LeA/COu+JtD05NWlma+1PQLQxxzpvK3UDG92/L1jm2oP7ucHJ5rEj8O+Fl0KG5k1VhfnSUuXhE6cXR1EwtFjbni3xJt69844ooo0sVre1zWvvAnha7l1o6bq8l59jh1S4QxTI42wzqtuxwv3XQkk9+oxUNx4O8EpeXkaa+xjjlv1ib7VH8yx2Pm25+7zun/d+/QYPNFFLQWvcsaL8PfCN81tczaxMuljU/D1nd3YnQJCl3ayyXhLbcAxyRFRn7uCDnrWTpnh3wpNpNrNc6wUun0uK5kj89BtuDqXkNHjGeLb95jr/F04oooBX7mrq3gXwvp+ly3qalJ5Miap9jkaZCszQTKsABxzuViTjr2xSXXhHwRHfXcUWvs0Ed5qsUT/aozuihsxJaNnb/AMtJspn+LoMHmiimCvbcuRfD3wjZ61ptnqusS2UdxdeHPNMlwiFbW8sjPeS8rwI3KAN0UMM5zmsnT/DPhe40+yYau5vptOt5mgWdM/aXvzC8eMZ4gw+OvOenFFFAK9tzR8UeB/Cuh3OrWyazJ9rtF1FUiknTd5sN0I4UYY6tHuJHfGRxV6LwD4RuNVubfS9ZlvDG2tMFinRyYbbTluLdzhejSiRSehCEDBGaKKrqLW17kOmeFPAt9qmmw3Ou/Z7eW90OK4b7UgCQ3Fq0l+4JHHlShVyfu9Dkmq2m+CPDN/4divzqE3nR6fa3F7tmXbBLJqLwOrcfLiHYwB7tnocUUUDd11E1Dwj4MttP1KWDXDLNDDftbr9pQ73juo0gHA53xM7cdcZHArUvvh74QhkmuYdXkXSW1LV7OC8a4Ty3WCySa2+bbyWlcKcdQQBg80UU1a4te5DZ+C/Ay61Z2l34hC276hoEE80d2mBb3Nqz38gJXgRyhVyfu5wwJqp/whvhq10HTLy91Ca1uLzSIL5VeZQHkbUXgkCjb0EKFsdQQT04oopdw101H6v4Z8FW8WoCz1ozPFDqDQf6Qjb3juQluOBzviJb3xkYooopMpH/2Q==) | ASR 13 X3126 1408 Anden genstand af knogle/tak/tand
Fragmenter af ornameterede benlister/benplader. Større knoglestykke med afsavede sider og borede huller/ringe, samt tre fragmenter af ornameterede lister. |
![](/grafik/intetbillede.jpg) | ESM 2249 x0079 1408 Anden genstand af knogle/tak/tand
|
![](/grafik/intetbillede.jpg) | ESM 2136 x0086 1408 Anden genstand af knogle/tak/tand
|
![](/grafik/intetbillede.jpg) | ASR 13 x3469 1408 Anden genstand af knogle/tak/tand
Laenge: ca. 4,2cm. |
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) | ASR 13 x3520 1408 Anden genstand af knogle/tak/tand
forarbejde til ornamenteret benplade til skrin.
ornamentikken kendes som løbende hund og består af sammenhængende cirkler. |
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) | ASR 13 X3493 1408 Anden genstand af knogle/tak/tand
Forarbejdet til ornamenteret benplade til skrin.
ornamentikken består af cirkeler. |
![](data:image/jpeg;base64,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) | ASR 13 x3476 1408 Anden genstand af knogle/tak/tand
forarbejdet til ornamenteret benplade til skrin.
ornamentikken består af en enkelt cirkel. |
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) | ASR 13 x3537 1408 Anden genstand af knogle/tak/tand
Tre fragmenter af benplader udsmykket med punktcirkelornamentik. Disse har formentlig været skrinplader. På bagsiden spongiøst væv velegnet til fastgørelse i lim. på den ene benplade ses gemmenboring muligvis monteringshuller. |
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) | ASR 13 x3520 1408 Anden genstand af knogle/tak/tand
To fragmenter af benplader udsmykket med punktcirkelornamentik. Disse har formentlig været skrinplader. På bagsiden spongiøst væv velegnet til fastgørelse i lim. på den ene benplade ses gemmenboring muligvis monteringshuller. |
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) | ASR 13 x3533 1408 Anden genstand af knogle/tak/tand
mindre fragment af brændt benplade udsmykket med punktcirkelornamentik. Denne har formentlig været skrinplader. På bagsiden spongiøst væv velegnet til fastgørelse i lim. |
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) | ASR 13 X3552 1408 Anden genstand af knogle/tak/tand
Fragment af benplade udsmykket med punktcirkelornamentik. Denne har formentlig været til skrinplader. På bagsiden spongiøst væv velegnet til fastgørelse i lim. |
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) | ASR 13 x3551 1408 Anden genstand af knogle/tak/tand
Fragment af benplade udsmykket med punktcirkelornamentik. Denne har formentlig været til skrinplader. På bagsiden spongiøst væv velegnet til fastgørelse i lim. |
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VzLMpwRbwvIOuOGAwfzrnLz9rLwXa7vLt9WuSOnl2yjP5uK+TbySdpkKQ+YX2ljv+6CAevf0p0ccrSbWJZc9CTXl1c0qxk0kjvp5fRcU22z6fk/a80HjytA1Zs/89Ai/wBTVC6/bAgVHNv4UuXKjP7662HOOmNhr5wn05ZMtJKUJGNwkIA/Gsm/0+WFN8Mss65J+VjWKzKvJ72+Rr9Rw66fifRN1+2RqaxsYvCkKMFB2vdFuvboKzpv2wvFeGMXh3TVVThtwkY/gA/NfPtuuo8CNpCCckMM8D/IqzE0jBorhpINxyNx5JxzxnnpQ8diP5vyLjhMP/L+Z7v/AMNYeM7gZTTtHjVuh8tx/N66j4U/tAeJ/FfxA03SNVhtHsrzfGTbptKMELBs891xj3r5juNW0/S9N+0S3Mdta27YZzIFXgdDn+Q9BXp/7JOpWfjr4pJdWG6a106CWZ22sFDY2Drz1f8Azit8NWxNaotXa+phXpYenTlor2Pt2iiivpT5s/nW1/UrW4sdESK406Vo8GSOykvmdcKM7xP8g7/6vvntiv2n/YEx/wAMj/D7GMeTddOn/H5PX4veNvEEGqaXpMdvqsl4keQLWTUrq6EAKgY2yxIq46fKT0r9nv8Agn+xf9kH4dn/AKYXQ/8AJyeu+t/D+ZnHc9x8R+HbPxTpclhfK5hcgho2KsrDoQfWvlH4weArrwPefYYS14ZVElvdEBRtJ53e429O/HrX2FXlnx+8GXvizw/ZPptk15eW8pH7v74QjJwO4yorx69NSi3bU78PUcZqLejPlY3EOnSCC2t3vryUAuA2fl7F2PReOM+nAqrqGtaxApL6MJoVUmRbY+YVA6kcfNwM132l/Avxq1jcG00Ix3kyu4a5mVE3AYQPuOccDgetaLfs/eL/AAn4Hsb/AFPUv7Y16Sci7srKBnjjRg2ApXk4wM8d8dufJ9hUlduOx7HtqcbJS3PP0WSNbZo/MC3GMvKvMWRnnJ9D0NVbjUjZ6imnafGr3QBklaRjtRScb2Pckg4HfHbFdBY/CvxhJNqMK+GtVFt9oEsUrxuocleSN2CoB/PPTitLSf2cfHdv9uvzpW+5u5gzJJeRqdoQAEDPA46HnOeKl0qk1aKYlUpwd5M52H+1FhMp8m5HJ2oNv4AE9fqaotqC6jZpJBE0DLL5bRnKlH6c/jXpHhn4EfEO/hv2vrOz0qFJ/Lto3ut0sigcuwC7QCSe+ePTBMs37PfjWyuLueKyt5fO2N+4vF3FgCCWVsDpjoefbHOUcLWi78po8TRlpzHlP22DTG8uILe3cjHy2Hy+Z3JzzhQT+Ge5PMsd5q8ZJH2UgnmMqSee2c/4V0N58LfFmg313Nc+Gb0R+UgRooDKowzbjuTIGflPXtXGNLr8Pi2aKe2ht9HW3G3K5kabccg88ADBrnrKrdXjb1/I6Kbp68rue7/si/EVobzWvA2qzSLdefJqWmRyHKrA5+eFfTawL4yRh+OlfT1fAngbxkPAvxP0LX3VxFDFKt6qAE/ZyUVvy3Fh7rX3ta3MV5bxTwSLLDKodJEOQykZBB9CK97A1vbUV3R4WOpezq3WzPj/APaQtF034r3twIfMWeGGUtu27CVCk47/AHe3rXinh/W9P8YQare6deSC2eBbco4KeW4Z9xIYdeR7cd6+nP2qNHji8QaRqqJG07WzR4ZM8qThunXDkV8oXHhWFtc1aHRHk0ia+ijubqeAEEEFgQo6bsA/jk1niKcJVLvR236GtCco01bbsdq80AuvLEiyMCEZogOABx/SsD4ieLIvB+i+ZDE15qNw/wBntbUYHmSHj8h1PB9K4b/hX/he8uxomi+JNTsvFEOZUuGuGMkjDueMMMjt2B962PhlqV34nuZptdmhn1fRDJp0q7FKGQMreevHBIG3jAOD7Y8aWGhGTqyd0tWmrPy+TO9VpNckdG9upDprReGLeK58d+IsazfY22e4COHn7qqMge7DHoSetTa54dsvFaQ/2Lr93o+oRkiGeOQAMwz8rcfMPbNWYdPhWPUvEhsvtmtq08YfecgIxAVc52dMHHNZOoNNqHh+XVTC1tcxTgRM7feAkAzyeh5xz2FdCcubTTVLS1rvpy9iGlbX189PMLLxl4j0XR1tb/R/7S16GbyPJtpFVGXja7McAA+wxx2pLjxR4ss7yC61vRNPSxDMTNaTZeD5flyCTknpwMe9T6XNHNr95cXqmOe4hjkgZmZs/uwvHQf3/YFveqKrLomj6zceK78SWITaJzOZPMO5uiMPl4wNoznNKdOnF3cVfTvrf+XUcZTkrJu35eo3UPC9h4kht/EXiC8mntITm30xT+5ZiT91cDLEnnJ/SvZP2efilqvw58TC4GiwpoEsRiubOBAkipwUdDwMqR0wARn2I8h0/M2i6LK371Jb1ZhznKeWckD0Jx+ZPFdPdWuoalrllqv24RQJEFkt4ZmCqxYF2/2uOPmHTPAreUnTmmnZJtK+yt+r7mSSnGzV77+Z+mlvcJdW8U8Tb4pFDqw7gjINFc58Mb7+0vh34buNwctp8ILA5BIQAn9KK988J6Ox+BXjnUvteiaJF9vvbtYxgQXOurfJEdoHyxiJTF06ZbpjtX7L/wDBP/I/ZB+HeevkXX/pZPX48+NNUfUNB0eS+uJpJ5Msslxrttf9QMny4lDREn+9nuDyM1+xn7BK7f2SPh4PS3uR/wCTc1ejiPg+ZhA9/ooorzjYK89+KHxr0L4Xwol0323UGwfscLgFF/vOcHaPTPX8zXF/tThrfSdIvFvvs/ltIhjDYJ3bcEc56jH418qalrC3UNzZxWbT3DAj5vlQnPXJ68+gNctarKGkVc7qNGE1zSl8j6juP2t9OtgGPhy8nTgj7POrE89gQP1IqC4/bM8OxLhdD1JpDx5fy7s9h3x+OK+U7ebWNBjjimH2y1bdiRQW2DPAI5IOO/Oaup4qjWNpHsZmZRgAFOffGc/pXH9Yq3fLqvI7Pq9G2qt959hWP7U3gu4W3SV76O9khWaW1W3LGDI6FuAeQeRn+VXo/wBpv4eSSRqdZkjDFQzPaShY8nALnb8o9+g9a+J4zeX+pC7SGOMhSoyxJYdcFscA4x3qtcyPcBZZYfs17ByG28c54Izyp4/MHg1X1mpdaLzXYz+rUmnufphbXUN7bxz28qTwSKHSWNgysp6EEdRWZ4i8I6P4ss5bbVLCG6R1xvZBvXjGVbqD7ivif9nj9oi+8A6ta6Rq7O+gXkwiNu5P+iuzYMqMf4MnJX0OeDmvu9WDKCDkHkGvRi1OOqPPlF0paM+dbj9k6Qahey2muQxxzEqjzwGR/L52q3IHGT0xnNe2+BPDU3g7wfpWiT339pSWMAg+0+V5e5R90bcnAAwOvat6iohRhTd4qw6lapUVpM8U/ak0iS88K6XeRLu+zXLIxwThXQ+nuoH4185+FfhP4w8TajfX2laHdXFm0CWytIBAkn3yxR3IHBY/XP0x970UTp871Y4VuSNkj87LP9l7xR4PuJtZ07wLqk19FCYIXa5SaTaByAu/jP0/Hms34d/A7x/4b0/ULrVfC+pC+1G8e9vNtswSPHRd2OT1OenUDoK/SWisfqsWmm2799dtl6Gv1p30il6H5x6l8M/GdnM1/oukX1tAzhrlJrR2ibjBYY4Ung/X61j6h4F8SXlwj6it0sYyy232YhN2CASDjPev00orOOE5deb3u9lcuWL5tOXTtdn5dx6FcTzNHq1iZUtG2JLG+52UdG6ZU8D5eeRXL+JPCOiXUkKajYajrMluzSJbwwMWlyMgNgAcAcYwT71+s1xZwXUZSaCOZP7siBh+tZVx4H8O3ZzNoGmSn1ezjJ/PFN4WV7xnb0/rT5DWKja0o3Py08L2+ueKNcXUbqy/sXQLNDFZ6e0fzv0wW7rjHt6dOvRTeB9P1K9lYRlGYKWV1DgjJwASvXr3J5+lfo3b/CzwfazGSPwzpYf/AGrVGA+gI4qa6+HPhW8ULL4d0w46FbVFP5gCsJYSrf3J8q7GkcVS+1G5hfAIj/hT/hhASRHbtEMjssjKP5UV2mkaPZaDp0Nhp1tHaWcOfLhjGFXJLHH4kn8aK9SKaSTPMk1KTaP58/iEfJ0nRoJJrd3jBjYW8+nyhMKo62xLev3/AOdfsz+wTKZv2R/h25721xj2H2qbA/Kvxj8d2r2/h/Q/OVWeRchhpNnaFF2jA3wOzSZ6/OBxj1Nfs1+wKu39kT4dDOf9GuOf+3qavSxHwfMwgfQNFFU9T1ix0W38/ULy3sYc7RJcSKik+mSeteeanh37VUlna2ehySWoe7kaRVm7hBtO0+2Tnn3r5om1QW0hkESp6HAJA+tfYvj7Uvhj48sI7TxBrOnzxwtvRku9jr64ZTnBxXC/8IX8AtN+Z4o7jaMH9/eS/mFJFeRiaE6021JJep7GHrRp01Fxd/Q+cP7Sju1MhlyoGeOo59KY91GwyZFG4fxR8sPrX0var8Abdwkem2bmQcCSyuZM/gVPNKx+AseWGi2sgzjjTrg/ptrh/s9r/l4jo+tL+RnzGuoYkIaQIn8AA4qCa+jXcyLuOMHOMAV9O3EvwKXA/wCEWt3LjI2aa4J/PFVWPwPLceB3Yj/pxI6+xcU/qT/5+IX1lfyM+SNYg+2SGZYIWLLhg/RuMA+xA/Q191/swfEa/wDiJ8N4n1K0jtrrTXWwLxtkTKqLtfHbg8+pBrnbG4+DlvcIYfA6FzjiTTFcL9QxPp6V2dp8ZPCOh2q2tpp91ZWcXCR29msca59FBH8q9PDp0Vac00ceIkqq92DuenUV5tH8fvDEjBTHqERJwPMtwM+p+90/xqG6/aK8IWkiq73rKePMW2yvv3rt9pDucHs59j0+iuA0v45eENW1GysYdQkFxeTLbxb4HCmRs7VJxgZIwM8ZIHcV39WmnsS4uO6CiiimSFFFFABRRRQAUUUUAFFFFAH88nj62mg0nTGNteQwyEiN7vw9Dpu8ADnejsZOP731r9nf2Cv+TR/h1zn/AEWfn/t6mr8VvHFgbHR9El/syaxEg/1kmkPZiT5R0dpGEnrkAdc96/ar9g3af2SPh1tOV+yz4P8A29TV6Ff4DKB77XhX7SviCytU0q3ivlOoKzrJbKwbEbbeSvrwMev5V7rXyH8Rvh14wj1DUL2/sJpkV3uZb2NPNjZQSckjO0Y9RxivHruSjaKudtBR5ryZwVxq+n6XaiJpHmSbkYCs2d2QEONw5/ug/TvUVr4uhfcLmeeNkY7XZCp+/wAgEKp7dcdPqak07S47O2YrEr3UhLyXCgBGGT8oJXpk9M9h2qlb+NLK+kih8yK4EjlHHmqUCk/eXBCknHb/AOtXlqK3PRcnsdVttNUtYrtJDJHFl2kVwyyKc8EAcY/w9awV1qwt4VjS+inkVg7LGy4VTnAY+mPpVE6PDD9oaWBWt5mKrYSOUj8vcRkjkFjnhTwOmOprRtdIsrSaO2gitYjIcGI7CAB02gY44Pam5IcYnSx3EpVbq3aLCYKIh3fLwTk547j8ar3HiLS7WRlnuba2mHy/Oyq3sSc9PT6VzEmjmbXJrTTppLOyUf6S0EmQ8jfwqM5GO5Hc+xrofDmh6Bp9oyNYW9sDuDCRFO45zyTj+ZpIUjUm1aW4tojbxiVCyxuyMCQCO3fuOp6VcuNbsTaqrXLSgfwwqZCp5wTtJweKx9Q063k1q1s7NEt9yCS5kHygRfNsXjoWOfoFPrWzeSaV4Y02LdPDpsKfIGVwBk9AuT8x68d+atXuZu1iCHUrK8YRRSCF2+RI5UK/jkrzWDrt3bWMy2s0qSzg4EEaNM3Tjdtxt/EVr33iC28R7ILWUTpIpV3VlzGmAS2Scg8j86jabRvC2my3JNvaQY5lfknODnd/EcnHfPvWhCdtjhvF/iIeF9P/ALTt4LhrzTZ4Ly1jEW0GSORJFOR2G09vav0C0+8j1CzguYWDwzRrIjDoVIyD+tfBHiL4h6aug6rcwzC8ukjLx2rKY/N5+XAIBx+HTPrivrL9nDXV8QfBXwjdKoVlsxA4UY+aMlCfx25/GuvDu90Y4haJnp1FFFdRxhRRRQAUUUUAFFFFABRRRQB/OX4zs4LfT9JkgsLGw8/LN9kgvoycgEAm4YqRz/B/hX7Y/sAsW/ZB+HBPH+i3H/pVNX4j+LJ4ZLDSUS406R0TJFm18zqdo4cXHyZz/wA8+OvbFftv/wAE/wAY/Y/+G/8A163H/pVNXbW+Eziafxk+MQ069i03QtTKPbswvHhH8XBVA3sAxOOOg5rynw/+0R44023g0m91Sx167nhaOWeS12PCQBmQBTg9+DkEkY6EVzvxC0G88J+NdW024FsrRyiRd67EmViSrA454wSMHniuRsYbrSQxuNqYJ5SPCbMHqCfXPPsK+dqVpKT1sezClFxWhp+INQEukWtoBjTpLhY5t2MtGcgjGPuk4znsTVHWZP8AiX6lBcLAmmiP/RThd2QMDHYHdnBB7AfXR/0e8jWG+gRImyWt5OBKSOpHftweM9fZ9toNjHIDHbRhY2XliHVWz1AJyMYGP0rn1uadCvD9si8MNeSJvuI7cMX3BiMABjjocdT7jtVaPQYo9Rt9LTQWvYruATyatPJuCy54BPUnHOcjr9a6BZLXWY2iDo4bck0g5JXuv+Jz0/KoG0WLy0t4dSvEtGbBhimKqq/3QxG4DqMA9zSdylYp/Dy0k1fQGupnAihu5oBJIxHmhH27+c9cE/nVOyFnfWt1r72h8STyXjQ/Z4WGIIt+1epHYDJHU813cd5YeFdLt4Lf5TI3+jWUIbcWLZY8Dpk5JNYU2g/ZWIV7q1u7gbrmW1+5K7MSSwIPTPB+tZQlJy8i5JWJ/DH2fS/EusaVZhmsGs4rsR7g3kszOpQN9BkDPHt0qS4JuvFd4ZDE8sFmG0/7WR5CZ37zuHQkqoOOcAU/SdDtNFtbqeaeS23/AL2a8mlBeQ9AWYk9BgAdulEGh/8ACSRTzXsDm2Y7LIyMVlCjILAgggnPt0xW/MuYx5dDPja6l1nSbqZYFvpEkNylkcKYgjFjnjIDbAD9feo9QWPUvEGkTXtuixRrM8CzKQvnDbhj1GdpbBx3atXSNMsvDtxdB2ggWYbri4ZwWIUdGZugBPTOOePem99H4kuv3QWLTo1IhZYyvmOeC2cZAAz9cmnd3HZWOH8ZNdapoMAvkhGtJeKLcwyY3IXAdOSMjYST0BIHtXs37OvxY1HwTq0HhPW5op/D7bYbFrWIZtpGc4ztGSrFuc5wTngZryvVNFt9FuEuBIo8rBL4O7HGTuPPTORXQfBHxFpuqfGvw1bTSkWrXEjRyYJWWYRO0ac9t3zZHcKK66TfNoYTS5WmfeKsGGRTqih6Gpa9FnmhRRRSAKKKKACiiigAooooA/nR8aeIm1jS9Ma41hNUdcgxfbbyd1bC53CdQqnjnYT/ACr9rP2A5DL+yD8OGYAH7LcfdGB/x9TV+JnxA1u21Cx0m3tteuNZEAK+XJqFxcJEMKBtWWCLZn2LdO2Of0w/ZB/bx+Dfwv8A2dfBnhTxL4kuLHW9MgljuYRp08iqWnkdcMikH5WXpXdVTlGyM4n3B4y+G/hzx9HGuu6XHetGMJJuZJFHoGUg49ulcja/s0+A7Hf9m024tw6hWWO6kUEDoDg8/jXma/8ABSj9nxuvjaVfrpV3/wDGqsR/8FHv2e5AD/wnm3PY6Ve//Ga4nR5t4mynKOzPTV/Z38C7szaVJdL/AM87i6lZeO+N1Sal+z34D1KBo20QQZGN0M8i/wDjpYqfxFeZr/wUW/Z6b/moSD66Vff/ABmpx/wUM/Z7OP8Ai41uPrp15/8AGaSo2VlH8A9pJ7s7K3/Zn8H2agW7ahCq9FSdQB9PlqWL9nDwnHjMupyDdu+a6xz+AFcWn/BQf9nyTp8SLP8AGxux/wC0asL+3x8AnQuPiRp+0EDm2uR1/wC2XtU/V1/J+BXtZ9ztP+GefB6SebFBdQz4IMwuCztxjksD/wDWp8HwD8M26xgSagxQ5DPc5J+vFcYv7eXwDbp8S9LH1inH846lT9uj4DScD4maR+IlH/slL6tH+T8A9rP+Y6PUv2cPCerSpJdSajKY2DorTrsUjoQu3H6VOvwB0ENMzajqztKACTOg6dOiD9a57/htj4GYz/wsvRAMA8yOOv8AwGpI/wBtH4HSLkfE3QAP9q4I/mKX1WP8n4D9tP8AmJ7v9lnwlfsrXN7q9wVJb97PG2Se/Mf8qSf9ljwpdKqzahrEiqoXmaIHAORyI80L+2P8EW6fE/w5+N6oqVf2vvgo/T4oeGfx1BB/Wq9gv5Re0n3Kl9+yP4C1B42lGpnyzlVN5uUHpkBgRWz4Z/Zx8G+FNT0+/soLprixkEsXnTBhuHQkY9eeMVAv7WXwZcZHxQ8K499UiH/s1PT9qv4OSZx8TvC3Hf8AtWED/wBCqvY/3Re0l3PVAoXoKWvM2/aa+Eiort8SvCyqwDAtq0AyD0P3qWP9pn4Ry/d+JvhI/wDcat//AIur5JdiD0uivOF/aR+EzdPib4Q/8Hlt/wDF1Mn7Q3wskxt+JPhFu/GuWv8A8XS5ZdgPQaK4OP4+fDGThPiL4TY+2t2x/wDZ6ePjr8Nmxj4heFTnp/xOrb/4ujll2A7miuKHxu+HTdPH3hc/9xm2/wDi6kX4zfD9gCPHXhog9Mavb/8AxdHLLsB2NFcgvxi8BN08b+HD/wBxa3/+Loo5ZdgP5u4Wxg4716XpPw90W4t/D0t/ri6edTNk0nnOieXHLczwyuN3ZFiVs9BuOeKKK7YGUirofgjR9Vt9Lzrard3cEDtbqyFlke/a3MeM5yIgsmOuGz0qO88F6ZZw3Z/ttRPDYtceUzJkyjURa+VjPXysy464HpzRRTewru5a1T4fada2WvT2mtreDTUuZB5e1g6x3sNuhODwGWXfn249ai1j4f6VYtrPkeIopxZXepW8WNn75bYwiNxhukglbGP7hxnsUU2JNlnUfhlZWMcxTW1khjutYgSbau2T7HbRTJg7sZkMgX24xnpUU3w9stska6/EwjW6cHYvzeVYC6A+9/E37v688niiim0ri5mA+FsSzQxy67HEZFsW+aIcC4sDdngt/CQI/fOeOlN0v4Xx6lqlhZrrkYa7u9HtQViDEfbrdpmbG/nyioQjuT/D0oopcquHM7C6R8NU1KTSI21uOJb640yA7ogfK+1mTLfe58vy+emd3am6X8NRq1jp1yuqrGLuC3mZfLz5Xm3r2uDz22b+3XHvRRTSQczKcnw9ZbOScapGdum/2ht8vr/xMfsWzr1/5aZ9OPerOtfDCbRbfVZjqkcy2MFxccRkeYIr9bTHXuX3/QY96KKmyHzMdrXwtuNFl1VDqcU32C41KA4jI3/ZGjUkc8bvM49Md6dqXwsvNMup4TqcT+VPqkOQhAP2K1S4Y9f4w4UehFFFVyoXMyY/DO/tQAdTjZDFcy42kf6mwW9OPqrbfqM0sHwxvrqSARalF+8W2bO1vlE1kbsZ+ijafeiimlrYOZkVj8MNQ1C6sYI9ThVrq50q2XIb5TfQPMhPsoQg/Xik0j4X6nrA0cjUoYxqVxp9um8t8hu3mRCf93yTnHqKKKOVBzMg0f4carrVvp8ltdx4vLOO9RfmJCtfGzwQB1DKW/3feopvh/qdtp8t79tgKR2LX5ALZKi/FltHHXeQ309+KKKXKrXHzMsap8OdW0ldT36hBILD7WX2s3zfZ50hbGR3LgjPYGn33w71vTrnUoTqNuxsrnU7WQq7YZrFEeUjjowkG36HOKKKfKJSYl78Otct7iWGS/t3aOTUYifMfrZ2y3MvbujgL79cdaKKKmWhcZNn/9k=) | ASR 13 x3535 1408 Anden genstand af knogle/tak/tand
5 fragmenter af benplader udsmykket med punktcirkelornamentik. Disse har formentlig været til skrinplader. På bagsiden ses spongiøst knoglevæv, som er velegnet til fastgørelse med lim. |
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) | ASR 13 x3481 1408 Anden genstand af knogle/tak/tand
Fragment af benplade udsmykket med punktcirkelornamentik. Har formentlig været til skrinplader. På bagsiden ses spongiøst knoglevæv, som er velegnet til fastgørelse benpladen med lim. |
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) | ASR 13 x3535 1408 Anden genstand af knogle/tak/tand
2 fragmenter af benplader udsmykket med punkt-cirkelornamentik. Disse har formentlig været til skrinplader. På bagsiden ses spongiøst knoglevæv, som er velegnet til fastgørelse med lim. |
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) | ASR 13 x3495 1408 Anden genstand af knogle/tak/tand
Fragment af benplade udsmykket med punktcirkelornamentik. Har formentlig været til skrinplader. |
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) | ASR 13 x3535 1408 Anden genstand af knogle/tak/tand
2 fragmenter af benplader udsmykket med punktcirkelornamentik. Disse har formentlig været til skrinplader. |
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) | ASR 13 x3534 1408 Anden genstand af knogle/tak/tand
2 fragmenter af benplader med punktcirkelornamentik. Disse har formentlig været til skrinplader. |
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) | ASR 13 x3535 1408 Anden genstand af knogle/tak/tand
Fragment af cirkulær benskive, med hul i midten. Diameter 4,2 cm, diameter hul 1 cm. |
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) | ASR 13 x3535 1408 Anden genstand af knogle/tak/tand
12 fragmenter af benplader udsmykket med punkt-cirkelornamentik. Disse har formentlig været til skrinplader. |
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) | ASR 13 x3530 1408 Anden genstand af knogle/tak/tand
Tynd benliste med skrå streg ornamentik, de to fagmenter er sammenhørende. |
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) | ASR 13 x3582 1408 Anden genstand af knogle/tak/tand
2 fragmenter af benplader med punktcirkelornamentik. Disse har formentlig været til skrinplader. |
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) | ASR 13 x3535 1408 Anden genstand af knogle/tak/tand
2 fragmenter af benplader, udsmykket med punkt-cirkelornamentik |
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) | ASR 13 x3201 1408 Anden genstand af knogle/tak/tand
3 mulige beslagfragmenter med ringornamentik. |
![](/grafik/intetbillede.jpg) | SJM 348 x722 1408 Anden genstand af knogle/tak/tand
En meget lille perle (ca 3 mm i diam) af ben/knogle, ildpåvirket, skiveformet |
![](/grafik/intetbillede.jpg) | ASR 1015 x0102 1408 Anden genstand af knogle/tak/tand
3-4 perler på bronzetråd. Bronze, rav, ben, elfenben?. Fra bedekrans?
MK 2015: Ni meget små perler på tråd af bronze/kobber. Materialet er svært at bestemme. Sandsynligvis er der tale om otte benperler (ø. ca. 0,4 cm), som er irret sammen med kobbertråden og også har taget farve derfra. Alternativt kan materialet være metal i form af bronze eller kobberlegering. Desuden én skæv, cylindrisk perle af tand, evt. elfenben (ø. 0,4 cm). En lille afbrækket flage af samme materiale er irret fast på den yderste benperle, så der har oprindeligt været mindst to perler af tand på tråden. |
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| ASR 13 x4255 1408 Anden genstand af knogle/tak/tand
Fragment af genstand af ben. Aflang, afbrækket i begge ende. Den ene ende har måske været tilspidsendende, mens den anden er fortykket, og er knækket gennem et øje, mens der er endnu et øje/gennemboring herunder. Længde: ca 5 cm. |
![](/grafik/intetbillede.jpg) | ESM 0450 x1126 1408 Anden genstand af knogle/tak/tand
Brændt ben |
![](/grafik/intetbillede.jpg) | ESM 1697 x0136 1408 Anden genstand af knogle/tak/tand
Brændt Ben |
![](/grafik/intetbillede.jpg) | ESM 1697 x0163 1408 Anden genstand af knogle/tak/tand
Brændte ben |
![](/grafik/intetbillede.jpg) | ESM 1697 x0805 1408 Anden genstand af knogle/tak/tand
ben |
![](/grafik/intetbillede.jpg) | ESM 1697 x0971 1408 Anden genstand af knogle/tak/tand
Brændt ben |
![](/grafik/intetbillede.jpg) | ESM 1697 x0973 1408 Anden genstand af knogle/tak/tand
Brænt ben |
![](/grafik/intetbillede.jpg) | ESM 1697 x0975 1408 Anden genstand af knogle/tak/tand
Brændt ben |
![](/grafik/intetbillede.jpg) | ESM 1697 x1003 1408 Anden genstand af knogle/tak/tand
Brændt ben |
![](/grafik/intetbillede.jpg) | ESM 1697 x1049 1408 Anden genstand af knogle/tak/tand
Ben |
![](/grafik/intetbillede.jpg) | ESM 1697 x1005 1408 Anden genstand af knogle/tak/tand
Brændt ben |
![](/grafik/intetbillede.jpg) | ESM 1697 x1041 - E 1408 Anden genstand af knogle/tak/tand
Brændt ben |
![](/grafik/intetbillede.jpg) | ESM 1697 x1041 - B 1408 Anden genstand af knogle/tak/tand
Brændt ben |
![](/grafik/intetbillede.jpg) | ESM 1697 x1041 - A2 1408 Anden genstand af knogle/tak/tand
Brændt ben |
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) | SJM 799 x1024 1408 Anden genstand af knogle/tak/tand
Lille fragmen af skrinplade med langsgående konturriller på langsiderne. |
![](/grafik/intetbillede.jpg) | ESM 1697 x1041 1408 Anden genstand af knogle/tak/tand
Brændt ben |
![](/grafik/intetbillede.jpg) | ESM 1697 x1259 1408 Anden genstand af knogle/tak/tand
Brændt ben |
![](/grafik/intetbillede.jpg) | ESM 1697 x1255 1408 Anden genstand af knogle/tak/tand
Brændt ben |
![](/grafik/intetbillede.jpg) | ESM 1697 x1216 1408 Anden genstand af knogle/tak/tand
Ben |
![](/grafik/intetbillede.jpg) | ESM 1697 x1201 1408 Anden genstand af knogle/tak/tand
Brændt ben |
![](/grafik/intetbillede.jpg) | ESM 1697 x1212 1408 Anden genstand af knogle/tak/tand
Brændt ben |
![](/grafik/intetbillede.jpg) | ESM 1697 x1260 1408 Anden genstand af knogle/tak/tand
Brændt ben |
![](/grafik/intetbillede.jpg) | ESM 1697 x1243 1408 Anden genstand af knogle/tak/tand
Brændt ben |
![](/grafik/intetbillede.jpg) | ESM 1697 x1205 1408 Anden genstand af knogle/tak/tand
Brændt ben |
![](/grafik/intetbillede.jpg) | ESM 1697 x1256 1408 Anden genstand af knogle/tak/tand
Brændt ben |
![](/grafik/intetbillede.jpg) | ESM 1697 x1273 1408 Anden genstand af knogle/tak/tand
Brændt ben |
![](/grafik/intetbillede.jpg) | ESM 1697 x1222 1408 Anden genstand af knogle/tak/tand
Brændt ben |
![](/grafik/intetbillede.jpg) | ESM 1697 x1236 1408 Anden genstand af knogle/tak/tand
Brændt ben |
![](/grafik/intetbillede.jpg) | ESM 1697 x1225 1408 Anden genstand af knogle/tak/tand
Brændt ben |
![](/grafik/intetbillede.jpg) | ESM 1697 x1258 1408 Anden genstand af knogle/tak/tand
Ben |
![](/grafik/intetbillede.jpg) | ESM 1697 x1258/57/1202 1408 Anden genstand af knogle/tak/tand
Brændt ben |
![](/grafik/intetbillede.jpg) | ESM 1697 x1257/1258/1255 1408 Anden genstand af knogle/tak/tand
Brændt ben |
![](/grafik/intetbillede.jpg) | ESM 1697 x1256/1255 1408 Anden genstand af knogle/tak/tand
Brændt ben |
![](/grafik/intetbillede.jpg) | ESM 1697 x1259/1258 1408 Anden genstand af knogle/tak/tand
Brændt ben |
![](/grafik/intetbillede.jpg) | ESM 1697 x1259/1256 1408 Anden genstand af knogle/tak/tand
Brændt ben |
![](data:image/jpeg;base64,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) | SJM 3 x0513 1408 Anden genstand af knogle/tak/tand
Beholder af (naturligt?) udhulet form af hvalknogle. |
![](data:image/jpeg;base64,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) | SJM 3 x0197 1408 Anden genstand af knogle/tak/tand
Takspids med tværgående indridsninger. Ornamentik? Prøvestykke? |
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) | SJM 3 x1036 1408 Anden genstand af knogle/tak/tand
Lemmeknogle med gennemboringer, hvoraf kun det ene af to er gennemgående. |
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) | SJM 3 x0906 1408 Anden genstand af knogle/tak/tand
Takspids med gennemboring. |
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) | SJM 3 x0910 1408 Anden genstand af knogle/tak/tand
Lemmeknogle med boret hul, der ikke er gennemgående. |
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) | SJM 3 x0941 1408 Anden genstand af knogle/tak/tand
Plade af tak, afknækket i begge ender. Tværgående indridsninger tæt på brudene. |
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) | SJM 3 x1222 1408 Anden genstand af knogle/tak/tand
Gennemboret, nedre del af rosenkrans. Cirkelrundt hul, med slitage. Ydre kant ukurant. Skive fra rullebor? Hullet er noget større end i tilsvarende tenvægte. |
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) | SJM 3 x0990 1408 Anden genstand af knogle/tak/tand
Fodknogle fra dyr med boret hul, der ikke er en gennemboring. Forarbejde? Vedhæng? Amulet? |
![](/grafik/intetbillede.jpg) | SJM 3 x0010 1408 Anden genstand af knogle/tak/tand
Skrinplade med et nittehul. |
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) | SJM 3 x0010 1408 Anden genstand af knogle/tak/tand
Skrinplade med et nitteul. |
![](data:image/jpeg;base64,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) | SJM 3 x1056 1408 Anden genstand af knogle/tak/tand
Lille fragment af uitendificeret genstand. Mindst 1 brud. |
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) | SJM 3 x1036 1408 Anden genstand af knogle/tak/tand
Gennemboret takspids, behugget også i den tykke ende. |
![](data:image/jpeg;base64,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) | SJM 3 x1036 1408 Anden genstand af knogle/tak/tand
Gennemboret takspids. |
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) | SJM 3 x1132 1408 Anden genstand af knogle/tak/tand
Knogle med to gennemboringer oo udboring i enden. Epifyser mangler. Brummer? |
![](data:image/jpeg;base64,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) | SJM 3 x0964 1408 Anden genstand af knogle/tak/tand
Små kiler? |
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) | SJM 3 x1211 1408 Anden genstand af knogle/tak/tand
Takplade med delvist vellykket punktcirkel. Prøvestykke? |
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) | SJM 3 x0993 1408 Anden genstand af knogle/tak/tand
Afsavet ring med rå kanter, flækket. Affald? |
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) | SJM 3 x0912 1408 Anden genstand af knogle/tak/tand
Stykke med afsavning i begge ender. Ornamentik i form af punktcirkel. Prøvestykke? |
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) | SJM 3 x0937 1408 Anden genstand af knogle/tak/tand
Takspids med tre indsavninger. Halvfabrikata? |
![](data:image/jpeg;base64,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) | SJM 3 x0937 1408 Anden genstand af knogle/tak/tand
Takspids med indsavning. Halvfabrikata? |
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) | SJM 3 x0927 1408 Anden genstand af knogle/tak/tand
Fint tildannet stykke med fem uregelmæssige indsavninger. Prøvestykke? |
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) | SJM 3 x0949 1408 Anden genstand af knogle/tak/tand
Kile tildannet af takspids. |
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) | SJM 3 x0949 1408 Anden genstand af knogle/tak/tand
Takspids, udulet, udboret. |
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) | SJM 3 x0960 1408 Anden genstand af knogle/tak/tand
Takspids med tildannet, stump spids og indsavning i den tykke ende. Forarbejde? |
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) | SJM 799 x0012 1408 Anden genstand af knogle/tak/tand
Fragment af benplade. |
![](data:image/jpeg;base64,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) | SJM 799 x0021 1408 Anden genstand af knogle/tak/tand
Benfløjte? |
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) | SJM 3 x0815 1408 Anden genstand af knogle/tak/tand
Endestykke med ophængningshul. Stykket er med buet kant og afrundet, boret hul (0,6 cm i diameter). Flækket på langs. |
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) | ASR 951 x044 1408 Anden genstand af knogle/tak/tand
Fragment af hængesmykke (?), af ukendt organisk materiale.
Ben/knogle? |
![](data:image/jpeg;base64,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) | ESM 2713 x0327-2 1408 Anden genstand af knogle/tak/tand
Beholder eller hylster af ben. |
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) | SJM 763 x04 1408 Anden genstand af knogle/tak/tand
Fragmenteret benplade. Blankpoleret på den ene side, rudeskravering på den anden. |
![](/grafik/intetbillede.jpg) | GRM 61 x02 1408 Anden genstand af knogle/tak/tand
Hjortetaksøkse |
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) | SJM 652 x009 1408 Anden genstand af knogle/tak/tand
Småfragmenter af brændt ben genstande med krydsskravering i et bånd. Funktion ukendt. |
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Pilerende til armbrøst. Materiale er knogle. St. længde ca. 5 cm. |
![](data:image/jpeg;base64,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) | ASR 11 x0316 1408 Anden genstand af knogle/tak/tand
Ca. 10 cm langt, fladt benstykke med indridsede dekorationer på den ene side og mere tilfældige ridser på den anden. Kan måske være starten til en kam eller et skæfte, men kan også være et øvestykke. Det ligner renæssanceornamentik. Der er nok tale om et stykke, der har været lagt ned i et stykke træ. |
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Smykkevedhæng af ben? Det er en 4,7 cm lang 'pind' med en gennemboring. I hullet var rester af kobbertråde. Lignende genstand er fundet ved gadegravningen i Sønderportsgade, ASR 1843, måske er det seletøjspynt? |
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Remendebeslag i ben. Største mål 3 cm. |
![](data:image/jpeg;base64,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) | ASR 11 x0879 1408 Anden genstand af knogle/tak/tand
Ben med boret hul. Længde ca. 6,5 cm. "brummer" |
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Bearbejdet ben med ornamentik. Største mål ca. 3,5 cm. Fint, drejet arbejde, anvendelse uvis. Måske fra skaft. |
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Ca. 7 cm. lang knogle med en gennemboring (ø:4 mm.) tværs igennem. Brummer |
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Ca. 5 cm. lang knogle med en gennemboring (ø: 5mm.) tværs igennem. Brummer |
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| ASR 11 x6464 1408 Anden genstand af knogle/tak/tand
Sold. Astragalknogle med gennemboring. Største mål ca. 6 cm. |
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Gennemboret knogle. Såkaldt "brummer" til at lave lyd. Største mål ca. 6,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 1015 x1000 1408 Anden genstand af knogle/tak/tand
Tre fragmenter af ben med dekoration. |
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) | ASR 11 x2456 1408 Anden genstand af knogle/tak/tand
Fragmenteret bæltespænde af ben med ornamentik. Tornen sidder løs. Største mål ca. 3 cm.
Remspænde |
![](data:image/jpeg;base64,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) | ASR 11 x3079 1408 Anden genstand af knogle/tak/tand
Pergamentprikker (ifølge LCB), med spids af jern og skaft af hvalrostand/elfenben. L: 7 cm.
Stylos, stylus |
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) | SJM 3 x0212 1408 Anden genstand af knogle/tak/tand
Runepind, let hvidbrændt, relativ brændt.
Runeindskrift.
Runer. |
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) | SJM 3 x0815 1408 Anden genstand af knogle/tak/tand
Fodknogle fra gris, hvor epifysen ikke er helet og mangler. Med gennemboring. |
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) | ASR 990 x3 1408 Anden genstand af knogle/tak/tand
Kile
Tildannet af større knogle |
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) | ASR 1988 x367 1408 Anden genstand af knogle/tak/tand
Fragment af stylos?
Bengenstand, aflang, spidsende til i den ene ende, men yderste spids knækket af.
Med drejet, profileret hoved, hvis yderste ende, måske en knop, er knækket af. Længde: 6,4 cm.
Stylos? Pergamentprikker? |
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) | SJM 1160 x0102 1408 Anden genstand af knogle/tak/tand
Remendedup. Ornamentik i form af konturlinier på forsiden, intet på bagsiden. |
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) | SJM 3 x1130 1408 Anden genstand af knogle/tak/tand
Stemmeskrue/stemmenøgle med tre gennemboringer, der er indpasset i ornamentikken af punkcirkler. |
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) | SJM 3 x0850 1408 Anden genstand af knogle/tak/tand
Vedhæng af takspids med fint udført ophæng og dekoration af lodret, dobbelt stregornamentik. |
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) | SJM 3 x0847 1408 Anden genstand af knogle/tak/tand
Stol med seks indhak til strengenes fordeling til strengeinstrument som f.eks. en lyre. Musikinstrument. Strengeinstrument. |
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) | SJM 3 x0925 1408 Anden genstand af knogle/tak/tand
Ambolt- eller hammerlignende redskab med tildanning og indsavninger i alle tre ender. Den (øvre?) del har en brugsflade, som er dannet i rosenkransdelen. Den modsatte ende (den første takspids) er med mindst to furetildanninger, hvor eksempelvis krumning af tråd eller lignende kan tage form. Enden er afknækket. Den (nedre?) ende er afglattet og muligvis varmepåvirket) og den kan eksempelvis sættes ned i bord eller tilsvarende. 11,2 cm. høj, 7,5 cm. bred (udtaget af ID:200311006).
Det er et brugsredskab nok til hjælp for eksempelvis kammagerens nittetildanning, brozestøberens ciselering, sølv- eller guldsmedens udbankning og lignende. |
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) | SJM 3 x0799 1408 Anden genstand af knogle/tak/tand
Flad takspids med tildanning i enden. |
![](data:image/jpeg;base64,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) | SJM 3 x0965 1408 Anden genstand af knogle/tak/tand
Skinneben (tibia) fra får/ged. De ene ende er lige afhugget, den anden ende med delvis gennemhulning. |
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) | SJM 3 x0837 1408 Anden genstand af knogle/tak/tand
Flad takspids med brugsspor og slid i spidsen. |
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h5H+YCM5DsBjr82CD6Hp2z9ehtluWstOhcJJtL6hCg3oQpC7NuB2Xnr8xAyM16P4i0keHZtUS4KEmbabU8uVDHdtU+o7+3euS1DQLXxNHLpkwmaHPmfa4vnEJwo8pTyc4LHp1Oa+Oi3GTT6Hvv3kYMOkXui3WnxfYrqOO4Q3VwzOGnyuFZwoAXewIOADgDBBycdn/Y+l+Gs6jYxQWOoGD571IxuCK2QgTvyG+7jO73rqrdbXS4v30rwCC2S28zO94lU8Hcc9epznOMnpXK+OdN1LVLexNlYKkV7dL5ELqMKrDeXOT1IXr/D1HWlzSloHKlqcL44mnvtL0fTfPu9QuX8v7RE8RgKSGXLu8cZDBi6qAN20jGM859c0N7mRb208qSNbo+VE2AJEAT7z5yc7Qo3E5yvTjmpefDe21K4Nzd23mKGiIMgw2UCASbh93JXGA33fckVrzWrWcYlEkiIXWSdwxYykoEUAjouQCcY5UnjNRJpqxUe5eW8tbe3t7y1XaZ33yTybgIs/wAXPIPORkdBjgVLFeW01qHtmEy25eKKVANwAxuJJ7lgf85rKjtZIo4ZJYZ58Bi1tJ5bhgzAMzFuMjJ5B6EjnitGz023ghjMWYxDk4+7vBzyQAB3PQVj1NDp/Cd8NH1y1lMm7MgLuT37/htNe7L0r5nsoftlybgOyRo33uOuB/T/ADxX0L4avv7S0OzuOSzRgNn1HB/UV7OAlo4M4MRHVSNSiiivWOMKKKKACvy+/wCCl1i2ofHDToVPzPpduq+3zyc1+oNflx/wUy1mXS/jnpzRAFo9Lt3wRxxI5/pWtP4jOpsfNnxb0gaP4S0dltRDllBmXRHst/yf89WOH/Dr1oqx4s0nSvFehadGPEPhfSZRtkeRr3UZXbK8hleNlU9/lH6UV3HJF6H7pUUUV5h3hSd6OtFADWFQtGTU9NIq0zJogMdJ5Y9KsbaTbTuTYx9S8M6XrLBr7TrW7dejTQqzD6Eis9Ph54cj27NFsk2ksCkKjk9eldRto20tHuh69GcxN4B0C52GbRrOYowdfMhVsMOhGe4yeae3g3RQWI0mzBbqfIXn68V0fl0eWKa5V0DXuc7F4R0uBSsdhCiHnaq4FNm8E6NdRlJdMt3XuCldJ5dKsdK0OyH73c5B/hloMzKxsmUrj7s8g6Zx/FyOTTpfhboV0oEkUvXgrIRiuv8ALp1Yyp039lfcaxlNdWcjB8K/D0Mm420kp9GlYD64GK6q1tYrO3SCCNYokGFRRgAVLRTjGMfhVhtt7sKKKKoQUUUUAFflJ/wVGuN3x0s4ueNJg6f70lfq1X5Kf8FTr0xfHy2TIx/ZVvxjnq9a0/iM57Hg3xi1K7uPCOhwzXF9IkZG1LrxJZ6kg+T+GKFQ0X/Aj7daKu/EbTNPXwjpj69FrukBos2ki+CrOwSeTYMAzJMrOvTkg8c4ortZzR2P3XzRRQa807Q5ooooAT6UUtFAhOKMUtFAxNtGKdRQA3bS7aWigQlLRRQMKKKKACiiigAooooAKKKKACvyN/4KjL5v7Qyg/wAOmW//ALNX641+RH/BT5/+MjpB/wBQ62H/AI6f8a2p/ERLY+d/iVZaSuh6QLCDSIZ2/wBY2nQagjt8o4c3LFT/AMAH6UV0njLXNGh0fTE1mO88QKF/dxp4qNz5J2jJ2mH5M9PworsZyRbtsfu19aM0lFeedgu6j1pKKLAOFFNopWC46jNJzSUWHcdS02jdQFx1FN3UuaQxaKTNLQAUUUUAFFFFABRSZpaACiiigBK/Ir/gpyy/8NFXBGBILG2+9yPuV+urV+Pv/BTWYD9pfUABuIsrUc/9cga1p/EZzPEPjJJN/Yui/aJruRRv2rO9mQPlXp5BLf8AfX+NFXvidqF14T0OzifQ7eNL+N4jJqHhNbBgNoyY5GJLNz1GCOD3orse5zx2P3g3Ck3j1r8RT+2R8d7WaRG8U+INymQMsm7jy/8AWA8cbe/p3qFv2wPj35uxvFXiLf5gjCZYHcV3BcY6lecenNcvs2acx+4O4Ubh61+H/wDw2V8dwiEeKdfcbUYHLchzhD0/iPA9e1LJ+2T8dFt2c+K/EKiMM7EswAVW2sTx0DcE9jxRyMfMft/uFJuFfh7P+2H8fPMMZ8T+I1ZWdCuXB3Iodx06qpDH0BzUMf7Ynx6meNU8V+JGMjQogVnO5pQTEBxyXAO31xxR7Ni5j9ydw9aNw9a/DH/hsr47/ZzOfGHiHyBF5/mb3C+X5nl784+7v+TPTdx1qV/2wPj5GzxP4r8SrLG80bKzSAq0K7pgeOqKQWH8I5OKORj5j9ydw9aNw9a/DeP9rj4+STJGnirxO8kjwxIgeQlnlXdEoGOrqCyj+IcilX9sD45tCJR4r8SLE0KzeZ5khUoX2B8nopf5c9M8daORhzeZ+5GaK/EJv2tvjwpdZPFXiSN4/NU7nkGDF/rAw7FMjPpnmmf8NX/HYyAP4r8T+ezBFiWWU5YpvA+u35senPSj2bDnR+4GaN3vX4Zv+1l8eZAuzxX4o/eGPZtml+bzCRHj/eIIGOuOKhP7WHx2W3aZvGHigQrG0rSG5lChFcRs2fQOQpPqcdaPZsfN5n7p7qN1fhun7UHx8V5lfxZ4rVo3ljZDPNkNEm+VSOxRPmb0HJqxbftS/Hm6u1iXxP4oeWXyY40WaXJedC0AA7lxyv8AeHIzS9mw50ft/upd1fheP2qPjm9usw8ZeKTAYftAk+1S4MZl8rfnP3fM+TPTdx1p91+058eIlZH8W+LI3R5kZWuZgQ0IDTA88FAQWHbPNHs2PnP3MzShq/D2P9pj47eWg/4SnxS0zFYRGbiYkyMu9R16lPmA7jmqMf7TfxzkSJ08W+K5I5EjdGF5Phg7FUI5/iYED1INP2chc6P3R3CjIr8LJP2mPjqsLTP4u8VRxIruzG8mACo4RyeegYhT7kCmTftFfHnc8beLfFyyRvLGy/bZwQ0cfmSA89VT5j6Dml7Nlc6P3UZq/HD/AIKZXin9p7V0B+ZbW0DDP/TFa81P7Qfx1vBDDF4t8XSSySW8SKt9cbmadS0AHzcmRQSo7gcV5F488ReJvEetLqvia7vr7ULyNZVu9QkaSSWMZVW3MckfKQP92tIwcdWQ5KR1HxO/s2ax0z+yl0OVhu8z+xpNQdhwuN/2rgd8bPfPaisVfjZ8QflUeNvEIAGAo1Sf/wCKorYzs0ep3Hgn47Xk907/AAX8Yr9ok1KRseGr75TeAB8fu/4ccfrW74u+Hfxq0fxfM2m/CPxfqFtHd298kw8PXrhnW0WIrlUxgZP4iiisOdl+zjcxtD+Hnxs/tDT4Lv4O+NIbIHT4Zph4avyVjtpNwbHl9Tk5+nFN1r4dfG57jVbW1+D/AIzls5IbuzjmPhm+BaOW68/f/q+ueOnSiilzsfs43Nrw18O/jX4i8Syf2p8I/F2nQOdVvjIfD16i+ZNYGIJlkxyY0AHUlselc9b+CfjzZ3FjKnwX8YubOfS503eGr/BNijJGD+76MHO79MUUUud2D2cbk+k/Cn4xXXhPW9Ov/hH42t5I9CGnWQTwzfkzMdUiuyD+6wDgyegwo79Y73wb8e77ULy7b4L+MFkubvVrtgvhq/wG1CAQygfJ0VRlffrmiijmY+SJu6T8OfjXbeHZdbPwl8XLq9jrOhy29k3h29/epaWk8Qbbs3EfLHuI6F+2RXMH4d/Hf+yE08fBrxmYl0+PTwx8NX2diXX2kNjy/vFuPTFFFU5MShE39a8D/Gq60W3uYfhH40bVrybVmvLf/hGL8JCt3s5U+X/vY5PTms1fB/x7+2x3J+C/i8uk6zj/AIpm/wAFlthbgH5Om0Z+vtxRRS52Hs4mtr3wx+NHh+Pw8mmfCXxdfItjpk83/FO3rFJrcuwQ7U45bkHn6Vzz/Df47S6bNYH4O+MlhmtJrN2Hhm/3bJLpblj9zruUAe3vzRRT52ChGxveKvBPxrXxRrZ0j4ReNLnTJtQ1O4t5pfDF+GdbuD7OxI8sYwgBAxweuelXfAPw/wDjbfeP/D0WpfCbxZZae2qaM89xJ4cvY1jSyj8iNixTABRiWJ7jPA4ooo52L2cbHLN8NPjtDp409fg/4xaGPT10wOPDN8W8pb37Xuzsxu8zj029s81s6f4F+NWqajqEmsfCLxpBHLHrFyjQeF7/ACbi8g27f9Wfl3KuPTJyaKKOdj9nEqQ+Dfj8t4l1/wAKf8XrNFcw3a58M3+0tFAYVB+ToV5PvWloXwv+NMfhG/ll+FPi+O900adFZQHw5egyrFNJJnbsy2C3OOxHSiijnYOnEwrj4f8Ax6utNntG+D/jARTQzwNjwxfA7ZZ1mbHydQygD2P41r3ngf42TaEbpfhH4zOuXGo6hNPF/wAIvfeWsVxaJbkr+764L454IHWiijnYeziZOn+Cf2gbC6tbiP4PeLzJbXGl3KbvC99jdYxGKEH5OhVju9T0xVX4kfs6/F3UrXwkbf4WeNLh4dGjjmEXh68by382UlWxHwcMOD60UU+dhyJPQ43/AIZk+MxA/wCLSeOgf+xbvf8A43RRRS5mXyo//9k=) | SJM 3 x0818 1408 Anden genstand af knogle/tak/tand
Lille kile af tak. |
![](data:image/jpeg;base64,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) | SJM 3 x0821 1408 Anden genstand af knogle/tak/tand
Symmetrisk, lille genstand. Dårlig bevaring. |
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) | SJM 3 x0769 1408 Anden genstand af knogle/tak/tand
Rensdyrtakspids, hvor spidsen er tildannet som redskab. |
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) | SJM 952 x211 1408 Anden genstand af knogle/tak/tand
Ledende fra stor rørknogle, som har været brugt som redskab til at presse, hule, støde etc. På engelsk kaldet awl. en slags multitool med flere funktioner. Der er slid på den spidse ende. |