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) | ASR 9 x565 030802 Hvæs Mørk grå
Hvæssesten af mørkegrå skifer. En primær slibeflade med bred hulning. Mål: 4,8x1,4x6,9 cm. |
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) | ASR 9 x534 030802 Hvæs Mørk grå
Hvæssesten, mørkegrå skifer. Større fragment, slib på een side. Mål: 8,2x2,5x8 cm. |
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| ASR 9 x475 030802 Hvæs Mørk grå
2 fragmenter af hvæssesten. Mørk skifer. Det største: 2,5x0,8-1,4x12,6 cm. Kun slibespor på to flader i den tynde ende, den anden ende holdes i hånden. |
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| ASR 9 x546 030802 Hvæs Mørk grå
Hvæssesten af mørkegrå skifer. Slib på alle kanter, også delvist på endekanterne. Mål: 2,3x0,7x6,7 cm. |
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Fragment af hvæssesten af lys-grå skifer. Mål: (1,9) x 1,0 x 3,5 cm. Slib på to sider, i den ene en meget kraftig nålefure. På den bredde ikke slebne flade, ses tynde bueformede furer, 'graffiti', der samles på endekanterne og slutter ved den markante nålefure på den slebne side.Største mål: 2,5 cm. |
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) | ASR 9 x548 030802 Hvæs Mørk grå
Hvæssesten af mørkegrå skifer. Slib på alle flader og delvist på endekanterne. Bred markant nålefure på den ene side. Mål: 1,8-2,5x0,9x8,2 cm. |
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QSc8Z69v61GxQ77XIqyTLGd7PtVcYzjHJ4+tUJpp47xt5ZLdwHJZc7D6Dn+VXrq1mZ1BtZpVVAQ0JBCDGPu9ScelMNxJ9jxLC0UTLlSRjPPH6VaatcnqcLfa4LrUlQbobfGx3UBuBz9evatC0uLeV7by5WPkEuxc8rx1Hv6Vg+J7ADUjsdUVhkHJ5PrUOhq27CSsXBHysf1+lHxamy2sdybo3G6ZGxI33pGBBx7596zvE2nvqdut1C8iajAp8uSObb5g4yrcHIP6GgXM0yll24BDtuGOQf/AK9OguFjuo/3u+LgspH1461nUoxqpMcKsqbK+h+KL+4t1N1aQWMKLtkTAkklPVnLBupPsDjH0CXWv20MQECEXKuWjMJCkMR7kD05z6jFak+gTTNHdRzxzW7B2ePAXYoHAPPPBB471kXnh2Dzl/dtbowVGkZskepx6nnr/wDXrl9h9mx0+1je511x4kt9Z8ONCdrT3KGKS2k+UpkYb1z+Hrmr3g/Wzb2el6rbzedd6ZMryRx/LtbzNy7h/wABHP8AtHNeXSeOPBvhG4VZNaiv5l+ZI43EjD1BCjrx37Vf0v4gnVLrSr3QSpiuVeC7tZIwhjYnADnHcNx/uk1tTpzTTfQzlKFrI/UbQbxL7T4Z4zuSRQyn1BGRWnXln7P/AIobxJ8O9HnkI85IzbuB6xsUH5gA/jXqWa+shLmimeLJWdhaKbRVEHOTH94aj3VNeLtkzVbvTZoeD/tZeBf7a8O6f4itlVLnTZRFPIBz5DnAJP8Asvj/AL7NfNmm65EZDGCECtyOMcdfev0A1bTLbXNNu9Pvolns7qJoZY2GQysCCK+GPiN8N4/APjGS0gIjSE5C/wB9ecN+WD/nFeRjIWal3Oqk9LFi1uPJZGYqxJ7KMBeuPp706S9WSWRYU8xWJVe20fh3x/WsezklktSwVY0ViR5jZbHfPTPP86t29xAjNJGRkfMo2g89TgY9685GpO1wI4HZ3j3KvOwg49h1NUYrV1h87zWaNj2IAORwPy//AF1I0zu8bQ2vzMpBeLIxn1PQHgfTNPillj8tHUg7sZDAj09fWtVroyLW1BYRBtZXwGx8rYHbpj1x2pfOhYSb5FUqMuc/ywKa11D9qcbGA3EJuyWHvx17iqrQpb5IuPnDH51XOTwce9VqidHuakIe6uoRAjNwwDjKY75J7j/GqepapJptxLGtuJUUnc28diR165z2qvFqA+a3LYZnKsxQlgSOhP4etMuZZZLyGIFXSQFmaRcep4/XrWdnuO62J7jUmvoYnhZoHK5YPhMAEf5/GoZLV0jCEtcBW+8gLZHOff8AGpVkgXahkKKF6qB/IenFTxXyxtI1rK+7ay+W+3gEZOB17Y+lS72GrXMCbRIppUJKiRm+XzOOOeAO/Q1Rm0uKzvPNgONuWxGmSRkdgPrWqsxBA38bgNzZyP6dO49qrNN5W+RcPKTtAVuq9Mkn/PNNK5XM0T6kq6cqybRKHI3NGPbv6fjWBeapF5zK8iiIfeZscYz1P4VT8deOtO8M6akt5KEmZSUtU5kf1x/LJ9K8N1z4g3viDL3kpsLFQStvaDgk9AzN1PTj8q6KcHYhy1PTNW+MVtZ77XSHbUL1jtWOMFVz6Z78VwPibXNa8XWccGqXEkKy8iKGbaqjpll9+PwNYWkaPqWvzbLFvs1m2Q0kxALnHYZyOK6LRvB8WlyLJcj7Wq8KiyNtPH90jDAH1NU4pFJmSvhqS2uIozdBNiKu6Q5PHRjlc/lnpXXeF7a70mR7nTrlbx7Y5byVKK6jOQdx5OB+OazrqbSNOmZ3Z55nGAnAeXjGFUD5V4wck9OOtXo/EGqR2MkMOnQwJJz9njuODx1cZ3d/u+1DvbQS3PvP9iTxwdS06/0eViWUJeRlz8x3AK+foQn4k19dKdyivzB/ZE8f3Hh34raXb3Vw2NRY2rqxG3LE4AwSB82zqe3Sv05t23QqfUV6OHleFuxz1lrcmoptFdRzmTex5XNZf8Vbky7lIrFuF2SGqZoNNeDftTeCje+H4/E9oWju7BfLm2jIeMn5dw9iT/30K933Vna9o1p4j0W90u9j8y0u4mhkX2Ixx71hVh7SDiVGXK0z8+NI1SHVIYw06O55O0grxxkY/l7V1G21SEoVG5VH8GDwexx/+quS8ceEL/wR4o1DTJrXCLOUG3Ij3Z++Bno3UVNY3VzbRRETvOZCA8TkbDx/D+vrXz/wvU7fiN97srtSJgE3bWBXOeCM8cYxSrfC6uFaRydpwSoC4GeR/k/41TWRPll2fumA3KeBz04/CotgAA3Nyd3fkEjHH+e9bJGJfuJFk2v5uVY4MeMMBnj6D6Gq91br5e1Q20cyMW2kc8jPXH0x+FTw3kMZJaDfvjKht3A6HB7emearzSWciIX2spJVk3cnk5GTnHUijXZgTQWsMMCx206lF5Cnlj37mqt7cG6UYg8tlJ3MHB3ZOBxxz9KatzHD5sMYbeTuVVGSc44/Uf4U63kt54VUuWaMnMSn5eP/ANXvU7AZ5kmXhUdy5HuAM/yx/MVbWb7RGix2qmSFWMnl5wV45Ye3rx1pkkyybjboIvlwdvb39uwqOzRrbUlliVuSSfUDjdnpnjIo3YXJVMNmvLRkqCwJBwOD7/z715D40+NTxzyad4chE1wxZHuZFIRex2Dq2OenH1rf+N/iIw3x0nQbOaB8/wClgSFtrEA+UvpgHnJ9sda4exsUjtw0umrM4OXmMu3pjgHr1xn6itYx5dWPc5+z0nUtSujeaohuriYYjnaUjaTzj1UDOcDHHoKvW3h2S1uop9VkbUEVi8SzSN5Y9l59Pb8a1rjUpY42MDzIzEF0U5B5wM8hsenShVvJrcrvmSGQAKJmxtHUEDPY8+nHrV3dg0Fl1K3uYfMttsbJwRb8BOP72eTwPXg1AtvPqEaxySTzRgBgv21lJ9DkYwPaopNC3XAMt1uwOcxAAc8jBOMY79amXTftDD7ISkecGR2YgnvgAk5/+tzRog3LUNnZ6O0f+l26vJ/rhHGyd+QS3UD19+ta+m2b65fDT9MsllebAUQKTK3PBXsBnuOtdb8I/gL4j+K2prY6LFNMIji51a5LLBCPQn+Jvbk/0/QD4H/sx+FPgvYrLbwLqWuSAefqM6859EX+Efr71tToupq9hOaiecfsz/ssyeD5LbxL4kCHVsbobcIMQ5BGf97B/CvqeNRGoUdAMCikNejGKgrI5ZSctWOzRTN1FUQQtyKzb+HgkVpVXuI9yGrNDCLU1mp86lHPpUIwvAGOc8VIjwf9pjwGdQt4NZt4EMcg8m9bH3SBmN/028/7NfNFrqBhNvExOY+ikdee4FfoDrekwa/o99pt0N1tdwtC474YEZHvXwB4p8F6v4J1y4025iid45WTchJRgpwOCBjKkEe1eTiaSjLmXU6qcrq3YsNefapjtLLINwQ7SpY9cjjkYPb1przGM9cH7rMPmweev9Kw7zz7Xy5kiV51O0eZIyEZ/wBo549emM9Kda6wt5DsMMlvLGTuhkAypPfI6+xzXKrlNGtb38cUhmA+dyELEEKfXjj86r3zNJalIN2clgVJGO/XByelUiZJGAj5G3JHQepA/UfnV2G6Wywy/O7DOWYEEdcYxV2JK9v532jeSH2jbydvAHOfxNWYbUTSSSBASxXJGByBjgD29vTJ5q5Z3sKxzTXEcckrHEfAXaT3wPw61Q+3QrLKyT+ShbBAwePT+fXilZhcuWtu+2Q7UU4+Vd47D+Zxiuf8Va7eQqlvBfC2uXOPNJy6L0BUY+9xwe1at3rVtDHK3li3hALHcMMFBzkkdT19Otedi4n13Vp7sTAGRlG0sQxB4Azx6469zTUWF0yNtLuIGkjHlXDbjKZTlS5Y5JJ6k8nOTyehpI4o47yTyovJKgATc8L2HByeTnJ+vNatxpd1bX1zAWf9y7K2RtIwcYxxzwPz/Cs8aPBeQzGa2khlkbaZomwSMdgMY61VtNSvQxb9ZLi4CpBZAlySWy+8Z45J68+nHPpVe8tWWVS0p3Lu/db2fr3/AA9Bk8VrXNmmn28caXCWQYhRM2WkYdhk56VteD/BU3i7xBZaTpsDz3VxIsaxKN5b1OegGO+OKV+iLt1Zl+AfA+o+LtWW30+xl1S5Y7IYEjZvMY9cj+fYevFfbPwf/Ya0mxWHVPHH+l3DgP8A2PBIRBGfRyD82PQcfWvbPgv8E9E+EuhxpbWsb6tMg+03e0bif7o9FFelZr0qVC3vT3OWdTpHYpaLoen+HNNh0/S7KCwsoRtjgt4wiKPYCr2aaWpN1dhgLmmmjNJSGLuopuaKkQ001hlaX8aO1WUZN/D3ArLbO7iuhu49ymsK4UxsR0NSIj5Arzf4rfBXS/iQn2wXVxo+tRpsj1C0wSV5wro2Vcc+x9xXo+44pG5ocVJWYrs/PT4nfCjxd8PZEF3qFtq9shwtxGjQPjPdfmH6nqfWvP7nVtWkkDSIrMqld/mkFs468ew/U19+/GbwaviDw/Ooj3PtJHFfDOsaVLpl9NbTIUeNiORUxw1KXQHVktDnzrmtRqoSBHycsN4A69uKcuvao0eWs9svOCkgbH54q6YvamiL2q/qtMn2siG48Tas0MccVszeWMBpWTcenGQfrUY1a7jgWQWkzXecsvmqI+h9z6+lXPJ9qetqW4C5NR9Upj9tIzm1zUriZQ+motvnJRZQf5+noauNeRJmQWc8zHHBKqwx6YOM1pWug3V0RshbH0rdsvANzNgyMEHsM0fVaQKrPoYWsa9FqMMb21hem+l3PcS31wrfMxJJ3KTuOT/dHXFY91c+JLmMJYWlrJKOFMjM4HvgAZr1bTPh7axsDLumPpXqPgz4UXerSxJDZ/Zbc9ZGXHHtR9WpItVJnzf4f+D3iHxVdW4v4IGkkdScgk/REHQfjX3X+zb8AbT4aQyardp52sXC4MsgGYk6hF9Oev4V2Hgf4Y6b4dWMw2ymYfemcZY/4V6TEgiQKOgFCpwi/dQ+aVtWSUZptJmrIHE000maSgoXdRmm5ozQAtFNoqRFn7FN/c/UUn2Gb+5+orVoqzPmZkPp8zDGz9RWbd+H7qTlI8n/AHh/jXU0UrBzM4v/AIRu/wD+eP8A4+v+NJ/wjd//AM8P/H1/xrtaKYuZnB3nhG9u4SjW+QR/fX/GvJfG37Lq+Kpmm+wqkp/iWRB/WvpaigVz4muP2ItTZyYgwH/XaP8A+Kqq37EWvK2V5H/XaP8A+Kr7joquaXcWh8TW/wCxlrsPBt1b3M0f/wAVWhb/ALIOtwnP2WPP/XWP/wCKr7Jopcz7jPkmH9ljXY8AQqB/11j/APiqv2/7MOs7gHAQdz5iH+tfU9FF2O54X4Z/Z4i0eVZbmPz5B/eZcfzr06w8LrZRqiQKoX3FdNRUj5mZUenyR9Ex+Ip/2Ob+5+orSooFzMzfsc39z9RSfY5v7n6itOigOZmV9im/ufqKT7FP/c/UVrUUWHzMyfsM/wDc/UUn2Gf/AJ5/qK16KLBzMyPsM/8Azz/UUVr0UWFzMKKKKZIUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf//Z) | ASR 9 x523 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørkegrå skifer. Mål: 4,6x1,5x7,3 cm. |
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| ASR 9 x515 030802 Hvæs Mørk grå
Hvæssesten af mørkegrå skifer. Regelmæssig, skarpkatet. Dene ene ende flad, den anden afrundet. Gennemboring i den afrundede ende. Mål: 2x0,7x3,7 cm. |
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| ASR 9 x412 030802 Hvæs Mørk grå
Hvæssesten af mørk skifer, brunlig overflade. Stenen er reelt mørkegrå. Slib på alle fire sider. Mål: 3,8x1,8x12 cm. |
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) | ASR 9 x329 030802 Hvæs Mørk grå
4 fragmenter af hvæssesten af mørk skifer. En helt slebet på alle kanter. Mål: 1,5 x 0,8 x 1,7 cm. En anden med skæremærker på tværs af stykker, ved brudflade. |
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| ASR 9 x395 030802 Hvæs Mørk grå
3 fragmenter af hvæssesten af mørkegrå skifer. Mål: 1,7-4,3 cm. |
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) | ASR 9 x137 030802 Hvæs Mørk grå
Fragment af hvæssesten. Mørk skifer. Mål: 1,8 x (0,8) x (6,9) cm. Slib på tre sider. |
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) | ASR 9 x137 030802 Hvæs Mørk grå
Fragment af hvæssesten. Mørk skifer. Mål: 2,8 x 1,7 x (5,5) cm, afbrudt i den ene ende. Kødbensformet, to nålefurer, den ene meget markant. |
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Fragment af hvæssesten af mørkegrå skifer. Mål: 4 cm. |
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) | ASR 9 x261 030802 Hvæs Mørk grå
8 fragment af hvæssesten af mørk skifer. Største mål: 1,5-4,5 cm. |
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) | ASR 9 x500 030802 Hvæs Mørk grå
Hvæssesten af mørkegrå skifer. Pyramideformet. Slebet på alle fire sider. Mål: 1,5-0,7x1,4-0,8x5 cm. |
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| ASR 9 x392 030802 Hvæs Mørk grå
3 fragmenter af hvæssesten af mørkegrå skifer. Mål: 2-3 cm. |
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) | ASR 9 x171 030802 Hvæs Mørk grå
4 fragmenter af hvæssesten af mørkegrå skifer. Uden slibeflader. Mål: 2,6-5 cm. |
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| ASR 9 x105 030802 Hvæs Mørk grå
Hvæssesten, mørk skifer. Uregelmæssig, oval, med gennemboring til ophæng. Afrundede, bløde kanter. Mål: 1,5x3 cm. |
![](data:image/jpeg;base64,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) | ASR 9 x485 030802 Hvæs Mørk grå
Fragment af hvæssesten af mørk skifer. to slibeflader, samt glattet på de to små endeflader. Mål: 0,6x0,5x3,6 cm. |
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) | ASR 9 x113 030802 Hvæs Mørk grå
18 fragmenter af hvæssesten af mørk skifer. Alle splinter på nær én: Uregelmæssig kantet, ca. 0,8 x 0,5 x 6,8 cm. slib på alle sider. |
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W80jcZl+8Pfd/nPvXNzO2rNPQ9yuP2nPF92zQ29zBYsTwY7EMwGOfvA8/hXUeCP2jde007dbij1i3mbKtJiCVB9QCD9CPxr591C2bTJpCZFhmjk8s/dz9MA9cd/Siz1G6upj+88qHIBEmGAz69T1GaxUpX5lIrysfamkfH7w9qisTZ3sIA6lEYE+g+bP6VJcfHDSgpFvp9xJIOdkzJHx78nFfKen6o0KKsk+9mID8r7Vv2uqG4snRxIxPDDftJB7AjnjHalKvOPUIwTPqXwt8UNM8QXAtZVGn3btiOOR8iT0wcDn2/LNdk33a+Mh4ouLVJFVdkyJ8p8xuDjIz+n86+pPhn4obxd4J0fVJJEkmuLWOSRo+m8qN35HI/CumhUc1aRE48uqPlX4mQ+LJvHmu6jJ4a1S8E1y626i2BTyxgL8xOMYA5BrmLjTfG+qQg/8IDq6qwKsvlxgEYx8uG4zk9fzr72lkjjwXZUycAsQM1lXni7QtNkaO61nT7aRTgpLdIrA/QmlLD0t5ManLofFPhv4Z+NfFU0GnX/AIGvrFJGWJbu6kiMVunALsMlmwOQPUe9fZXgPwNpvgHQbfTdOhWNUUbnx8zt3LHuajuviV4btrU3CarBdx9vsjebn6beKzpfjH4dhOHa7HXH+jk5x7daqCpUvhYPnludzupKxfD/AIw03xM0i2Mru0ahmDIV4NbO6uhNSV0RawtGabSUxDt1FNooJFzS7qZupc1RY+im0VIh1JmkooAYzc14P+1VCl58PJJZX2RW17C5+Yrnkpjj3evdn714X+1B4V1PxZ8IfEFtosUtxq8Gy6toYmIMjI4LL1Gcru49cUpK8WhnxnbvaWKvu1ABWXEoaQsQB6jcagXxBo6xyWw1ONI13FI4xuIOOuPX/wCtXld9beKorxnvI7f7SwIYzIxfp02sOPw7iq76fqF1fRztDCpUHfAsbDOR6Z6+9clnbVF9T1OLxTpcfy2srSdGeSSIDPrnJpt142h/1ojaWPkebczlAD6EKD+tcO/h6/uLe2Sy86xG8mReRGAfvA7l5BHvitKbwlH/AGT9lXU4B5g2lIeB25YKn09+OtYNyW0S7J9TrdN+Kllbtlbi2NsrEHbkYPQEkk/5z0rYtfipaSYEs8ucDaYyrjPoMNknOK8q0f4S2+pBFuLuKSLkDduj25OeAeetby+C18OwmK1eWcs20RRwu4A2joAB37nI4qnDW6WpPNpqd1cfFDT4pCXkm891xFCyfMcfe4PAHf8ACvqn4B/EK30P9n46x5M08VktwRApAb/WsQM9uGHPavjLwn8DdW8RL5/kQ2Kq2FkuMh2Ock4BOPyH0r7r+Afwnb4Z+B4NDvbyPVTNM1xI3lbV+cD5QM9BiuinSnG7YnJM8Kt/GlrLpEVvqdgdcu93miS6EZ8iNi3BMhO4sGXnAxjOc80w/EewTzAnhtpEIkQOisZQr4JUFRwMeYvXPz85wMfYtr8PvDNm2YdB0+M+1sv+FaMfh/TIhhNOtUHosKj+lYxwtt5fgv8Aglur5Hyh4I1aGz0CKzt9KnvLlmLeWtvIqoCeFBbHSu8h0fxbq2fs/hIpCRhJL6dY3zgfMQAa98htYLfiKGOP/dUCpc1vGhCJDm2ec/DXwPq/h+7kutSFvBuGFht5Gb655wa9HpN1JmtoxUVaKJbctWOpN1JSZqiRc0U3dRQAA06od1ODVRRLmjNM3Ubqkkfuo3U2igBWXcPesi40uRpCw5BrXz+NApgeL/EH4C/8Jxrg1H7W0DGMIU256d65n/hk3cw/4m21e/7vJ/nX0fRmr5pLqLlR88j9lKyVMNqdwX9Qq4qnJ+yixc7NUbb23RjP86+k80UueXcVkfO1n+yvBDzNfNMf9zA/nW/p/wCzna2xUfakRO+IhmvaqKOaXcdkcNpPwf0DTdhaJ7hl5/eNx+QrtY7WKJVCxqu3pgVJmk3VN+4xaCabmigApKM0zvnP4UgH5o3UzdSbqAH7qbupu6k3UAO3UVHuooAn+yTf3P1FL9ll/ufqK0aKCOZmf9ll/u/qKX7NL/d/UVfooDmZR+zSf3f1FH2eT+7+oq9RQHMyl9nk/u/qKX7PJ/d/UVcooC7KfkSf3f1o+zyf3f1FXKKAuyn9nk/u/qKPJk/u/rVyigLsp+RJ/d/WjyJP7v6irlFAXZT+zyf3f1FJ9nk/u/rV2igLspfZ5f7v6ik+zy/3f1FXqKA5mUPs0v8Ad/UUn2WX+7+orQooDmZnfZZf7v6ik+xzf3P1FaVFAczMz7JN/c/UUn2Of+5+orUooDmZl/Y5v7n6iitSigOZhRRRQSFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/9k=) | ASR 9 x105 030802 Hvæs Mørk grå
4 fragmenter af hvæssesten. mørk skifer. Største stk: 2,2 x 1,2 x (11,3) cm, slib på to sider |
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) | ASR 9 x374 030802 Hvæs Mørk grå
To hvæssestensfragmenter af mørkegrå skifer. Mål: 2 og 4,2 cm. |
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) | ASR 9 x019 030802 Hvæs Mørk grå
Hvæssesten af mørk skifer. Hel økseformet slibe- /hvæssesten. 4,0 x 1,9 x 10,8 cm, slibeflader på tre sider. |
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WbcXcrMCvljPXcGJ/8A10sepo/yO4RwNpPQEkZ4z/SoSbBtFj7OYcgjdj5Rwfc8HuOaqtdJAjlicN32nI9c4+lMa6baBH+8J4ZcnOB+Fc1JZya5eyG81L7HGFZEhiZowOeMkjDZ9Tx/OtuVRRHNc6bS7qFkUCXepfjYAc5PT27f5zT5rxFuNqB328YxjPHviuP1nUv7IthZpeJ5cS4zCwBwcn5R6fe78cdKuaPrzNDG5B+XC7W4HAOevPWiOr0Q3seqfDrxd9g8VWluYWt1uA0O4KSGzypLcjGR69698s9T3YV+tfHia0YbiKTfHGVbcNmSRz/PivqizuBPFHMh+V1Dr9CM16uH0jY5ZWkdaH3LkV8N+JJjfeIdXfqZZ5PmYcNyeR69/wAq+2Lectbk9TivhxolF1dO/wAji4mZ8dtoGD7DJIrSr0Jie8/s66011q2sW0an7OY0YljyGUAcD0IOa8R+OGmSeF/i34htFAjtLt01CLHUs4y34F9w/Cvbf2Y7NWGuXih/LJiVN3ugLc/lXVfGT4H6P8VLVbuRWt9dtoiltdoxHGchHHRlzz61Kg5U7IbfvHceE75tT8L6Rdu4kee0ikZx0YlASa1a5T4WaXf6D8PtC07UwVvbW1WKRTjIwMAcccDFdVurpWxiLRTc0UwGsaM0lJupsogvH/dms7dVu+b5azyaQEGqafb6xYT2l1Es1vMpR0YZBB4NfEnxg+GmofCzxP8AarFC9pI2+1nP8Qz/AKtj6jP4/jgfcWa5zx14P0/xx4fuNLv4wySj5H/iRsHDD3FZzhzIpM+PvCnxI/4SBShCQzqdsu5juDD2z611019HuWQktt4wmAuR+P0+teFfErwPqXw98UXVnPm3vLdsrMgO2dDna3vnj9c9Ki0D4sXKrJbyRM5X5QufmHuOOR7da4ZU7svmcT3GTxRsYF3BG7A2gjJ57gdazLjxk9tGzSeYi5GSA2cH37V53c+Ow1o0n2ZGabOyT7SB5YA5JGfXPb2+uOPE+l3VvJNNexyeUwCxpOPm9/f8KSpoOZnrF540ifDiSUP1/eNkdeBjuKrjxOxbzFkKKOCqtjg9+c147eeLrKCQIl/Bau3zCKX7zAfnnr/Ksqb4gaZHdPZkTXV64+X5isQwMksR0GPWnyKxPMz2vUfiALdSsUoVmHc9wfXNZtn4ij2zNPcKhZQcSHr06cV8/a58S0sZJBc6hGJfveRDbvjHXBcMfXqR3rml+NTwRyHyWnibh1c8Edx64/nR7O4+Y+m7PxJpl1dLLJdxzxMuIWLBlf14H0/Sty38QWVnCkfmKpxjeGB4H1zXyTf/ABsaaFPmuFjJwIYNij6E4P6VzerfFy9YgWUEdsp5IdjIQfXLHrVqir3E5s+07zxVauF8u+WSJeGY7FweeO1fbHhmYTeH9MkXAVrWJhjpgoDX4ix/E7W7n9010wjA+VAdoU98AcV+y/wWnuLj4R+CpLvBuW0a0Lkdz5K8/jXRTjyk3uej6fNj5TXz9ovwL1HxL4s1qO7jk0nSYbmVBKU+aYFy2Uz1BGOegzXutu21wa3beTcorVxUrXC9jK8I+D9N8E6Sun6ZG6RZ3M0jl2dsYySfp0HArbpM0bqogWim7qSgBd1FJRQAmeKbRRVFFe4j3LWXICrYraZaz7qDqRUgU91NJob5abQB5l8d/hDB8UPDLm3RU1q1UvayHA3+sZPoe3ofxr80viZ4fv8Aw7PcOBNbzq7LICSGVgcEH0wQetfr1mvnL9qD4Dw+KtNufEWl2oe5WM/b7aMcyoB/rFH94Ac+o+nOc49UNPofmDD42vrHMbSqyv8AeE2eB3GR+VV7j4gXqs/2eGKPIKiQPub6nIHNHjvwrLoesXVu6naGPlyL3X/JrlPsLRqCWZvqO1CinqTqdAvjrUWVQ7qezHaQWGehqpN4ouWVgskjF+XLN1PbPrWUsMnYdu4zT47ORmG9uPTAAo5UFyePVmXLmFZJT0JXnpVS7mkuGUu5z9f5VdmtUkYMECADHWlWzXdvUdeDRYDOWJlXOWC+9Jhm6D861WsmPRffNT2ukyzOFSJmbsFBJqkIl8D+DdW8deKNN0LRbRr7U76ZYYLdSBuY+pPAAGSSeAASa/c/w3pv9j6Hp1gAALW2jgG0cfKoXj8q+Cf+Ce/wB1m38ZTePtXsrjT7Cyge3sftCFDcSyDazAEfdVSwz6sPQ1+hKgLwKpIpD14rWs5Mrj0rLjjaQ8CtS2jMa4NNgXKTdTc0m6kA7dRmmbqKAH7qKZmigkM07NR5p1UUOqOSPdkU6ipAzLi1OeKpspXqK3WUNVaa2DdqYGRSe1XWtyvbIpnk/wCzVCsfDv7Y37KNzqyt4m8IWBnBbN1YwjDR56sg7qe47fTp8US/BnxUZCi6Fekg9oW/wr9ujb7lwU4rEvPAul30hd7CAuep8sZqeVBqfjVZ/AHxpdNlPDt2f95QufzrUh/Zf+Il0w8rw0/PrPEP5tX69x/DXTVbK2kS/wDARWjb+BrKHGIVH4UtA1Pye0H9iP4gaoytPb2OnA9fOlLH/wAcU/zr13wR/wAE/nVg+valcXoOP3FmghX8WOSR9AK/RWHw1aw9Il/Krselwx9EA/CjTsM+UPCv7G3hbRQhh8OWAdR/rLlDO/1y+a9S0X4C6ZpqgJawRAdo4go/QV7KsCqOAKftFVzMNDF0Hw7Bo2nR20a/Kn9a1FtUXogqekJpAMWJV7AU6iikAUUUUAFJmg02gBd1FNaigRN9mk/u/qKX7PJ/d/UVdooJ5mU/s8n939RR9nk/u/rVyigOZlP7O/p+tBt39P1q5RQHMyg1mx/h/UUn2Fv7v6itCigOZlAWbf3f5U4Wjf3au0UBzMqC2b0p3kt/d/WrNFArlbyW9KPJf0qzRQFyr5L+n60nkv8A3f1q3RQFyn9nf+7+tH2d/wC7+tXKKB8zKf2eT+7+oo+zyf3f1FXKKAuyn9nk/u/qKT7PJ/d/UVdooDmZR+zy/wB39RSfZpf7v6ir9FAczM/7LL/d/UUVoUUBcKKKKCQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/9k=) | ASR 9 x019 030802 Hvæs Mørk grå
4 fragmenter af hvæssesten af mørk skifer. En uregelmæssig klump (6,5x4,5 cm., 2 splinter, 1 afbrudt hvæssesten: 1,7 x 1,7 x 12,0 cm hvor alle fire sider slebne. |
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to fragmenter af hvæssesten af mørkegrå skifer. Mål: 4 og 3,5 cm. |
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Hvæssesten af mørkegrå skifer. Mål: 1,6 x 0,5 x (8,1) cm, afbrudt i den ene ende, ellers slebet på alle kanter. |
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fragment af hvæssesten. Mørk skifer. Mål: 5,6 cm. |
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wczMf7Bcf3P1FH9n3H9z9RWxRQHMzG/s+4/55/qKDp9x/zz/wDHhWzRTDmZhnTrk/8ALP8A8eFH9m3P/PP/AMeFblFKw+ZmF/Ztz/zz/wDHh/jR/Ztz/wA8v/Hh/jW7RRYOZmD/AGbc/wDPL/x4f40n9l3P/PL/AMeH+Nb9FFg5mc//AGXdf88v/Hh/jRXQUUWDmYUUUUyAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//Z) | ASR 9 x189 0308 Hvæsse- eller slibesten
Fragment af hvæssesten af lysegrå skifer. Mål: 1,4x0,5x3,5 cm. |
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) | ASR 9 x400 0308 Hvæsse- eller slibesten
4 fragmenter af hvæssesten af lysegrå skifer. Mål: 2,7-4,6 cm. |
![](data:image/jpeg;base64,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) | ASR 9 x302 0308 Hvæsse- eller slibesten
Fragment af hvæssesten af lys-grå skifer. Mål: 1,6 x (0,6) x 2,1 cm. Skæremærker på tværs af stenen ved de to endebrud. Slib mindst én side. |
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) | ASR 9 x156 0308 Hvæsse- eller slibesten
7 fragmenter af hvæssesten af lys-grå skifer. Flere samhørende, flere slibeflader. Mål: 1.5-3,2 cm. |
![](data:image/jpeg;base64,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) | ASR 9 x395 0308 Hvæsse- eller slibesten
2 fragmenter af hvæssesten af Lys-grå skifer. Uregelmæssig. Slebet på størstedelen af overfladen. Mål: 1,5 og 8 cm. |
![](data:image/jpeg;base64,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) | ASR 9 x173 0308 Hvæsse- eller slibesten
2 fragmenter af hvæssesten. Lys-grå skifer. Samhørende. Mål: 1,8 x (0,4) x (4,2) cm. Mindst 3 slibeflader. |
![](data:image/jpeg;base64,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) | ASR 9 x145 0308 Hvæsse- eller slibesten
2 fragmenter af hvæssesten af lysegrå skifer. Mål: 1,3 og 4,6 cm. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCLcfWjcfWmA07NBYu4+tG4+tJRQAu4+tG4+tJRQA7caNxptFADt1Lk0yloAdmjJpuaXdQAuaM0maM0ALmjNNozQA7NGabRQA7dSFjTaKAF3H1o3H1pKKAF3H1pNx9aM02gdhd59aKSikMKKSlpgLmlqC4uYrOB5p5UhhQZaSRgqqPUk1y198WvCOmyeXPrtvv9Iw0n/oINRKcY/E7DUXLZHYUVw7fGrwcq5/tgEf9cJP/AImo5Pjh4OjjZhqjOyjJRbeQnGcf3cfrUe2pfzL7yvZT/lZ3lFeezfHjwjC6g3kzIyeYsiwnaRkf4/Ssm6/ad8D2szxfabuV0GSI4P8AEil7en/ML2U+x6xRXkLftP8AhFpJY41uTLEu545GiQgepBfjrTov2k/DlxI6QKJypAJjuEbB98c0vrFL+YfsZ9j1yivMB8e9J5/0G4IHXawOKmj+OOlyLkWcoGcHdIAR+dHt6fcPZT7HpNFeWTfHi2jbculM0I6ubgD6Y+XB79+1P/4XxYebHGNNmZnGQBKuf5UfWKXcfsZ9j1CkXO0ZOTXmF18dLa0b59HuAm0tv8wEcfQHFZ3/AA0XZzQCW20iSdTgj97t4Jxn7vrU/WaXf8x+wqdj2GivIZPj5utPtEGlKYtu4l5jwMZ5+Wub1j9qOWx8xINLt3lUBlDu4DfLu4JAHTJ69qX1ql3H9Xqdj6Cor55tf2oLm6t0f7Hp6SFA+C7hWz0AYkAn296fZ/tL3qrLNe2+mxW0cYkLIzcA885b0qfrlIf1eZ9B0hNeGj9pNZpo2trWymgK7tv2gByMZ9Tj9a9D8I/FTw74y8qKzv44759w+xytiTK/eA/vY9q1hiKc3ZMmVGcVdo66k3DOO9NblhzwKM+tbmQu6ikoqQCuW8d/EvQ/h3FYnVrhluL+YQWlrEheSZ8gHAHQDcCSf/rV1G6vK/jp4SGrx6Jr4gWeTRXkPz4xGJAoL9OxUfTOaVSTjBtFxSckmcr8Q/G2o+KrM2k06adp6yEvHboWZ/TeSe3oOK8Qma3udZjS1acwlh5k27JBYcDAPPJHWvRbq5hkgWOSRpZGZfliILZY49emD36AVz8vw+RJGvLC/aFmZZ0jwFUuuCM57cenXua+eqc1R8z1PShJRVihNotuu9nO+7CjywATnPqc/Xngfzrl/En2q3la2jsplKHJ2yKN6kdMkYPGT1PTiuuu9W1e60jULS7s/szLGfKkjxlm/hdSfQjOCRkkVStpINYUxS38Ux8ra8EhAlBb73IO3BGRyOoA78xGMZKyL5pJ3ZwWmtLqF2NMhskiSBFV3RjKVww5DEndg7cqDjpnrVTR47e88XXVre20spt7dllklbJLZI2hh0HynoPx712UGgj7dP8AaNbGnxtCkUSybZp8jJ6FNoXIUjHp2IrkPGHh3WNBuLfW/wDQby5lysjQlo/NTopcDLN0B44IJzgHNc3sqttTf2lO+hVvfF2hW8gSyln1FYbplnWN2kgA+Yqd5+UuAoUgHr3FE+qWsen6bIn2qO8mUNsgOXA3c4GOQB+Wa5RWv75pLoW9vJpViV5hgXYHPG0EYP4Y5GB7Vr6DazfZ7u7ltIpZ8hVkO8qqkZOMAHqQeR2HpXTSg4r3jGpJPY9R0nWvOjPmpJ8q/OxBZsZ68D+XHStK18ZaFuEBuY13Ha0dxLtIOcYAYZzXNeEbXTbHR0lSNludgL7kOW9T0H+TWvHJFeSK0EkUbBtoDKQRXXGLsczlqdFDqOltduBOsilDuWOTk5xnkj2/SraXVlFC6xg4BIYOdzH0Oe1YTXEMVuU372I5Kk5OD+VNmup4VVondUAx8yk89iAKLMOZHU/24JFjMCyDzCB84O1RnjgdBk1RvUhUebapBDK53lijHgkcdvp+PQ9KwpvEM1lEJfJbUAxG+Mts6f7wxW9plwdUtzPKVtDziDILfT5cjt/+qod1uaKz2OQ8ReGodTubeSygs5kRXV4JJ3j3NkbTwN2QN3TrXG+JPDmorb28UEShyoWSKKTOzAwABxkH36V6leaPb32JxboWTIklCkEHPU/iPx49q5W+jsdJ89gzJJOFjEy73AOOoBPB5/8ArVm9CzzX+1L3RBZs0Iha3jKtEkQY7gORksRk+uD29MVDomoXet3S22o2cbRKSYY3wrlSOQSOhII+XngYrsLW8eGKRf7QsriNZGEcMsLgnPXJ9x9T7VftYbS8uhJZ2elK7bWjYhu3ORkDOOvrk0uZdQSMjxJb2s3hC80yLQI7OSEhocDIDA5zwewB789q5jwx4l1nS7m0aC6Y3Nm3mW9xbOVaPnk5ZueQeO3vXpt5pdl9lDz/ALuMkBYQXKDPHDYA/wA+9cD4k8L2/h9rq4gWOSXyB5i3MZkjRZOPlZTyOh5HTHTBoi1sy3fdH3n8EPitF8TPDz+af+JlZERzk4HmA52vjtnB/KvSa+EP2XfitD4Q8cx2N3H/AKNq6IkkkILAMSfLO0ZIGWx/316V93D5hkGvaoT5oa7o8urFRloLRRRXQYkbMFGSaz7q9VlZCAykYKkZBFR3l5nIFZ7MTzVlI4Pxd8GfD2v3AvtPh/sLVIzvjnsQEjL88vGOGByc4wTk81yVqs/hu+NvqDG5uVbqpym0nqOM4wOleyyktG2PSvDfigt1peuWt4oY27NslZTgqD3z9cVxVqMZLmW5tGbWjNjWGtdRt5IZmiV2JC7FyQPbA56CvGPHXgO+bTB5a/a1M4kDldpRc5we+AAOQe3SumutSuLPVBMLWW7hZMgL8pT8x/OqjeJ49RRWmLWwznEjfhjAH8/6V48qa3OuMmtDzfU/CYj1GK0ur1kbYGV1Yg+oyQM5znjkV0Gk6BqsYtNKe7tZrfcZhItsGljbBwoJGCD/AIVsXmi6d4inBuoB5sbblJk2ZC9cHPQ8dakQWOmalHcFBcKmwAtLjy898jO7gj9a2jTtqiHK+5i3nguKGPUXa0hltZnJYrGI9zAj69x04HXjmsi1hF9dwpDC6x5DyOVXBx/Cfl9q9Kl1Ef2bdg21vBATiOSPLGYEEgjpyCffGa4W3hitZGcb0djw0vUj0rSMU1qRzO+h08cUHkFDbwiUY27UVcj0+7WPPdtGskkMaQlcsN0K8jnuF/zinWrbAdmQvXDZ5+o5pbjzrrZtZtxJ2upxjr+lVYVyvpWqeeXYSskqD+DBB/T3rZhRVSR5BO8gICqcnI9eK5tWSzvJGmlO/JJPQfmK3rHVrZYV82fg8DdlsD6mnYBl81wXkMKeWFxmRi20g5ye/P5VFGty8aGSRpJPMwQingY9x3NXZtQiZQFkVww3bQ45/wAaqfazgx7NoZv7w/wqWNFmS3Z13wvcq/TGSoBz6A1jalpi31sYJmYyKVIbJDbhnHOc1tQyhlbLK3HIByf/ANdPW6g3N8yu305I7f5NZaGl2cuvw9hlt3EcENg6lSv2UsrdMHJJI6jORg1Tt/BOrWM00lq9qyKmIo3Jwg47cZPA65zXdW9xFtZSjEL1BUjtTpNSi+YNGmw5DBgOh6+vb+dLl7D5jy2Tw74x1ia4jlREiSQIYo5iQq7cj5GfBHP146ipLvw7No+nxWtyoW4mmSFrctgyA8g7d2COoxkj8RXV65fXOk65ZXEZgudNuo/IdpIjIbZhuILEHoc/pVD4hXCz+Gr7/SVkvfJLxPFgeUQwCuCBkddvbIJ61DiaxkY/ws1ayPxY022GmwWFy2qW6bYxgSpz8+M8E5zjpz19P0UsZDJaxMeu2vzS/Zj0+5vvjtpZaJblI2d5sq3mwbIvkZuxU4Iz2LLjNfpRpf8Ax6IM5r1cNHlizirO7LmaKarFs5Urzjn+dFdZynNSlt5yKjzitiS1HpWfcW23mqZZW/GsTxF4dg1uxngliEiyIVKnvkVs57Uhap3A+adQuYo2MF2z2rWr+VKkirvLbsbQQfU45zViDwrZ36xvAqjjdhWCB+OmRzW78VvDTR+ILibfDBbXIEqBurtjDYHsefxFcrNPNpd0lmyR21tI4KysuCOgOFLce+cj8evkyik3HsdOu5Lp/h2C2aeV1IdPvSySc9fQn09TWVrGpWazNEsiyIqhxvbcoIPXAHXpwf8A9dbW7UNqK5lwjKCfmJ568+o9KyLixjupMjdvxhUjiBJ+gByatNEWZrDWkewKh4PLctksxLdjwNvH4+pprLb3a/uVmkkIOUc4G7kDp7YPPWqo0b7HbpLcBWDnAVcbu2cjPpVrT76O3RyFLNCd2F6FsZwMH0z1p6dA1IbmRdPSNWMkjuASka5K599n9e4qobzy1KRo67R/dXr36jGKubo5kWTKuD1RmyVHoMcGs3VL6KNgBvD4KYyB26cjntzS0Ac0CSqFdNwYcjC569Mbf61kXTysxUxSRMr8eWwVCMDnFW7G+txgtO2xjjczLjp93oPen30lrs3BmD+qOAM5A7Z9KBkFtG+Mn7UVPPzSADjuPmrYi82eYGO2dgRkyNndx9H5rHmkSKJn5K5z3O3rkYz7VXk8WQ6XGI5m+zpnCtg556DjpRy3BM6xtOdkdpDLHI3ICe3Y84qlZ2d15e+MsVUDAkIIbPfJqvpNwdQtVuYbpQoP3WUkDPQ9cfpV2ZpmQA37InOcRjnnuTz61HKXzB/pMMqoVkdW534wM+3HFWRoc7RLI24+qlwB1/Osya+uo2by7nmMcySYYnjoM/4VYgurzYsjSEsQT80YJHoanlKuamn2tu1rcQyyhWXgIOQWzkFvYHsPpVafRU12G8uIIBJczZRsMMbkYfISD0yO57+/FOSzabEq3UiFSMkn/wCv9axPGvjWD4c6StyyXGqXt/MtvZ2CPsEsxHJJwcLxk5H86mUSos9d/Zx0PTLfXvEeo25EN60cMUlpg5gBLkjPQ5IA4/u19PaRJm3UZr42/Y51jV/EmteNNR1WZdqvDFb20LIY4xl9+do5OQME+9fXmizfLtJ5r06OkEjmqayN3dRTN1FbnORmq9xFuU1OaRuVqizBuE8tvaq7Vf1BO9Z9IDmfiFoMeveGrj935txbKZ4cdcgHIH1GRXzTe69oMj+ZPrNnLORgF5Vyh5xxkc/WvrmvnX9or9l208fqdb8MQ2una8z5uVkdoorhcfeygO1845xg859a56lPm1RUZW0ZwQ1+w1CSRLXUY7zywZCFOdqfTHQZ/Wp7fUtPZUmiud0m75ZF6AjtxXyV4w+H/j/4e69JiK5sJYj8skVwGbHQ7GUkkHnriqcfiTW9Sghg1A3sc8LboZJJS2GPVsbgVPv+Nc7pyRpzJn1/rV19suLgvcxlm+Zj5nzdeaybiRfs8i291ITxu8ts5x35/pXytNqnimNol/4SLVEGfkjFzIQPbljTLXxx4kjkWO31qTUWBJbyZjlSMZBVRmjkkF0fUtvq25mZ3JC8BRwO/B4q4pknMR8hc4zncSOvoBzXzVH4o1q+Uq97JMpUb0jmkhkH59fzq9D4n8QRSRxQ6xcJF2jlvG3Z+gejlYro+gRZlbx41g4/1i7nyc9fTgU+8jkW3DLbFCowUVj0Gecn19q+fdT1bU5v3x1e/wBMlVfm3EvHJ6/N1H06VzlvrM0kbNc62zSL2jmkTn0BDYo5WM+lcGaJhPAYUZ8Yk53Y78DpzU15o6ZQvCskRGV3sNv1xivmt/HC24jafxTqEAdtmEvZpMHtjk1qReO76Oydx4kvr6ANtEkjufyw2afIxXPoa3V4Y2WOBWVDtCrjbwPr6U1ZnuOfKYJk5G0gGvm2H4iXWoZEfifUlA4YJNMefTk06XxLqDplfEWqsWJ+d5GJXn0Paj2bDmPpb7LeTxso2qVOFXK/5zUtjHdFmiuAUboAxH6818wza5qMce7/AISC9bnr5+SDzzjOao3fibVb+Qq/im7kbaFH72XOBzjhqPZhzH1k+q3NjPGgtWR2AZppMKvHtXH/ABMvLyTV/CZlNwT9sklRoY8n/V7cL65ZlH41886f8TPE2go8UXim7mtSSTHcSkgdem4EjPXFa1j8XtXa6sJtT1GbVrO1lEy25I+8Dn5T2Pvj8Kh03bQ0jNH0D+ynqZ8O/E63WS6YpfrJbSR5B+ZjuG7nOdwA6dxX3jpshWYe9fEX7Jng+bxx46uvGctrJY6fZvvihmyTLI6Y+g2nknuQMdTX2/pUJZsmuqjFxjqZ1Gm9Do0bKg0UyP5VxRW5zj6ac0Zpasso3kO5TWLIpViMV00i7lrLurPe2QKQGXTZEDoVIq+LFvSmvasvQUITR81/tBfDabW7c3NnamWZOcKOa+abjwBq/wAytpFycf8ATI1+kU+ki6HzRg/Wqv8Awituf+WKflVqViHE/MnVvhl5iZvdEbaf4mhIP51kL8KbJYWWPTplBBwcu2PzJr9P77wDZ3n37aNvqoqtH8NdPjXb9jix/uCjmXYXK+5+Zkfwzttw8u0kQqMDamcfmKtx/DueFcILtAOg2Lj/ANBr9KU+GemIciyhB/3BUjfDiwk4NrFj/cFTePYqz7n5oyfDvULgjFxfA/7MUf8A8RVeT4OvdSbrmK8uj2WRFP8A7LX6aL8M9PU5FrF/3yKlX4f2S9LaPP8Auil7vYdn3PzIX4A+axki06/Rt27dEWBB9enBo/4Z+ZW3PZ6iW9ZGLZ/MV+na+CbdeBCg/ClHge2brCn/AHzTuuwrPufmXD8B2+bGn3b55+7t/kBVyP4KTxAgaXe47gM4/ka/Sb/hBLXtCg/CmnwHb5/1S/lT5l2Dlfc/OIfB642lf7GuGU/3g5/maltfgE14wB8PkDrl0Nfoz/wglvj/AFa/lSf8IbCh4jX8qOZdg5fM+Aof2cVkZd+i2+0f9OwzXe+DvgcbW6ghsNEUTFgplMYAUE8np6V9hL4PjP8AyzX8q6DRfD8GnxnCKGPfFPmHyo4/wZ4Rg8H6LHZQJ8/3pHxyzetdlpBxxitA2iHtTo4FjPAqBkjSFSo2k7jj6UUZoqRDtxpRTN1KDVlEmaaUBoFLQA0Rj0o8kHtT6WgVyPyVpfJWn0UCGeSvpR5S+lPzRQIZ5S+lL5S0uaWkMb5Yo8pfSnUUAM8laXy19KXNGaAE8tfSmeWvpT6SmA0xj0pvlLT80lIBojUdqXgdKM00mgYu6k3U3NJTGOJopjUVAi59hn/ufqKPsU/9z9RWtRVmfMzL+xzf3P1FH2Ob+5+orUooFzMzPsc39z9RS/ZJv7n6itKigOZmb9km/ufqKPscv9z9RWlRQHMzN+yTf3f1FH2Sb+5+orSooDmZm/Y5f7n6ij7LN/c/UVpUUg5mZv2Sb+5+oo+yTf3P1FaVFFg5mZv2Ob+5+opPsc39z9RWnRQHMzM+xzf3P1FJ9jm/ufqK1KKYczMr7HP/AM8/1FJ9hn/ufqK1qKQczMg2M/aP9R/jSfYbj/nn+orYoosPmZjfYLj/AJ5/+PCk/s+5/wCef/jw/wAa2qKA5mYn9n3H/PP/AMeH+NFbdFAuZhRRRTJCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//Z) | ASR 9 x388 0308 Hvæsse- eller slibesten
Fragment af hvæssesten af lys-grå skifer. Mål: 3,0 x 1,6 x 7,3 cm, kun én slibeflade (bevaret). |
![](data:image/jpeg;base64,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) | ASR 9 x392 0308 Hvæsse- eller slibesten
Hvæssesten af lys-grå skifer. mål: 4,3 x 2,5 x (5,2) cm. Næsten blankpoleret. Stenmassen meget homogen og uden struktur, modsat de fleste 'lys-grå skifer'. |
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) | ASR 9 x113 0308 Hvæsse- eller slibesten
Tre fragmenter af hvæssesten af lys-grå skifer. Alle tre samhørende. Ca. 1,0 x 0,8 x 5,8 cm. Slib på flere sider. |
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Fragment af hvæssesten af lys-grå skifer. Mål: 3,5 x (2,9) x (4,0) cm, slib på tre sider. |
![](data:image/jpeg;base64,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) | ASR 9 x153 0308 Hvæsse- eller slibesten
Fragment af hvæssesten af lys-grå skifer. Mål: 3,9 x (1,4) x (3,7) cm, slib på to sider. |
![](data:image/jpeg;base64,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) | ASR 9 x039 0308 Hvæsse- eller slibesten
Fragment af hvæssesten af lys-grå skifer. Mål: 1,15 x 1,2 x (1,6) cm, slib på alle fire sider. |
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Hvæssesten af lys-grå skifer. Mål: 1,2 x 0,35 x (3,8) cm (mindste dimensioner). Svagt kødbensformet i den ene ende. |
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redwN8kZwETgbCeMH1x78VgTWsl7LF5iqqglmlORtzwSDngVch1K3iuG0+FcsBvRlBZSO5Jxxz61zRtc0d7GobtltWm2/ZpRzhz0HBOeafc6g/2aMwv5iTFTnH8OTzWRGyWrS3jOsfIEkMhzxkD3/LpyKof2oJLp2MreTC+QA3UA9fetE7GbVzory1aeF0jlXCjGzGcZ7c/0qvJo8kyq0ZUbk5fnOPQioFmC3qzJtjXZvKnJyvAzg4x1FQ3d/LZ2RQNPcBpARtYZ25JxnoOMVfmyNegl1a21naHzJAhHOQeOe3Xvg1hzXs1xbOx2gqT0bqM8c/0q1ql9PLCPODCNeByGz05/r04/OsO81m1WNooky5GNrcZ6c/zqJSV7FRixwmJ2h5X3oQflIPOaiuL6QTFZmaTnPcCqcOGuAVnbdnlWUYzV2+/dQwIylvMPBxjH09aw1RoLHcFpGQyhGY/Ku7GR6fWr8N0I0IT72Cu7+76kn8Ky7eONJMu+3kHuPpgH3/nU7So0oCglzznHFX6CNBLsFISJTu3ZZiQd4I/lVyG5Z1MTRkMWweMYGMHH+etZ9sUjYMMEqMlS2Mj0z/npUsjSeWXD7G6rtOeh5/kPyqkupLZP5xZtojbeOBu56Y71Yt593iTQt0ef9MhC5zxlx0rHW5LrHI8mOcSEKMjr71Ppd88PijRw74T7ZCAGxnAdcn8citab1VjOS3PsDShumWt3dWFovzSfhW3mvrUeM9x26kzSZozTJFzRTc0UEjSap6gf9HPpVlulUtRb/RzTZqeF/FxT/wl1owKrmyXPqcPJxn8a5W1uFudylRuUAt3JOPSuo+N8bW2r6Rehcq8MkJOcDhlPP8A31XEWUi27yyCNo1Y7uADkY718rjNK8ke1Q1pI1E8uJrgjneQGLDIxnJ/r+VZ2oXTKS9r5JZnIdtpDAAcL9SR6jr0pbu6MeSp+8Mjae1Z0d1Ki4TCFsuCc85P+OeK4npsblaOxaxtWlLeYMfPtHO0cZJJHb+VRsxmkmuoysCMdhcAkswHXt+dW1uFktzFsZmb5UOccA8nB988Gql891PD5Vs4ECKFwB0buVBPAzVWENXxBKtqsrtHMckNsQkjjvz6j+VT3Fw1xahVIg8wt+7xh1GOvPQ+lcvbi5tJ5nlBDBlwFOSwOMnjtx+eavJL9qkW6ww2ggKQfXkZx7ildhZEl3evHBLsXzZYTsUc/PnHT8Kx109Li+c3BDIV8xFAxIpyPTqP/r1sXzyzZMcbZY47Lg46j6Z/Wsi8bfJG7f65AAGTAIAOfx5H86H3Yl2QxVLbltmchXPz5HJGPz5q5NNO8kEMo2GMZHOM5wM/zrPsdFup7kMsvlhT5g+baQCeceuTWqdPnuLoDduQ8FlzjoT+VJu6HomU5LzrC43Bny5B6n0qzDdB5Fk+YLjHlk8DHAx71bt9EO7bsBZc9Scjnrz71zPij4oeEfBdw9tqOowyXgyn2a2BlcEZ4YLnb+OK0pxk9jOTRoWXjyzm1L7NFExjcMi3BOQCMdvQ8nr2NN8Q+OodM2QW0ZuZLhC+Cdqr1xkn+n6V4nf/ABOe61SU+HPD2pXNqZN4aWDYCCScAjOBRqPiDxt4seGK38N/YBGVxLLIM49CSfXnoTXV9Wry+GJn7WlHdne/8JZqkS+VbJFbwjfO+351PJJ5PPU/1rY0Tx3O+u2FrMkckkTLKtxE33gGGF2n2yevauHsPhj8QdeuYpLi+sdOgI2uY1d22nqBnbXsvwk/Z502Xxhp9zq93ea1JE/myLK4SPjsQoBIzjgnnvmuinl9e6k2kZSxNK1kj7P0Nv3n4VubuQPWsXR1CzHAwMVs7q+gPKY6kzTaTdQIduopm6igQHpVO/G63arWabLGJEIpss4rxF4fs/E2lvZXsZeMncpVirKw6EEdDXxr8QLDWNG8SXtjNqGoW8cblU8udo8p2OVx27193tp7ZPpXP+IPhvpXiWRXvrOKZ14DMvNZ8kJO8oplc0krJnwKzXyROi6pqIDdWN3Ix/MmstrLXI2Zrfxfr1uSMbftCuo+gZDX32vwR8Nrz/ZlsT7xiov+FH+G1kL/ANk2xP8AuCj2dF7wQe0qfzHwd/aHjSNQkfi+bGMbpbKFnPuSAKI/EXxDgRYx4h06dFP3pNM2sR6HD191X3wM8NXikNpMA4xlVxWFJ+zX4awcWbDPpIan6vh39gPbVf5j4xi8WfEKOd2kk0K6iYYKtFKmR+BqzdfEbxzCY/J0TRpo4yGREnlxnvnJFfWUn7MGhFjtNwvtvrOvv2XNOYfuLq4iP4GoeEw7+yV7equp8yD4ueM23yf8IlaickEH7cCvB9O1Xbj4i6hcqJD4SkW6b74+2xlPfB68/SvoWP8AZht4l5vJWb3Apy/s4rH0dWI6ZQ/41k8Dh/MpYiqfNs3jLxdqkJSDSdL01iSd00rznn6Y9qdp+g/EPUGLSeIxaQt/Db2iLj6Egn8a+kbX4D30UuEhiVR/Ftro7D4H3R/1s20f7IxWscLh47RE61V7s+ZY/hfqN8F/tPxFqt6Qu3BumRccZGEI44FX9L+DGg6e4dLKLzO77BuP49a+sdN+CFhHg3LvJ7bsV09h8MtEscbbRCf9oZrojyx+FWMnd7s+XNH+GK3GBbac0o7HbxXZ6X8G9SkwUtI4fqK+kbbSbW0ULHCqgegqysar0GKrmYtDxHTPgfdPj7RcLGPRFr0bwv4BsvDVvsiG+RvvO3U11NGaV2BHDbpD90YqQmk3UlIQtJmkzSUAGaKSigCb7HN/c/UU77LL/c/UVo0UEczM77LL/d/UUv2WX+7+orQooDmZn/ZZf7v6ij7LL/c/UVoUUBzMz/skn939RR9jf+5+orQooDmZn/Ym/ufqKT7A39z9RWjRQHMzMOmlv4B+lOGnkdE/lWjRQHMyh9jb+5+opfsr/wBz9RV6igOZlL7PJ/d/UUn2eT+7+oq9RQHMyj9mk/u/qKT7NJ/d/UVfooDmZn/ZZf7v6ij7LL/d/UVoUUBzMzjaS/3f1FJ9jl/ufqK0qKA5mZn2Ob+5+opPsc39z9RWpRQHMzL+xzf3P1FFalFAczCiiigkKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Z) | ASR 9 x177 030804 Hvæs div
Hvæssesten. Natursten m. slib. Sandstenslignende. Mål: (6,4) x 1,1 x 8,3 cm. Tynder ud mod de tre af kanterne (den sidste jvf. målene afbrudt). Slibespor på begge plane sider. |
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Hvæssesten. Sandstenslignende. Stærkt kødbensformet. Længde: (5,0) cm. Bredde/tykkelse 1,5-2,2/1,0-2,2 cm. |
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92q6OFqc6cnoEqseVpH15kU+OoetTRqa+gRwGzpJ+YV0sP3RXNaSuCK6OH7opkk2aKSiggSkbNFFWajaKSkpEBJ901h6p3rakb5awdVbg0kJmQ1RyIsisjLuVhgg8gj0px+tNqiT5P+Jn7JGjeH9B13WNNuJ7ydpDPBbTKAsSk5Zcj73fB44/Ovle70SVd6wmG3bpuWHLL9Oa/U/ULNL+zmt5FykilSDXxD8bvhPP4Q1qe6tYmaxmYt8o+6aUYR2aBylvc8Cfw/Kc/v0ye4i/8Ar1XbwvJ0NypH/XIf411ht254qNrc+lX7OPYnnl3OVXw3JG+TcKT/ANchj8s09tAmzlboK3ZliXIrpDas3alFm7fwn8qXsodg55dzmhoMvlhWud+P4miXP6UxfDkqtn7Wc4wD5SnFdbBpM0zYWNifpW7pvgua4wZRsWn7OHYfNLueaReCbi6k2jVL87j92OTaPyFeh+D/AITx2rJcX1xdTY+7HJMxH4813Gk+GbfT8FYxu/vHrW5HHjgCq5V2KV+rN/4R/DfR9U8W2ry6bBLHAfMPmRhhnt1r61t7WG3hjijjVI0UKqqMADsAK8j+CHh82do93IuHk6ZHOK9fFZO19CiQKvTFKKi3U+PLMMVIG3pad634vu1j6XHhRkVrr0oGSUU3NFBIbqXNM3UtWWOpNtG6lpCGSL8tYupQ5zxW63SqVzB5maQjmGiHpTfKAHStc6aSx4pw0welMmxitEK5/wAUeEbTxDatFcQrID6jNd1/ZYo/sselAHzdefs+aM87MLVQM+lR/wDDPuj/APPsv5V9I/2MjdVGaQ6JH/dpXfcZ84J+z/pCtn7Iv5VOvwH0gf8ALqn/AHzX0N/Yaf3aP7DT+7Sv5jPAYvghpcZytso/Cpv+FO2C9IAPwr3f+xE/u0f2Kn92mB4V/wAKjsv+eIq1p3wds5rpMw/KD6V7YNDj/u1fs9Ljh5C07sDn9D8HwaXZpFHHtCjHFan9irjpW8sYVcUbRSAwv7HX0qSPS1X+GthlFAUAUh3IIIQnarHQUnHakzTEONFNzRSAtf2Zdf8APL/x4f40v9m3X/PLn/eH+Nb1FWZczMEabdY5i/8AHh/jTv7Nuf8Ann/48P8AGtyilYOZmH/Z1z/zz/8AHh/jSHS7g/8ALP8A8eH+NbtFFg5mYH9lXGf9V/48KX+yp/8Ann/48P8AGt6igXMzB/sqf/nn/wCPCj+yZ/8Ann/48P8AGt6igOZmF/ZU/wDzz/UUn9kz/wDPP/x4VvUUWHzMwf7Jn/55/wDjwpP7Jn/55/8AjwrfoosHMzB/smf/AJ5/qKT+yZ/+eX/jw/xrfoosHMzB/smf/nn/AOPD/GlGl3A/5Z/+PD/Gt2iiwczMP+zbn/nn/wCPD/Gk/s25/wCef/jw/wAa3aKLBzMwv7Nuf+ef/jw/xpDptz/zy/8AHh/jW9RRYOZmB/Zd1/zy/wDHh/jSf2Xdf88v/Hh/jXQUUWDmZz39l3X/ADy/8eH+NFdDRRYOZhRRRTICiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//Z) | ASR 9 x344 030804 Hvæs div
Fragment af hvæssesten. Sandstenslignende. Oval. Mål: 1,8 x 2,1 cm, længde 3,2 cm. Fuldt slebet på nær den ene ende. |
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) | ASR 9 x540 030804 Hvæs div
Slibesten. Lys grå granit. Mål: 8,3 x 10,2 x 27,0 cm. Slibespor på den ene lidt hvælvede kant. På fladerne spor efter lidt grov tilhugning. |
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| ASR 9 x271 030804 Hvæs div
Hvæssesten. Natursten med slib. Større fragment: (9,2) x 3,4 x (12,0) cm. Slebet på de bevarede kanter og plane flader. Nålefure på den ene side. |
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) | ASR 9 x245 030804 Hvæs div
Fragment af hvæssesten af sort, finkornet skifer. Uden slibespor. mål: 4,5 cm. |
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) | ASR 9 x360 030804 Hvæs div
Fragment af hvæssesten. Natursten med slib. Mål: 4,8 cm. |
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Hvæssesten. Natursten med slib. Helt glat. Mål: 4,1x2,1x8,8 cm. |
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v8AVLMRrG0cyrvBjVSSM+/ftXrH7SGsW9v4xRJY9xihRSXztORnH6j0rxSHxmJGEcOyEkkY2kAdfUnHFfLYp3qyPYo/AjbW4fzkVpCjNzynT2x1Pbp61NNeTPqEUUiowZV2lePbkY7Z/lVFNcjsVhiudsSYBEi4zx0Yn3yB+VWlSJkMyyuXL5U+WSHBGQSMVyq5pZGvZzR/uppvMMSFum3BAzxjp+FbF3rmkrb+ZbXBEsiglGjIOenU8DHXAzxXDrpD3fmOJQdg3IrOdw65OMDrj/PepqF9DY3EaPKqsxy6LKH68EDB4Ht14rdSaVrGLhFvc7OG7U3kfmXtu4Pz7pAu4A9uOM/4VcjuraaDa0Zmh3bjcFgrBQSflyRgH0rza11TT5byWEXwSMk7XONykHoQSKq6hrxadIG1G2jtIv4JHAUgc4OD7mmu7RPL0TPUYdUt41BhEUAJycycg56kZ9zx9ao65r32pRCJ40AJVFSTBYZ7ZP1/I15sdbgXzJY7+Lyz0kWUbfXAOevTpVS+1/T8osOpF7kkBWdgFB78n+fWs3zPoUkl1PT7prbR7P7RcTQEYXbG0jKcEdc8c5/lV/S/Elm3lRGNYvlyj4BUk9SMHkck5rwvVvHwVvsl3eRSRRuEKxzHlR0UEAjH5dTwafcfECwj087btHnVVEa4bHYHJPUjrg1vCLTukZT1Vmz3LxB4gt9JSSW5ZtmTGWjR8HA7sP8AHqfy51fGglVRHF9otW+Y3UyMoj4wFbPJPQYJ5+teS6x8XLP7DCZ3gvIkABC4VlY4zgf8BHbvVWy+NGj2avwNm3GxHK7/AMz9auVOpN6IUXCK1Z7rD4whs/lklWTIDAKD6gZHHNJqXjy2vpIlgkbIIWRTkAd8g4+ntXzPqHxQtb6aZkMqRE/LGjZ+g69qls/ivPG0irDcujNu2+WSDxx0P+fwq1h6rVrC9pBa3PpS48Z/uUBaIxq2EWTORnByScYrB1Hxk14jiWG3QlioY5Xjnp0yc14k/wARNc1IFbewunMn3g8ZH5EdOldBofh3xb4i+a4j/s61boqJhh64JJxmt1hKj6GftYnUa344jt1ncCG0jwFVA5YEDtyc1zirrHjBgF8xLYnAnlJC4/2R3rs9F+FMFmySSxCWYc+ZcN5jfXngV6X4M+HR1rUI48F0B+dscAV2U8Io6yJdTsa37MvwxTTbx9SMbMAMec45c+v0r6jjXbgVj+G9Dg0HTYreFAiquOBXRWNsZGDEV2JJbGEnc1NNj8uIZoqzGu1QKKZmRu3ymsS7b98TWzKfkNYUxzM1UWfOP7SvwP8AFXxA16y1HwwIJUaNUuI5JhGyuuQG5IBGCPfj3rwvWf2TfHnhnSLm/wBQ1rTbVEDOkNm7yOev3gVAPXsfxr7/AOwrzP45faW8K3K20TSyFcAKMmuV4anKXM1uae1lFWR+e91qXiyWEwvIZvLTylMrpgY6kBQMA9ar/wBseM44UQSkmPIVhIowPpXp6/DHxNdr5kelTYY7vmGO9U7n4e+ILdir6VcfgmapYSh2JdaoebLrXjWOfz/tUjTAbQ8k4Jx6Hjn8aguNQ8X3kvmSeQ7kcs07D+QxXoUvgvWY87tNuF/7Zmqy+FNUZiPsM/8A37NarC0exk61Tuecx6X4kZ877NDndyxbP1+Xmlbw74gmkLNqFrGSc/LGx/qK9Mi8Iaq3/LjP/wB+zVmPwLrEnSwm/wC+DWn1ekugvaT7nlCeCtUbhta2D0ji6fmacvw7eTibVrmQH+6qr/TivXY/h3rTsP8AQJv++TV6H4T6/OflsZPxFP2dNdERzTfU8Yi+GmnLxJPeTf705xVyH4d6HHgmxWQ+shLV7XB8EfEU3/LoV+taVr+z54gl5ZFXPr2qvdQrSZ4lb+E9Jg+5p1uP+2Yq5Hodmh+SzhX6RiverP8AZt1RyPNlVfoM1t2v7Nk0eC8u4/Sq5ohys+doNHVyBHbL/wABQV0Wl+C5rkqXjESfSvoew+Af2dR8wB/3a1Yfgwy4/et+Apc6K5DxrR/CdrYbW2b39SK6GOMJgCvVbb4LvIwG9zXR6L8C7ZZFe5LP/s5qXJFpHlXhrwld+ILhQqlIc8vivePCPhGDQrREij+buccmuo0XwbZ6TCqRRKoX0FbkdiqdsVF7l7GZa2DMQX6ela9vCIwOKesYWn0iWxc0U3NFIkZIu5azJLNmkJxxWpQAKs0Mv+zzVS80VLxdsiBh710PFMKgtjHFILnLr4dt41AEK/lUcnhm1c5MC/lXV+StHkClYRxsng+zk/5d0/75FVv+EDsR922QfRRXd+SKPKFMRwf/AAglpuz9nT/vkU//AIQW2KkCJFJHUKOK7nyR6U7yh6UrBc4lPA9uP+WaZ+lWY/BsC/wL+VdaIx6U7aKLBc5dfCsC/wAI/Kpk8MwL/DXRbR6UbRRYLmEPD8K/w09dDiH8FbeBSYosFzJXRYv7gqaPSYl/gH5Vo0U7CuVo7NF6ACp1jVegpc0maLAOozTc0lMQ4tTSaTNG6gYtFNoqRC5pc1HupwNUWOopM0EigBwPNLTeKKBCmikooJFpc02igB9FNooAWlptFADqTvSZozQApNJRSUAFGabmigBc0maTNJQULmkzSUmaBjs0U3NFSIsfYpv7n6ilFnN/c/UVp0VRnzMzfsc39z9RQLOb+5+orSopBzMzRZyj+H9RS/ZZf7v6itGimLmZn/ZZf7v6ij7LL/d/UVoUUBzMz/ssv939RSfZZf7v6itGigOZmf8AZZf7v6ij7LL/AHf1FaFFAczM/wCyy/3f1FH2WX+7+orQooDmZn/ZZf7v6ij7LL/d/UVoUUBzMzjazf3f1FJ9jm/u/qK0qKA5mZv2OX+7+oo+xy/3f1FaVFIOZmWbOb+5+opPsc/9z9RWrRRYfMzI+wz/ANz/AMeFH2G4/ufqK16KLBzMyfsM/wDc/wDHhRWtRQLmYUUUUyQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/9k=) | ASR 9 x516 030804 Hvæs div
Hvæssesten. Natursten med slib. Mindre fragment. Mål: ca 7 cm. |
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93JuaaBIPmOPNTLNjAx39elVYbIWqgHcZQ/3sYKg+2Md88jimSLctHFdYCrsVsBFYMu7GPxHQ+9ZDMZriKPO8CTI3HCgHJOcdPwq9qV4bhHYKylxjCDJIHqPqDxWLGz2M0ZLGUs2du7nB68446/hW0SWQiOCe+HmF2ij+YgqduT29T+YrufgTbX2vfGTw5ZP/p6fbo5Z/OLMfLjzJ1z0Gwe3FcgbNJL+XLSRgNvEfyg464zx2//AFV9L/sP+HIbzUvEPiB9zzwKtlGzdMMxLY7jiOMfQ10QXNJIzlorn2r4fUfMa3M1maJDsg3dzWlXpHGLmjNJRmmIKTNG6m5oAduopu6ipABS9aZmlzVlkctuki8isy60ogEpWxRwaQHJXFvuGyRMj0Ned/Eb4MaH48sXWa2WK5x8kyABlP1r2eezjmyMc1l3WkumSnI9KRJ8C+MPgb4o+G9095YBruzU5ZohnIH95e/f8zXEN4okkYrfWTgqd3mQsGOc+hwffrX6OXWmrcIY5ogynqGFeRfEL9m3RvFSvcWcYsL1ud8QwCfcd6mVKFT4kNSlHY+Xh420WS3lSaUkEKAklvIR3z2IwDXCXnxBsNY1a4tTo+qWdpFJiG6NuDGyqfvBeoz6Y789K9d8Sfs1eK9HuCsNot/Fnh4jg/ka5lvgt4pWZYm0WdSTtzxj61n9UpPqP2010OPtfGGjNcEPb6kskXCyyWzhXxzwQOh568+w6VKNUttdnSW0j3Rwy5YSKcg9s9MHGfyNejX37Nfiq1tUlS3S43clEbkfnWNqHwH8VaWhnGmy5K4ZoG+bHocVlLCR+yzRV39pGFLMWkCtIse3LgLyR24PqMfhmsWe+n/tBzja6nB3c4Ocf1/SpbzS7u3meK4knjlUkFZckjn36VWW0njXAlDnO4GRAf8AIrJ4Op5FqvEhvriHY0cj5dRgSFsdhkfTk1mraq14TBIxmDAL5XTPt7g9/atS6s7u4jYK8AcnO4wZP86bb+HryZlESxkk5YCMsWP58fhQsNVXQftodx7eHdRt5IHulkbznZnluZAHBxnktyTjnnPUV9k/sfeH5dO+HtzeMgEeo6jJJb7T1iQLECR2+ZH/AEr5w8O/BrVvHDWtmLtdLlkkCR7bYSttIwc7j0x+PFfeXgnwna+E9F0vRrLP2WzhWJcjlsDljjuTkn3NbU6M4SvImc01ZHoFpH5MCr3xU2aapwoz6Ubq6zmHUhb0GaTJpKAF3UhNFNzQAjSBWUYPzdKKCaKkAzTh70zdSirLJKM00UtIQv4UuA3UU2loEQyWiSdVqE6ZGe1XaKBFMaZDtwUB+tQNoNo/WFCfpWnSUAY11oMWz5FH0rPl0EMpDRgj0xXU5o2j0oA8j8TfBTQPEsnm3mmxvJ/e24P51yV7+y34XunVltWix2RiBX0QY1PUU3yU9KNQ0PmW4/ZR0aOTfbGVf9ljuFX7P9nNLcBYZSh6fcFfRfkp6UoRR2p8zDQ8w8C/ByLwtM13JMZrojarYwFHtXoFnpa27BicsK0KSkMWkzSZpKBDs0lJTTQMXdSZpM0maBisaKaTRUsRY+xzf3P1FKLWUfwfqK0qKoz5mZ32WX+5+opfssv939RWhRQHMzP+yy/3f1FL9ml/u/qKv0UBzMo/Z5P7v6ij7NJ/d/UVeooDmZR+zyf3f1FH2eX+7+oq9RQHMyj9nl/u/qKPs8n939RV6igOZlH7PJ/d/UUfZ5P7v6ir1FAczKP2aT+7+oo+zSf3f1FXqKA5mUPs0v8Ad/UUn2WX+5+orQooDmZnfZZf7n6ikNrN/c/UVpUUBzMzPsk39z9RSfY5/wC5+orUopBzMy/sc39z9RSfY5/+ef8A48K1aKY+ZmT9hn/ufqKK1qKBczCiiigkKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Z) | ASR 9 x388 030804 Hvæs div
Hvæssesten. Natursten med slib. mål: 5,5 cm. |
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| ASR 9 x392 030804 Hvæs div
Hvæssesten. Natursten med slib, tildannet? |
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Hvæssesten af grå-grøn skifer. Mål: 1,8 x 1,0 x 14,6 cm. Helt slebet på alle fire sider. Enderne afbrudt, men det virker som de oprindelige ender. 3-4 svage nålefurer på 3 sider. |
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) | ASR 9 x363 030804 Hvæs div
Natursten med slib. Mål: ca 10 cm. |
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) | ASR 9 x294 030804 Hvæs div
Hvæssesten. Natursten m. slib. Slebet ?? måske blot helt afrundet flad strandsten, bragt til Ribe andetsteds fra. Mål: 10 cm. |
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Probérsten af sort finkornet skifer. Mål: 1,7 x 0,7 x 2,2 cm. Affasede hjørner, slebet på alle sider og kanter. |
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Probérsten af sort finkornet skifer. Fragmenteret og uregelmæssig, Mål: ca. 1,8 x 1,4 x 3,1 cm. Glatslebet på 4 ud af 6 sider. |
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Probérsten. Sort granit. Mål: 1,4 x 0,45 x 4,3 cm, slebet på alle sider. Den sorte granit har få ganske tynde linier af lyst materiale. |
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Probérsten. Sort finkornet skifer. Mål: 2,4 x 0,6 x 3,5 cm. |
![](data:image/jpeg;base64,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) | ASR 9 x296 031202 Probérsten
Probérsten. Sort finkornet skifer. Ikke 'ægte' sort, også grålige og lyse nuancer. Oval flad med tynde kanter. 3,6 x 1,2 x 5,0 cm. |
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Granitstykke af rød granit. Glat, rund, blød. Tildannet? spillebrik? Største mål: 1,3 cm. |
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Tessera af kalksten? |
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Tessera af marmor? |
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Tessera af kalksten? |
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) | ASR 9 x104 0315 Anden genstand af bjergart
Avlssten af glimmerholdig, mørkegrå granit. |
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| ASR 9 x112 0315 Anden genstand af bjergart
Forarbejdet granitsten. Ildpåvirket. Afrundet på den ene flade. Evt. del af avlssten? Største mål: ca 11,5 cm. |
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Halv perle? af kalkholdig stenart (travertin, kildekalk eller lignende). Diameter: 2 cm., tykkelse op til 0,6 cm. |
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kv9z9RR9jl/ufqK0qKA5mZv2Ob+5+opv2Ob+5+orUopBzMyvsc/9z9RSfYZ/wC5+orWooDmZk/YZ/7n6ik+wz/3P1Fa9FMOZmR9hn/ufqKK16KQcwUUUUEhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//Z) | ASR 9 x440 0315 Anden genstand af bjergart
Perle? af kalksten. Lagdelt?? Meget nedbrudt |
![](data:image/jpeg;base64,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) | ASR 9 x044 0315 Anden genstand af bjergart
Avlssten af granit. Glimmerholdig, mørkegrå granit. Større fragment af blæsebælgsbeskytter, med delvist bevaret gennemboring, amt en påbegyndt. På ydersiden ved blæsehullet spor af kraftig varme. Se et lignende lille fragment x104. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCrub+8fzo3t/eP501aWqNbC729T+dG9v7x/OkpKQrDt7f3j+dG9v7x/Om0UxDt7f3j+dG9v7x/OmZopgP3t/eP50b29T+dMzRSAfvb+8fzo8xv7x/OmZopAP3t/eP50nmN/eP503NGaAHeYf7x/OjzG9T+dNzSUwH+Y394/nSeY394/nTaKAHeY394/nR5jf3j+dNpKQD/Mb+8fzpPMb+8fzptJTCw7zH/vH86PMf+83502mmgB/mP/eb86KjopATUZpKKoodRSUUgDNFFFAmJRRRTEFFFH60gCikpaQBRmim0ALupF3KoDHc3rjFFFMBaM0lFABRSZozSAWkpN1JTKF3UlITSUCY6im0UhE2aBSUVRQufTmlptLmkAtFJmigTDtRuCjnpS0nGOmaYhaKKKAEopaSpATd2opTSUgEpaSg00AUlFJTAKNwFFJxSAWm+tFJTQC0lJRQAtFNzRQImzRmkoqmWOozSZo3UgFzRmmk0maBMkzRmmbuKN1Ah9GaZuo3UASClqGS4S3jaSRgiKMlj2rk9U8cGRmisl2jp5rdfwHasJ1Iw3KjFy2Oqur6CzTM8qx+mTyfwqgPE2nbsGfb7lD/AIVwE19LPKTJIXducscmovO9c8+tcrxDvobezXU9Ut7qG7j3wyLKnqpzUleTWusT6PdLNA/+8meGHoRXpem6nFqdrFPE3yuM47j2ropVVP1M5Q5dS5SZozSV0GYZpKSjmkAZopKKaAKSik3UwF9KKTNFSIlzRupM02rZY/Jpd1Mp1IApKKKBBRRSGgQtFJTZJBGpJ6UmByXxC1R4Y7e1QkBgZHA746f1riY75NyEjO7oRXW+KbNNcuEcSNG8a7AwGRjr0rhPFk1t4LsGv7omSLozRp82Pzrya9OrKbaWh1wlBKzOhjkWRRxg1DcTLGue9eQTftOeENOkMM32xNoHzm3O0/rn9KxtY/acsriFzo/h+/1E4+SWXEETe+Tlv/HaxjTqy0UdSnKC1bPZ5rhJG4POcit7wzqclorhGJVWzj6//qrxf4R/EbUPiBrEsN/pKafGi5UK7MW+pNe429ikK7URUHsK7qOHnTnzSMJ1IyVkd1Y3i3kKuv41YJrnNBuDExizxXQ13mItJSE+lJmpAdSZpKTNMB2aSk3Um6mAtFNoqSSanCmbqWrNB3WlpuaM0gFpDg9qO1JQIWikpM0CFrM1mcxx4BrSrN1a2aZcigDnGbvXK/ETw1/wlHh+a0VtpYcGuqkQxtgjmm8YxilYR8X6/wDDS90i6YXNj5oU8SBciqK2/k/Ky7SO2K+z7zQbfUAQ8asT7VzN58FNP1ibfJAoXOflGK1jO25m432PMfgLpbpqNxeBCqNxnHU19A+YcCotA+H9v4ft1itk2KB2rai0X5hu5qXLmdykrFfSYma4DAYFdSpO0VUtbNYQMDFWucVJQuaTNIaKQx2abRSZpgFFJRQAUUlFIkmzTs1HSirNB9FJmjNIBd3OKKbS5pAFBpM0jGmSLzSSL5iEZwfWlpaQGTeaYJee9Uxo7buvFdDgGk2igDNtdLWPHGa0I4Vj7VIOKSkAbQe1JsHpTqSmAlNpaSgBDSUUlAC0UlJTQC0maSikAtFNzRQIkzTgajzShqosk3UbqZml3UrgPzS0yloAdSUmaKZItANJRQA6ikoqQFopM0lADqSgmkpgJSGlptMApKWmmkAUlGaShDFpppabTAKKbRUiL39nXH/PP9RSjTp/7n6itmipuLmZj/2fP/zz/wDHhQdPm/ufqK2KKLhdmP8AYJ/7n/jwo+wT/wBz9RWxRRcVzI+wz/3P1FH2Gf8AufqK16Kd2FzJ+wz/ANz9RR9hn/ufqK1qKOZhcyfsM/8Ac/UUv2Kf+5+orVopXC5lfYZ/7n6ik+wz/wBz9RWtRRcLmT9hn/ufqKPsM/8Ac/UVrUUXC5kfYZ/+ef6ik+wT/wDPP9RWxRTuwuY/9nz/APPP9RSHT7j/AJ5/qK2aKVwuYv8AZ9x/zz/8eH+NIdOuP+ef6j/Gtuii4XML+zbn/nn/AOPD/Gk/s25/55/+PD/Gt6ii4XMH+zLr/nl/48P8aK3qKLhcKKKKQgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//9k=) | ASR 9 x193 0315 Anden genstand af bjergart
Halkugleformet stykke halvgennemsigtig kvarts, tildannet med flad bund? Spillebrik? Bunddiameter: 1,4 cm. |
![](data:image/jpeg;base64,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) | ASR 9 x561 0318 Bjergart div.
Tessera af granit? Grøn granit |
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Tessera af granit. Større del af grøn stenmosaik. Helt lignende i x137 |
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Tessera af kalksten? |
![](data:image/jpeg;base64,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) | ASR 9 x445 0318 Bjergart div.
Romersk gemme af lagdelt agat. Mål: 1,4x0,9 cm. |
![](data:image/jpeg;base64,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) | ASR 9 x194 0318 Bjergart div.
Tessera af granit. Mulig tessera forarbejdet af sten, dog ikke marmor. Evt. naturlig sten? |
![](data:image/jpeg;base64,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) | ASR 9 x400 0318 Bjergart div.
Tessera af kalksten? |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDnftU2OJZP++jTvtM3H72T/vo1FilFIol+0zf89X/AO+jR9ql/wCer/8AfRqOkpDHtdTeYo81wO/zGnfaZv8AnrJ/30arBS027d8oH3akahBYl+1Skf62T/vo0n2qb/nq/wD30ajHSkbiqESi6m/56v8A99Gj7VL/AM9ZP++jUY6UlJgTfaZv+er/APfRpPtM3P72T/vo0ykFICT7TN/z2k/76NN+1T/89X/76NJTGxSAk+1zf89pP++jQbqbH+tk/wC+jUX4UNQMka6m7TSf99Gm/a5/+e0n/fRqMr8ophO3qOKAJvtU/aaT/vs037Vcf895P++zUYbPek3DIoAk+23GP9fJ/wB9mk+23HXzpP8Avs1G3cUzOV44xQBI17c/8/EuP981G17c9RczD/gZppxULdxQIVtRuuf9KmH/AG0P+NFQNgdaKkDbpaQc0tajF9zR1zSUnY0ANVdq+9PPtTV+6BS0ALSGlpOtACUE0v1pKTAdSY5pVPaj3qQEptK3y81DNdRQqWkkVFHUscCgB5pOQvJyawJ/iH4XtZvKl8QabHIP4Gukz+WasR+LtJuADFewyK3RkcEGldDszW+tI1QQahb3Sgxyq30NT8etMQ1RnNBG1qXjtTW9aAG5H40h6HHWnepAxUf3vrQAVC7bWJNSr8vXmmMvfrQBXYBmORg0U6QE5oqSTa7+9Lmik9a1GFH60o60UDG0tHem96AFzSHpSmkoAM8UoxSYoLBVyTikwF6cniqV9qsNnDJJI6oiDLMxwBWd4k8TWXh/TZr28nW3tohlnY/oPU18gfGT48ah4umfTNM3wWJOPLjOGk9NxrKU1EuMXI9T+JP7SVxazLZeF4be4Zm2NfXD/u1OeyjqfrxXiXirx/4h8VF7TUdXnu5s/cjYJEh7AgcV5szG1vovtN9sLHcYEBKMfTqOffn6Vr2f2+Rgk9oiMpLrNyRjOVO0/T1rzZ1ZSfkdsaaijnNR03UluA81vIBn73U/lUug+KNY8P3kL295cQ+W+WjDkK3qCOhrprj7bpOtx314/wBpsZiHEzxfIkhxwR04A4HfP1qxqWj2mqX10qyIwkfh449oyTwQAOPpWd3ujVa6M9h+HXxZl1KOMLceXd9fLzw30zXvfhHx5Fq6rDN8k3pmvz7jubvwzq6oJDHPCwZSPTsR7V9NeG9ae6sdP1OE7DKiuQP1ruo1HLRnJVpqOqPp7hlBHIoCjGKyPC+of2hpcTk5OBWvtOM11nKMbO4+lJ93PpTmPPNJigBh68U1qkYDHFM7UCK8lFJKp3cdKKCTazRSdKKsoWlako7UDE7UmPSnUlABzS0gagnmgAJA61lalqCQQySOwSKMFmY9AB3q7eSbIzjqa8U/aH8ZNoHhH7BA5W51A7DjqIx978+n41Enyq44rmdjxT4ufFW58e+IHt7Zyul27EQQgn94em4ivMbmxgt5HnVGiuXPPzZGP6d/0707R4fO8REHcsYU57nFbFvp5uNWdZDmA4xt689PxryZycmehGKic9a6avnOtwA6OwKbgMgg/TvWrZ2upeHbUXIu9sR3ZE6jkDoq546Dp7Vu6xZpot9aYijn2j95sAODjpwOD19+KyJ9VOoTRi6+aFN20SLuCjqDjHasdUabmjL4iHiTQ009rKO1SP7sS5aSXPdjgY5PTt61yX9tXGgeKItNW3XyoADNGQSQoGQf1xnPaneKfGdxa2rSQ2kDxq5B2t5TswIJCjp3Oc4Ge9Z91eQXWqC6aBVjFtlvMYk5DKQuR68/XHWhbjsL40vobq6spECLcFSGRO3J6+9fQngWF4fCGkRSfe8kHH1JIr5x8C6RL408SQR4bYJMEn+6OpJr698L6L9uvre2iT91GFHHYDpXbQjuzmrPRI9e8BxNFo0QYY4rp8npVXTbRbO0jiAxgVZFd5xDTgUZzindaaV5OKYDX+tMzT2qOQbcEUhEe4OSKKYcK2T3opeojXFKvFNLDIyadWgxaXOKTNIaBjl5oH3sU3dilLUAJnHvRyaPSk3UAZ99ITJjsK+Pf2lvEEmo+Nri0VsRWcQQfXGT/Ovr66bMxr4b+KN95/xC1ye7ICLcyLwCcgHArnru0TairyOJ8NzW0fnTysFfZkNnnNd54fvrfQ4pry7BOwh4dvdu3Pr+teX6tosqSPc2IzboegJOPX6VPqXiQDTYbdJPOnjP+pxgYx1Geo+tebfqdvLc6IXwvpri9kuVtGLF0WFB3Ncxql5umVorsShiwKDKsPU/Tmqr6hczW4gjKwRLtLAvzuGeAB9T+dZVzrUNiGEaB5skZkGR+X4Vi7XNYxZb1Zo5FglmcRLDlnlf0/qeP0rndQ16XV7pIIFZLVSdpIwWzjJPr0qpfQXeoO8s0mBIchTzx14r0j4U/DWfxBqEF3cBntIyC7MPvew960hHmdkEpKK1PTvgl4Nk03SVvpoz9rugFQY5Cf8A16+r/h/4WGk2SzSr+9YZ5rnfhv4D+WK7nj2RoAETHSvVhGI4wqjAHSvVhHlVjypy5ncWkzzmgZ70VoQDCm9KUn0pDTAY31pjN1PenSdKhK4YnPUdKBClQVIzzRRIfl9KKkk0OGxT6Z93pRu61qUSdqBTVanZxSGJS0goNABQKQ9RS5oEZV4CsxyK+MPj1oE2h+PtQkKERXDefGccEHr+ua+3Lq385cjrXm3xU+GEPxA0fySBFfw5MEpHHup9jWNWPPGyNacuWR8QaXrk2kzTlXQCVGSTcoYkHggZHBx3qvrV3p+qb3mt/MnZdodflOe2fWup8a/DLVvC90Ybyxmh2n/Wbflb6MODXKro7/7RJ4wRXkyhLY9NSi9TMhWGFseSpj4ycnmq19apeMu2FS+/cNoBFdhpvgHVtWm2Wmnzzk8DZGSK9Z+Hv7M+q3lxHc6nD5CdRGev4040pSYpVIxPHfA3wzvvFOoKkik2gxuk24I9h719kfDL4TQaTaW/mQeVBEBsjx19zXV+Dvhfp3hiFB5Ss69OOK7dVCAKowK9OnTUEefUqOTGwQJbxCNAFQDjFDZp5OKjatzEYc7s5oP60v3qFpAIppp60rfKcUx88c4oAGzTOOvenDO05603tzTEMbGPXNFK9FSSX260vamZp3PFbFCrnFLzijtigHFSMdSNSg01sZpAI3TinZ4pvtSjpzVCFXmjYrdRSU7NICCawtrlSssKSKequoIqgvg3Qlk8xdIsg/8Ae8hc/wAq1qXtU2Q7laHTLS3/ANXbxoP9lQKsKqr0GBQWpuTRYAb6Ug+9mhqTrTACajNPNNDDFADNvvTsUjKOtCtQA2XtTD60+TnkUw9KAEOAKQtSGloAjkYUUMo/GipILvvT92Kjp1aFDqX3pnSnbhSAXdzSN60gbk0UDF96Ue9J/DTh92mSJ9KPrSZ5yKRuooAVmKjIGacGNNODS5qRhRijd8tJmgAJzSfdyKDjFIaAGMcUi/MvWnt93imbe9ACMxXjGabzSt1ozxQAzcTmlOGoZflpAPWgY3oxwc0m40vrTKABjluKKGooJNUaTeY/1X/jw/xp39k3f/PL/wAeH+NdHRTEc7/ZN3/zy/8AHh/jR/ZN3/zy/wDHh/jXRUUgOeXSrr/nl/48P8aP7Luv+eX/AI8P8a6GigDnhpd1/wA8v/Hh/jS/2Xdf88v/AB4f410FFAHPf2Xdf88v/Hh/jS/2Xdf88v8Ax4f410FFAHP/ANlXP/PP/wAeH+NL/Zdz/wA8/wDx4f41v0UAYH9l3P8Azy/8eH+NJ/Zdz2i/8eH+NdBRQM57+y7rGPK/8eH+NH9lXX/PL/x4f410NFAHO/2TdY/1X/jw/wAaT+ybrGPJ/wDHh/jXR0UAcz/Y93/zx/8AHl/xoOj3n/PH/wAeH+NdNRQFzmP7HvMf6n/x5f8AGm/2LehT+55/3l/xrqaKAucoNFvsf6n/AMfX/Gm/2Hf5/wBR/wCPr/jXW0UBc5P+w77/AJ4f+Pr/AI0V1lFAgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/9k=) | ASR 9 x362 0318 Bjergart div.
En lille oval, slebet eller nadrullet sten. halvædelsten? Mål: 1x0,5 cm. |
![](data:image/jpeg;base64,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) | ASR 9 x137 0318 Bjergart div.
Tessera af granit. Mindre del af evt. stenmosaik |
![](data:image/jpeg;base64,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) | ASR 9 x392 0318 Bjergart div.
Tessera af granit. Meget flad, men grøn. I dene tydelige lyse korn |
![](data:image/jpeg;base64,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) | ASR 9 x144 0318 Bjergart div.
En klump gennemskinnelig/gennemsigtig kvarts. Største mål: 2,5x1,7 cm. |
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) | ASR 9 x395 0318 Bjergart div.
En stump kvarts eller snarere bjergkrystal. Største mål: 1,1x1,1 cm. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDyRdc1Hbzf3X/AH+b/GlXW9RCc6hdH/ts3+NZytg460gb+VAzS/tvUe1/df8Af5v8aUa5qG3H2+5z/wBdm/xrNaTb+dKGFA7Ggdc1Dd/x/wB1/wB/m/xpza3qG3/j/uf+/wA3+NZu7p27VLuGPU0CsXV1nUe9/cj/ALbN/jSf21qOf+P+5x/12b/GqO75uuacQcKSaBF7+2tQ3f8AH/c4x/z2b/Gg61qAbm/uc/8AXZv8aoM23rSqC2cnAoHY0k1u/Yf8ftzn/rq3+NNOs6gP+X+5/wC/zf41jXOq2mn/AOvuoYR23yAVHF4h0yVci/tz/wBtBU3HZnQJrGoNnN9c9P8Anq3+NRS65qG44vblf+2zf41iN4k02Fd326HHT73X6Uy01qz1Qk2tzHNt6hW5H4UrisbH9uajt/4/7rP/AF2b/GmPrmpdBqN0D/12b/GqbY28ioW6jtVAaX/CQaiMZ1C6z/12b/GkbXtSX/mIXR/7bt/jWcSeh4pGYZ5oAvN4g1LjGoXef+u7f403/hINT/6CN1/3/b/GqDN8xNMZuODzSGaTa/qeP+Qjd/8Af9v8aY3iDVFX/kJXef8Aru/+NZvmE9aYzbeh4pgaH/CRaptz/aV5n/ru/wDjVeTxJqwA/wCJpef+BD/41QaTcMA1CxH40hF6TxNrHbVb0cf8/L/40VjzseAODmikI6fcc+1IZCD+lMB2r1zS8tkirKJPvKPWkVtuabuwvHWk3HdxSGSE/MM9Kl3D6Z61ACT35qTdheT0oAcPm6cVW1PWbXRbRpruZIYlH3nOKwvF3ja38L2JuGXzHY7UjU4LGvDPF/jPUfElwpuJI1CncLfzABGvrtxkmolNRKUbne+LPivc3Ehh0tTFB1E7cE/Qdq5h/G1/exsrX8ofHTecj/GuW+3OVVQjFsY3D+g7VseG9DimuJJbl8uwysRJBOD0J/z0rBybNOWxV1qG5uW810kfC9ZM803Rop764WIPsY8D2967dNOitbhWllaMMNmIx90Z9O//ANeq17JBpeI4ZFVyN4mKAOQeNpPcVn11K6GlY6DpmnLaPe3DTyQSCVFlwRkdsHscVg3fiR9N1AXemwtb+UcvIuAHHoQDz+FMsZ7e8eacTSG8QjbnlSOAf61fuGtI7eeKOVp4pCMB1+6P8aq/YnlPT/CvjC08U2CyRvtuNvzRt1Hv9K2dzKo3Hc1eBWVxNpN4lzZuyOAMc9/6ivWvCfjGHxHD5bDyrxB86Hv7it4SuZuNjofTPIpjMPwpeeMelQscg55PatCR7N8vAqJnww/Ok8zAAPOKi3k0gJGyvfk9ahaX5cZ5zSkt1z7VBvJ5B5BpgO561FI3PtUjNuOepqCbK8/hQIhmbOR2oqCRuce1FIk6lW3cdaesnaoVk2tyKUNubirLJ+w5zQcDPao45O34VDd3Xkxj+JqgC35qx4JNZWra1DYWVxcSvshjUlmP6D65qCS6MmWJ4rxHx94lvfEGoGKF2ntDLtihibavQYJHc89T69u8ylyotK5T8S+LpNY1B5HJaXOEB5WNfauftLdfNeVgnmyHLMo5J/rVBWul5MflBieXHIFaNpPHHsdTuI9fX6VzPuao6rRo9tozhFyVYI7EHBUc9/cVGNdj01Y40IeUc8/X/GsuG8SZZ8SvEEQbcJkMcgYJ7DGTn1HvVHU9HuLeOC8uLeeOKfJhmkjYJIAeSpPB59Kgo2tS8U3k8UskUiS3MaFYxI4AOT1x19TVJri51SF90xNwqLuK9M+3PQ/XvVUTJeHfDbxw/KAfLJOfzJ5p9+DMwdY9xYDeynbz7+vapCxHcX4+0DY5il/i2kYz3GB057dquw6jcKuJJMrx171kyMjKDsyU5J9eehqbTrrz2jWYqcL+82KV5xzgE0wOksbpZtwJw6Hng9P/ANf86v6Xqk+m6wk0YAaJv4Sfm9RjFYOm2hWRTCYwWRgDIeOBknJ747euKtW+tWb6mbZrqD+0BD5xtg53lc7S+Ow5H1q4uxDPZdP+IWl3kkULu1vPJwFkHB/GugZgQCPTNeESxtcxq2PKkUB1I7+mK9L8D+MItasxZzt5d7EMEMfve4rpUrmTR0zN8w9ahYkMc81LIRwBUDuMdfxqiQ3bc5P0qL1yeKduDAkc1FJ3B55pgK0hwRUMzFVyTxQzYxmq80hakIZJ82KKjZsfXFFIk6zd8vJwTTY5fmJ6YqNcLj17U8EDJ/lVssmjYMRngZrI1CQ/aBjpn8K0wwH1qtf26yJuA5HNIZy3ivUJNO0ORosksyxsy9VUnBI98V5VrVvNJHGy3Cy6dsM0bYzt5wC3GAfYGvYb60j1KzmtJf8AVyqR06ehrxjxFJd2sT6PMWUWkrMI2yUBbHzDsMhV/IVhPc0iYktobqQusoMY2q3GMbs4+mfSqEdxDHCTlo5ehU9+n6Zq9qS2/wBqnEzCBo1XIiTcMjoAQSCffNcvqmn22qapFcCa4gljUoq+a2xh7oCFJ9yOKyLOkt9RaT7Rb27N5TEKTwN/Q8AHpnjnn+u5N4j1SbR28P3F7LBp0a7jbTZdQyjI2hs7WPtjr74rm9M0W40nbd219DKbcJLuidkkRjkjAIByMdRkZ710UcK6sx1C4cMJIyqrJNlsoFHzAcgYxj1xxUlCaRBFBdeXBMtyqpw6ps3EDJ47/wD1q0ptHvrrJt1SF5AHXzRwy7sH9AfoRXPzxtZtJ9nuo5o43BMsSEr3/vgH17Ve0vUmkt3bY0hXaVVTtAzgHH8yO9S0UZniOyl0eNTETIWJ35PbGf6/pVexkWO6VmH7srnrg9cc1sa9n7I8csslzLjf5rdACeB+A4/AVzchlkdTcOjlFCBo1CjaOnA4z70IR0iqLXUba8AkdArJJHnjYSPn2ngsP6mqVvDYR+IkurWxiDzx7bi63DzeuFLccjC44PGBWbqmvW2h6TFfX7SLaRyInmICdu5sY47H3rpbCO2voY5bVX3Tu7hN+5QCchVPXjPf2q47kM6nTYWumEf3WQqhXuFJ7e9Jq9tFY3cN5YyiGdGI2g46etclrVrdadHa3a38ttbQ3Sm7hBI8yJjjHrgE5rprX7PcyOvzM2QFyOGz71sjM9J8K+JYvEmnh8gXEfyyJ6GtJl/75FeX/vdM1ezuNHhYSOAJIR/F68V6V5jeWCwKsRkr6e1aLYhji/y8cA8Uxssp5x701pAGweKj8w8gdKoQ6RuuOahb6Zp24tntxULSBfWgRHINuM0VHNIGYDPNFIk6TzDt6dqfFJnjpVZZMH5vwp6sdwHbGcVbLLisq8daZPL5cDnrxTVYMeuO9VtRmItytSUZkcgMu7J57V4d8QY7jVPiVcf6UgaGIA2jSFY9oOVdhg4JBZdw/uivaoX24A9eteefEfTIY9U+2xSEzTR7pV4AGAADn8OntWU1dFRdjiLyKCARlt7XEhZm3H5VALDAHfOAc1gasDCYZAVUFgMsK6+GzbWAMRmUY3Db1/E/41V16Cy1C8vIYbGWK1PzxhjueNR3z0PNYlruZ8LHT75hHPDcxyvscwyny5FzkgEdsity50CW30+fWbSSafQoJIbcz/c3zMgLovrg7ucdAPWsGNf+Ef02GOaC1ukuQzoxbLJgsMcHg5AOD7dqtXHiy+h8GzaRDDbppc93zMMF2dMn+8QOGHT9aTL9DR0VptzCX7NMNvkfvHQE7zgHk8kFuvbHXis6HUJNL8xDGzyiQR/InzKSdqnBPQZBP+7+FVNPkHlRJP1Riu4HG3oQc/72fwHvVHUrhXuGaMFTjB6+nWoGbieI4NQt47FikbOqssy8b2DZI3DOepGM1TvrXyfMVF2osmFfHB/X2rjbez/s+7tjaSm0s4gQ1mqKY3zk7umQ2TnOe1b0OqSzlonZSq4wCOv/ANemI2I4YL7RZrG5jEtvMMFWH6/Xp+VbvgvXdGaXUNIe5jt206NZ2Hlt+7Yj5ADjowGOOMjnnFcjpmsxSTS2hjnU7hhjA3zdhtboevr2q/DJbafqH2yCNZZ7hBFJKE+bC7mCue65J45GWq1pqJnp2uatY69Y2M0aQpPJFsnC4Ctj5SSB0yMfjzVTTZopbiK3tIy7k5Ma9h6A1w9nqk15FGoVRIB5axxHI3fxYwBxnNez+A/C40LSxcTrm9mGWJ/hHpW0ddTJ6GrpOkG1ZLmVV8/GBjoo9K0JvmJx+dEjs2cNUUh9+Qa0JIjjcCec03gscdM9KTedpY8Cmsw+XHGe9AgZuoIqKRtoGenSmysckjt1NIzbuOvNAiCTDAkUVG5C+3aigk6FW3N1zUquM5qp5nIxUiyDbgdKplltZFDA96bdQ+co5qBWx0FSo2OBSGYsym3Yhvu5rJ8RaBFr2nsNv+kRq3lH1z2NdbNbpMmMc1RmsXj5Xn2pDPDJml0642pmGVflfI69iCOlVdT8Wyafpl7EbeC/llURKzgCWP5h8ykd+5Jz09zXqHibwXHqjT3ELm3vHHf7jkeo968euPDeqaPcXMOrK+GJ8vYNse3Oeg4P1681zyTRpGxBdapFq+myxzIgvFcBLjGCykYOccdh2BJJPNV9DuYtJ1q2uCkcaW2DKs0aSrIMgHCNwTz0PpWdrVw2nx+XbCN76TiGGRwvmEckdfTNaFjavdSW1vsVPPcKTIw+Vj07/wBcVBWxu6n4T1K3nxJbSadFPD9qhNwpYspDFQ2MhSdpxnB5H1rnrhpYUW3dSJAcMAoBHXrxXr9u174f8OyW2oztp3lW+1J9nyy4DEBgw6lScc9h9a8Wk1RvPmKt5rN1kcDJ5zSsC1GfZwsmJAChHLdwaFh8uRlz5iqeGH8xToLpnQxEKVPqO/rmrN1dbmjzbrAVQZ25+fjqef5UhjWU+VkH585G4ZAx7ZH86rTtdyfZ0j8yJ5ZAGZSB5a4LZPX+6B+NOkmIYf3W6NTYbp/7RSNkUIy/MxGCCMcZ7/e/Q0wPU/hHa2dxrkkcka/uhmMH+de2NJjAxgV8+fD3UE0vxhFk7lmG0GvfJG3ID+OBXWjBhv4OOfeoN3Y/WmhjuwOOajkYjvn0NMQrt0B6daYZM4GMc4pu48Ec8VGzbVJH3qAAsV9x0qMvnOOKc2GxnvULSDn0HFAiFj1zRTGbIooJNrPzVKrEKB1qHcp5A4p0UnHrVlFiOZsc1L5mDyaq79q0M3TJyakZe80dhjmnLJznrVJZQW54FT+Z8uKAHXMKzDGMGs640JLuF4Z0WaJuCjDNX/OBxUnmYamB5B4m+C1vJqSXFlJFbx84WRSSmeu09cH0rlvF3w31PSbFLqGS3uba3bzJgEbzVwQVZeeMHk9fwr6Du41uI9p6nnNYVxavHuEi7lPB46isnTRfMz5x1bxHrWsW8dteancXdtGNqI8hKbQTgY9s1mQp5akEAl8qPWu/8efDV7O4bUdJVzaK3mSW8Ryw9Rg9V7+oriltpZbE3CIURwGR87WGOc46g1zy03NFqiiJDk54HcVdsZ44kDx7zcYcSYwF2FcEfiDWNJcbXc+ZuOfmHfPWrVjPa+XyHknZsgjgL2x70irEqxSxzFAymJl3KCaIJlfULeOR8KrfOo7qTir+2JUAKfP/AKzcCSMcYHSseS7ia5klysYX/lo3GAOuc/SmhHWaPMY/FVgEbIWQKK+kFkBjXn+Gvla1lMuuWiRPsPmLg55r6ds4yljAN2TtGT+FdSMWWt47dajmcbwR060jPtAGc8VBIcAfN17GmSDSEKT2zUbzbsBeg60sjbhgVG3C5NMB3mcEEc1FJIFUk80jNtqFu4IwMUALuG0+maKhdht4OaKRBubvkVRxSxNtYjpVNJi3fNSRybXBPaqLLqyUiy7mPGBnrVTcWb0z0qXftGM0gJ8/MMHk1L5nAzyar/wgjoKXzNyjHNMCwz/NntT0l+bBHHeqhkH406OQBjzmgC75nIA6etMdRcIwNRGTgc09SS2B0oAzrrTiqs0fJ7V5b49+HX9rwyy2KgSMSZbZhlXB649Cf617IGyQO3SoJLOKbJK4rNpS0Y07bHx/daTFYzeUyiJY/lQYJC+3I4qoyxLMEjkjMu3OyN+dv97B7V9Va54RsdTDJcWkNwrdQ8YNcVefAjQrnbJZxLp10oIikUblXPUYPI/A1zum1sbe0vueRaVdNfsI2n3bQV+Y9Oe1JqXh+0nhEVyBLbM2W+baTggj9a9Eb4E6xHMm24sXXpv3uOPptral+CKPbxJNeNPIo5fBAq4xfUHJdDx7R9Pk1nxRFFZsyhZAQT2Ga+ptPWS3sIImO51UA1x/hn4W2fhu4E6ndJnk120nyAbTgVuYiNIN5z9aY+C2SKhz+8Y5z70SNlge9MQrMF/lUW8nNOk27jkcVEMcjHFAEbuc9yaZvb17805gOe/HrUJyucUAG8c4HOMUVExy31opCPQB8I/Fy9NJ/wDJmH/4upB8JvFpYk6Vj0/0iH/4uvo6itLEXPnRfhP4rVsnSv8AyYi/+LqRfhT4q3Z/svH/AG8Rf/F19D0UuULs+ev+FWeKsHOl/wDkxF/8XSL8K/FXfTMH/r4i/wDiq+hqKOULnz3/AMKs8U/9Av8A8mIv/iqVfhX4oWTP9l/j9oi/+Lr6Dop2C58/f8Kt8Ubs/wBmf+TEX/xVSn4Y+J+CNM5/6+Iv/iq98oosO7PAv+FY+KM5/sz/AMmIv/iqf/wrPxQeum/+R4v/AIqveqKXKHMzwGT4YeJ2BA0zH/bxF/8AFUL8LfEw2j+y/u/9N4v/AIqvfqKOVBzM8Cb4X+J+v9mZP/XxF/8AFUxvhj4pb/mF5/7eIv8A4qvoCijlDmZ8+S/C3xSw40r/AMmIv/i6i/4VT4r6f2Xx/wBfEX/xdfRFFHKHMz50b4TeKv8AoE5/7eIf/i6b/wAKl8Wf9An/AMmIf/i6+jaKOUOZnza/wj8Ws2f7IyO/+kw//F0z/hUPi7dn+yf/ACZh/wDi6+laKOUOZnzO3wf8Yc7dIx/28w//ABdRH4N+MeMaR0/6eYf/AIuvp2ijlDmZ8vt8GvGLAD+x/qftUP8A8XRX1BRTsK4UUUUxBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//2Q==) | ASR 9 x308 0318 Bjergart div.
En stump kvarts eller bjergkrystal. Største mål: 1,5x1,2 cm. |
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PSmr1/mcUhkC53YyRxUgOVt8ZB4Han5GDgcY6+lRKx8xh1wBx7VIuxu/wAw9KAI5PlQYzTY/vHapJPf8KkljLR4J7dKZkpgk7RigBuBjBGWqvJAkkgbqy5IwcVP5bKpKnAJB5681Hu9D2xQAxWAIU8+g/CoZOdpKnntT93zZwckUyTO5eM+nFADZOVJB7imuhHO4Ae1PCjblcZzjFRbvmKmmAjLnAHrUUg44+lWMZIyMVFNH5WVPHzUgKE0yQxsWIRBySeg9fpRU8iBVJzz60UiTeVwCS3TpT48HaG4zjpVZjxjH41MsnzD1WtBk+/y+nTP9aWMkn0GMZqMbW6t27U9V53A5YHtSGSj5wAeMd80KyjJHQetRyN03MBxSqwaNQRjPNADtwZDg5LCmxqWBJOWFLjHC9N3NEbY3Y4xkUCFb5Y8+/Sq/wBzOc9fxqbhsj370jKNpIAPP4UAIrDa3OAfTrTFU+YW3HHv/Ok24boOTxTmYZOeBjmkMUdC2B9aFkCtwOcc0Ng9gOeKPKPQLgZ6UAPYbmO1j9RTCDjoW49OKUemMDFK2WUAfWgCNugxyetV/LVm3H5Wzmp93zfLyAetNZeuOSfSmBCy/Mew6mmMueo69sVO2QoJIJ7io1XdIfm7/pSAhkj28LgHrURCnJBx1BqxJhflx+NV2T+LOOc4oAMHdwM9uTUU0Yz149KcnzBs9ASKaWbYB2zgnNAEDqAOSMA+2KKaV3dMH/aNFIR6cPgr4zY/No2AP+nqH/4unx/BfxijZ/sXj/r6h/8Ai6+o6Kok+X/+FNeMsn/iTcf9fMP/AMXUkfwb8YRocaTz73MP/wAXX05RQM+Yj8G/GJJ/4k4/8CYf/i6T/hTfjJeRpGTjA/0mH/4uvp6igD5jX4N+MGGG0nH/AG8w/wDxdL/wp3xh8x/sjqc/8fMP/wAXX03RQI+ZB8G/GG0f8Sj/AMmYf/i6Y3wb8ZdBo/GO91D/APF19PUUDPmD/hTHjAqQdIwfX7VD/wDF0rfBfxfuP/Eo7Y/4+Yf/AIuvp6ikFz5jb4NeL9uBpGOP+fmH/wCLpV+DnjAYzpGfX/SYf/i6+m6KAufMp+DvjANxpGef+fmH/wCLpG+DvjFsZ0jn/r5h/wDi6+m6KYXPmJfg34x4/wCJRgf9fMP/AMXTf+FM+MWbB0jA9ftUP/xdfT9FAXPl+T4M+Mei6Rx73MP/AMXTP+FK+MeQNHI9/tUP/wAXX1HRQFz5ak+CvjNsH+x8/wDb1D/8XVdvgf414xo2T/19Q/8AxdfVtFILnyj/AMKP8bbTnRvmI/5+4P8A4uom+B3jc5H9h8dR/pcHP/j9fWdFMLnyMfgV46XAXQ+B/wBPcH/xdFfXNFAgooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/2Q==) | ASR 9 x500 0502 Tessera/mosaikstift
Ganske små stumper af bjergkrystal eller lignende. |
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) | ASR 9 x479 0309 Klæbersten
Støbeform af klæbersten til støbning af barre på ca 4,5x1x1 cm. Klæbersteenen er ret grovkornet og uregelmæssigt tildannet |
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) | ASR 9 x475 0309 Klæbersten
Netsynk af klæbersten. Æggeformet netsynkesten, med to dybe furer til fasgørelse. |
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) | ASR 9 x172 0309 Klæbersten
Randskår fra klæberstenskar. Med fire vandret løbende furer |
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) | ASR 9 x040 0309 Klæbersten
Fragment af lille klæberstenskar med ornamenteret rand (furer). Sammenlimet med x363 |
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) | ASR 9 x363 0309 Klæbersten
Fragment af lille klæberstenskar med ornamenteret rand (furer). Sammenhørende med x40 |
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1jdfPDDCx8ElscdqKOZIfs5SMq7hn09BcQsxaMhvl64zVT4oQ3Ph+aO9e1S+sbwh0fALIxGSM+9bMqsYyDzlcfStvT7G48U6PFbRzQTy2qfNFdDcjAdgPr3r5/KKmsoH2/EVG8YVF6CfAnx9YaOsF1FryaI8TLG9hI5QTgnk5JwMAY96+l/Ektt4mlsRaMsqvD58csZAVgf9oe9fE3iL4cajoetmbVdOaKCZf3Zs5B8vvjGDW/4J+J+uzHTtEub82tpHcJYPMI9pWBnV2YDsw2kZ+tfSygptanwsZWWp9F6hpdro9oyMWfcAplcHP5++e9ctcTJypkRVC7d2QecHjFdX4g0C8h1L5XZbQLuzIcgjPB69xXn2utd6e25YftMWcf6sA9PWuZI6mX9AZdS1yztooiZ/PUjgNyGz0PX6V9M6PqSSa+4lJRYbXzfMcgLg+p6dQK+QbPXhpc8FwIo0vYWE0bL95SOR09CPavq3wfJb+JNP0u/0m7juoWiKuUJ2huCc556lhg+v0qmrK5i2dbY3BOltO8nlJIN5ZQQSfvBQpHcfjz9KWG61LUbS6aAwR6fK+Ta7FQgjgkZH04xk4PrVtI0fzrVUZJRIvzbeQ21SGXjqNvSo7fWLTRdc0yyuLm2imvH8uN5iEEswVsIAcHJG4gDtg0TTaVjOLSbbKXijw7b6etz5UcaRJEgRSoOOWLMOnXI71S0m2uUkijNvaBd4ZoY8bYyxGD35xuPvkehz1Pia7n1CSCDy5F/eN5cisGLKAN3zDvkD6c1W0jwTcTGWIzW5uEUNLiYbljPKZweDj161lTUpO5pKUUrbMp3EdvHfBbUyJMp2tHj5ZPbJNc94k0PUtSigVBJAjI7nzmKgcfKp2ncDznNbmuW09l5F2jMzIC3lovUgYwB65PYZOOlUL68N88fmSma2jUh7eMkg56/N79j6Y6UpW1TZUbuzSMbwv5s1rDDf26loFUyXkJbaVOcNkjBPbr25qjqWm6xo+pXuoaBGtwZPnijfKtE4+8OuOcfdHXr7107abc3Wn+WnnWkbRbPNkOTsP8AeB6Hjr7VPp2kx2til1YrDFPsDNucsMjr34OR1HTJrOMnJXRclyvUx7XQZvFHheSHU7SO21RW3SND8rOT/ESM8nv1qXwvot5pumx28sSxxwM0ZVYc/MDuOD6HJwTW1q2oRrqVnpk5bTLm6OY5p1+R8fwhgcbj71uRz/2HbRxX65hRtsLMWyvGevXtXRFLfqZyvscZr3g62jaWZk+9yPLPPTk8Hrx1Fc5b28ENxDsl8wKQvkuw3g88nnpXp8lw99FJ9nKShpf3bOTnjO4H/AdR3rkde0uLfdXtpZRzTpgmZsEjbuDDHrwOvTtV3UdydWTww2mrQLHEFVsbZDKM7eeoqa58NwfZYjfIkkAxhSny/TPpWJ4H1CHxFeXETRwwE7WRd+0lj128+nFdXfXC6LNKLxZ/suzfJJsJjhUHGSRnPHPb+eJvGSug1ueL/Fb4VvpEM2s6WkrwcrNAn3o0wc7DnGOmeM8V80+I/GVt4FW8dSqzXHCBmBZBjn3HU1+gmp25m08BIluIGQNkA4Kn2/H8K/M79pj4RN4R+MWpG6u7i50q+AvLFGB2hG6pu77SCKiU/ZrmZ14el9YmoI4bXPFV746umtbHdHbvgXFyePNx6DsvtRWjpRS3hEaxIijAAXjH1orwquJqSlofd4fB0qdNJHpl0X3AA5X6ZNdz8IbfS7hryGWeOK9Z9yxs2C6nhv6VxDNJGpycA8djUbWME0iMWZZVbKuh2/rXmYTELDz5rHp4/B/XKLp3sfQuqeFn1a+trK7tPOihO5MpkhcevpXhHxo8N2+j+IoZ7eOOP/RmYRxj5UkU7gSe9aw+InizT4FSDXppYkAVVlVXYqO2SM/rXKaxqniLxlf2+n3Un220LPI0flqpUFT09s44r6ilmFGs0lufBV8lxGHUpSs0j2b9m7XpfHumapaahO93qPneY0twT0ZSSDj7uNpGK7jVfBN3HPNbulvZsy5QEbWPHUknn/63FfLFnd6t4Vl1G80OR7a++zbXkjcjYF+8wx3x/M1XuPjJ8QfE32eNfEl44iTbJIzqjngfKSByuP516yhGep85KpKnoj6r0f4N2mr2b3N1Jm7d2Bt0gcEEcDBxjnGc/rVbwrqVn8GfFEgN5cPZxlkvLLaTjOCr8nG4fmR+FfKtp4u8TzwvLqXjG9tvsoLrIt0wPJ6A5ySc9K3YvFx1yxS0vbiO41G4Pmpfy3LbmwMAtnknj9ar2aT0J9q5LVH3T4J+LPhnxhr1uNL8RW80jTkPZTSLayA4c7fLkw5DBVIIHOfrWb8StY0641LUYZJo4dXuis1ppsdypmSUDMcgwT0I7DBr4T1fw3rfixRZ65YKVt0Lw3YhG87CAdsgO7jcDwfSo2+FOmalNNaSzXF7qkVupF5NI7yW7FgVBbduB2557fjUSpJ6CVS2p+jngO8sPG/h+21DT7x7azvkw0KuwdG/ijJGGV1yQ3cFT6V2d5a3lj9ou4yq20gCyLG/lsMnaRuzwc+3c4r8/P2PvitJ8N/FWufDe+vHu9N1hWvtLkvAJNt4hzLFuPcjec9SRX6D+FLJbzwyLa6uIbh9mWVpchgzE4z75I6fyojTjGXuicm1qZ+t2smoSefEdux2ePcw28YzggcHk8AY46jin6OlrfXQh+zx/aoG+QcE7QuRlv4scL+QqSC8udE1O0tJY0jhupArR7lcsSMBhzjkbTwe2fSue1/UpPBPisPhnt40aTahaQ/McyYI6/xNnHGD9K5qtJRtKPXc3p1G9H0M/wAVW1wupLGFkYou5VQF85+mCeT+taB8OwXCRQJcxWVtIPMMdwAx5wD82cHgnqPXitbXbye6kkvbdNpKJKYpABsU/wASn1wT+ftXKeKLXU9Ut0uLK5CQeZHOqR/xKM5V/UDPT0PrXNTSpQ5ZrU3nKVSfNFnUaTDZ+BYhHYqt/aQsVudzrK7SADgHGQxHvitrXbO31CFr2ydISq7SFk4QgH5enB7HnHNYXhHR4IfDiXt7bb5VYxtHb56Abs4Psc46c+vTS8Oy2uqS6m8LQzK0gKRrCQUzxg54JBBORyM9BxXfG0la2hyTbi79TP0fSbi8Cbh5ETIpiVsBkOWByPXlef681estLS6WV2vVuZBIV8uRcOuF3N254NW4zDNJdwvAfNtECO8bhQSQfxweO351j6fok+l2Q8ghLgllZSWZQuSNozg5JBGR+dHs4vYHUad2UpdEN+t1pkA829kUkTpGFjbHIBOeMnA+pqnouj67Z8XrvLbLjzY7hS+MsVxk9j83txXYafo89rfGWW8iRGKskMi/MijueeBnmsqbWLqaS5QXm0GQneyqWwH4VT0x0Ocf0NTKh7yaYlWdti81iEXhtyR5UFBuCtnBXr64r58/ar+EjePPAy3Fq/k6hpTSXUAkT/XKE3SIvfkDd35X8R7FfXd9JGWaSaGWQ+V5YIYNg54GeTgZ549a4T9prxNYfDz4a2VveXe6/vLRrC0tm/1kkjq4LkDgYVs+3TvWNblUXF9jswkqjrQ9nvc/OuHTzHgF9wP60V0kml7VSVU2qxI/Kivi3Vbdz9fjSSWh0E0EjYYglc9QcD8qiki7by3+z6VsSaJDNHHLFcqyP90o3Q+hHrxWc2mTLvKHcw6jGc1wRqJnoSptFCR35VSVXvtIzU2gTPB4isC8jRq8mxpG4GCCOfbmnyWrtHllGfZelU7mE85AdCOF7mu6jVVOal2PNxND21OUL7o3vEPh+zsvFlvbverHGbloHCDMbRsMh259RXHR2MP9qX9jClsBaPHMct/Dkn5T3GBnPfPSus8C2Nnqet21jfsscHmbvMdyvGRuXdnpjJ/Cqfi6w8P6DrV4iapcanJI2YmhiUBACQu4g/NhccEda+0o4mFSn7RaI/LsTl9ajW9la78jgPFH9lX1zc2C+eJ9vmNPywLDJ2jAJAwee/FdH4e8J+H9J0/+0brWYL2OHBIKOADjBYE4JGMnp2q54bXTLK4mnf7XG1zxIsMMfyjGCcls9PT861LjS/B99eSK11qBtCq/MLYrLuAOcrjbt6d8n2q1i6dviX3mMsvrp3cH9xgWuteIdJ1eXWfBF2moaQh2yW7R7goIywKvk7cDr9fSvWrTx9D44sDrFroFra6tPa/Y9QuIWCKAoPzunUErHgEfexjrxXA+H/Eui/D/AF6VdOuL46XOgD5tcgH3GO/Paui0vxDG0mof2NqGn6fZT5dYppCokbGVBXp1yenBPatFiYNaMzlgay+KD+5mV8QPArap4Xt9W8LWdxpviDSJDqdrPtDbnjO9sDGcnPfg4HFex/so/tyeHfH15ZeHvFc66J4rEeDNdlBaXrDA2IxPyu3Xa3Gc4J6V5n4o8cv4f0tHtJQ13DG4iltp42Tcw4+Td8y5JOCB/SvkTxR8L5vnvtPYu7sXaB8A5PXFP6xSTUZPcUcBiJxc4R2P24vLH7VfB4p4xbnCSoLgsyKRt/d+v8PpyCe1ZOuTQ6xrMVs8DyXCr5UToNhZh8xCBjyPmPHJwCTxX5dfs4/toeLvgr4itdN8XTX2t+GCVikjnYm5tFAIDROeSBkfKSQQMcV926B+1v8ADbxkLfS9N8dafI8jqLdLwrbbHPIwsuzDDkDbxwB3pVaTkvd2ZyxvF+9pY9IsZrmx1jXIYWuJ7JrbaJEj2GOQNlVbIx1Ujp34FWPDKWLeH20nUrxSn2jcI7Vy0u7GSgxwejZI45qa51rT4dBvrGSaOcTRCRtsgkHOdhymRg4OO/HFcTYLF4RurO/MzLY3MbF0mbY0ag4B55AYg8noD3FZXcWotFct9Uz3fTbS20zQZdPIaRIo2k2kAkEgnJPJ79s1z6tHpspa3ZbKMRny0hGC8nRgD9Ce/XP4Z3hH4jeFtail06DxPpOqX1suZ4bW9iZ8jgkx7yyjgf5NZt9q+hNqUUUtzBcOGYxWsk2JCxUnjBBzjJ45wDjHNdNrJWRjbVnT2d/eSXEkdyPtUJkRVKsBzySvJ57dB15rTutUW20t4HMK5zvBbnG47VA6DrXJ6Le2t9qklwZf9Gt18uOMSb/LUAZA3d+Ki8TeKrURJBapDdXMrDdGMBlGcYPGF44/H0q4zVrEyps3pfEDapprLIvyy/uiiJkMMFefUevQfMevdoR9MtYkeyRpWJRFVeGyOnX05yfQ81g6PBNY+WouUDPulkkyCoJJJI459v0qO8j1m5uozHePcTLnhtyIckgFsDt7e/FQ5stU10FeG1ttYtdYgt4xCZGIVuBFKVBwQRznnj/Gvmr9s6xutcfwnql5NdTCxurq38x02xPvWNgQMZzlX9vToSfdfGlld6hrEMIvmuJEjbMm8RqWweFQLjj25688mvkf4z/GHV/GGtS+EWWH+xNFuCiXgbdJdzrlXfOcbclgPUc968vFyjCjNN7nv5RRnVxdOUV8O/oedQ7VOOCffkGioZGKthvur/Cmc5z3or4+yP1PQ9EutGtbi38hV8pAcjaOh9vSqkem3tlu8qVLhGP3ZBz9KuTa1YwLMz3Uf7lgrqrbiGJ4GBzk9hU9veQ3CxlJBl03qh+Vivrg814icoq9jWNV3smZzNCuFu7Zo2AxuReCT/Oo10uC/mZYiki4xk8H6c1ubQwweagk0uC4ySm0+qcU41WjXni17yOcvdLhtVUNE2M/xZOPwqhcWttIdpgjXJwPl5rqW0ue3z9nnO3OfLfpUF5bq5/0jTsE8+db8bcew4/SuqGIewuSnI5T+xbZsOvY4IXg1F9ieCQ7ZsKeq8n8q3jp8F1N/ot0Eyuf3y7T9OO+ar3Wj3dlIUlj3OOpQhu3qMj/APXXXGt0uYuguxjXUBjtWwiZZtuMEn8+1Z0tnlGYtjb1GOa2ZIZMnIK44HU80SWm1WjPzPn5h05reE0jCdFvY5mSMfLtl5weGJ+neqd3HyqADkc7eM1t3Wlgspj3Lu45b/DtVeTSZ9oVDuQdMj+vWuqNVHLLDvqcxq/hez120MN5brnBCsfvD6HtXGz/AAZsGUiG9uEk6fOFIz+lerx2ZRXD8bMEEnvUc1uyL1aQ8nG3361108XUp6RkeZWy+lWd5wueS2vw11nS5VnsfEMltIOFkiMiMFx6g+5q3deEfFOrWq2uoeL7y6sx0hmuJXXHA+6xx0A/IV6O1nPv+eFh8ud2M/ShtNnCs3kkqBxxnv354rpeY1ray/I445Lh27qH5nl8nwfWHa0GpzI+OW2j+hqSH4WQKpkm1C7kl6+YuF/nXpcekzXjDb+5G0jqSM9elW49Bl3MpwcDggZJ96zeY1Erc50RyWhe/sjhtF0rW/C7RzaH401fS5V4UR3DbR+GQK9O8JftDfGHwfcpKvi2216BCoNrqtkjK+OmWTD579fr3rPXwwkigElXzkjaBWnaeFLXq6g+vuelZPNJr7V/kjT+w6EvsW+bPoP4c/trWOoeXB480S50584a4039/Ae44zvUewRuT6V6M37WvgePUHFvq9xJ8u5BDYyMoXuuSoyx5wBwO/pXydbaBYttX7ONoPzORWjHp8EIHkxcjn5FzxUvOJ2+Ex/1aouV+Znpvxj/AGil1XQ7TS/Bv29Lp4miu9SniCYRs7hHk7t53YLHGMfL6jwa2014FjfaQg4O08j2rrjps865NsyKejMNv8/x/KoJtLVoPM82NVXqocH+WcV5tfGzxD9493B5fRwMbU+vcwpGV5AJI2SPHO3k5+tFbVrpNtJ5SyXjxFxlTHETxn1P+eaK4vaJbnrKCY3TvB0tvqhub6Rb2KNjMp+Ys0nRcg54VegyeSTWfa63dw6tq2o3kDW8yiOO1tnT55FbISME9DuGTjPX2r9Kv+GEPAP/AEF/En/gTb//ABikk/YN+H0y4k1TxE49GuLc/wDtCvbWTY939pFPpufBvPcvXwSa+R+cul+MLfSzDY3Ek19IY/OkvIzvTLN056AknaBnhfaug0PxBFrU16sOwJBKY0IfJkA4Lbew3BgD3xX3Iv8AwTo+GkH2k2mr+KLBriAW7m2vLdcKAQpAMBAIBOKik/4Jw/DZrhZU17xZCFjSFYo7y2CBEB2rj7PyMnOD1OM8cVUuH60ruyT9RLiPDR0u2vQ+Nmz9aO1famn/APBPnwLprAJ4p8YSxLGsYimu7RlGABuz9mzk455xz0rU/wCGFfAWc/2v4j/8Cbf/AOMVxy4dxqfu2fzOpcS4F73XyPg+40+3ux+9iVj/AHuh/Oq19o7TLG1vMYJo12Bjk5UdAea++h+wv4DH/MW8R/8AgTB/8Ypf+GF/Af8A0FvEQ/7eYP8A4xUrh/MF0X3mq4mwC2k/uPz1vY9RjbE9pDfRYwHCfMPxGD/kVVmtbCby42lltJu7MN67vYgZH5dq/RT/AIYZ8B/9BbxF/wCBMH/xmo5v2Efh9cLtk1LxA6/7Vxbn/wBoVtHI8et0vvLXFOAtZt/cfnQfDl06tJbyR3USjlocH9OtZ09k9sVSRHjYH5gwPHua/Ri4/wCCe/w6mcsms+J4CevlXVuM+/MBqaP9gPwArfvNc8UXK/3Zrm2Yf+k9dCyXGrovvD/WbLn1f3H5t/YlnkTCEnHGOCfwqSKyKEAko2R8h5Xp6V+jkv8AwT5+HEsm/wDtXxKrZzxdwH+cBx+FOh/4J9/DeHd/xMvEj7hj5ruDj/yDV/2PjOy+8n/WXLu7+4/OaGza4fy3IHGTx/Wpl0USSKqw7nbP3Byf/rV+jtr+wf8AD+z2eXqevgL6y2pPTnk2+adN+wn4FuI1R9d8UFVOQPtkAH0x5GMVP9i43svvD/WXLu7+4/OmHwzcR7tsOxV65IU5Pbk5qX+xfs6xtJLFHHnb5gbdj/vkHmv0Hh/YB+HkONuseJSPQ3NvjPqf3HP4+tF3+wD8PbyUu+s+Jl+XaqrdW+FX0GYPx/GpeSY19vvLXE+XLq/uPgZtP0+OExSXizSlv3UkcByV7fMcZ+nvmnR2elkbURriRVLfNJtU4BJ4x04PfNfdr/8ABPTwCyyKPE3i6NXAB2XVoMADGB/o3HHFZ83/AATb+HlwzmTxZ42bd1/4mFqB9OLaiOQ4rrb7xS4pwD2v9x8Kf8JFBasEt44Bgn94eRjHX5ugz+P0qlJ4ws7eQvJqYAYZ8uE4PBHLYGOecDtX3b/w7D+FjYLa/wCMHI/vX1sf/balX/gmL8LFBH9ueLSD/wBPdr/8jVt/YVfrb7znfFGE6X+4+A7jxzpMN0TGk8xA4w2MZ7ZP86y73x491I4tbFNiD5d524XnAwO3P1/lX6LL/wAEzfhYvH9seKm7/Nd2p/8AberEP/BNr4XQ/wDMV8UMPRru3/pb1X9i147RT+Zk+JMK/tP7j80ZvFmvXhONkYPTbFgj3yf5/wBOKK/TmP8A4J1/DOL7mp+JF/7eLY/zt6KX9kYr/n2vvF/rFhP539zPqOiiivvj8tCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//Z) | ASR 9 x363 0309 Klæbersten
To bugskår, ca. 8x5x2 cm. Sammenlimet med x40, x363 |
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) | ASR 9 x143 0309 Klæbersten
2 stykker uforarbejdet klæbersten. Uden bearbejdede flader. Virker grovere og med lamelleret struktur, ikke lig klæberstenskar |
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) | ASR 9 x158 0309 Klæbersten
Randskår fra klæberstenskar. 1-2mm tykt lag påbrændte madrester på indersiden |
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) | ASR 9 x479 0400 Ler
Lerkuglefragment.største mål: 3,8 cm. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDj/tlyzZ+0zAem80/7bcf895f++zVbdzTsisTpsif7dcf895f++zQb65/57y/99moN1GaNRWJ1vrjvcS/99mk+3XH/PeX/vs1AaUH8aYrIsfbrj/nvL/32aPtlz/z3lx/vmqzN0pd340BYn+3XH/PxJ/32aPt1x/z3l/77NQZooCxN9uuc/8AHxJ/32aPt1z/AM95f++zUJ6U3PNILFj7dcf8/Ev/AH2aQ31z/wA/Ev8A32agpPrSuwsT/brn/n4l/wC+zR9uuP8An4l/77NQHjoKaWxgYPPp2p3HYsfbrn/n4l/77NL9uuP+fiX/AL7NV+KU0gsTfbrn/n4l/wC+zSfb7n/n4l/77NQGkA9aB6Fj7dc/8/Ev/fw/40n265/5+Zf+/hqGkNMLEzX9z2uZv++z/jSG+uv+fmb/AL+GosUlGo7ImGoXX/PzN/32f8aKgxRSJJVGF560UA01mplDs0m7FRtLiqlxeeX35oEXWlUc5qJ7pV71jzagTwDVCW7ZmxuoEbk2qpH3zTItYXqTge9cd4g8RWPhvT5L7UrpLW2j6u56k9APUn0FfNvxI+PF/wCImubCwjks9MwVIVsSOCOrkfj8o/WplJRGtT7GbxFZrHva4iVB1YuAB+Nee+Ov2kPC3g21JtpG8QXuSBb6e4Kg/wC1J90fhk+1fEGn+Iit4iiUsA/3ZBkHA6luwzn0+tbFxme4RiV8qMFAI2KoRu3dTnOOnXt3rGVRlWPpnwD+2R4d8XeJJ9I1KwfQWj3/AOkPcLMhwMgYCg8gHt2r1Sw+K/hjVL6C1s9TS4aY7Q6ghVPYNnBB5HbuK/OMQaPpV7NM9q0Zb5cRrt8w5wMtz061XvrHUo4ZD9rmBJDyQtIw2AHueOnH5j1qOeXQaS6n6qUlfnJb+NdW1a3sF1DxBqk4sQBbRm5coOR0+bnIXpz0Irvj8evH3h2xSCDV5vsvAhkuYFmPAyRl13kZOOSeBxV+012Fyn23k+maSPcsYDtvbuQMV8o6L+2F4gguI01rw/YyAnlbeR4WK+oJLAn24z+te8eCPjL4V8eRQjT9SjjvJCQLK5YRzZHXC5+br1Ga0UkwszuOKKbnPQ04VYhKKOlGM0AJ24o96M4o/SmMSig+tJQIXtRSUVJIrNg1HJJimu/vVOebiqYC3F1t4zWXcTFj1p0827NVmNADT9elManMPwryz45/Ei48E6TDZaZIE1W9DESZGYox1IyOp6D6GpclFXC1zi/2lPFEN5f6foMLbpLU/aLgrklGYfKPqFJP4ivCLg29xGYJbmTyNu9yo5PzZ6/1/wDrVJC09xayOZZXfJYszFi2SdxJJ7/Wo9Js0vppHEiec+Ad3ReSQD+G44+tckpNu7NCnp8kQ1Py4rKOSOQmJlkPU5AGGOSCARjtWdfw3P2gx20KQjIB8xuBycg+uP6Vv3CtaXSyJtWNOT5hJYZA/wA/p61Q1S6hZwLWRwCoDK0Q+Yg8564HBpX7B6kNzpK2s3mNdw3kcYxNIACcjk+XkdfoB3p194hka1EKsLWF0DMV2op56YxnnJ5J7Vzeo3E10jqka4AyVweWJ6flU39q/Z7eO0ug08O5QYmYk8d15OCARxTt3Fclt70NqUSkrJIxwnlpnYh53ZxyucnB9a6jT7S41LzxYxLdrEmY1fBD8gElSeM5z079a5C6aRtSD2NutlGznbCjLw2BkZ4A5qd3urFJHlkMRjjV4/LKg7uBtJ68Dtmm03sCdtzqZJvLhkUxC2UoqtCxLYyckjPYZ6fzrR0e+uNHuImWFrSWJi6TmQ8MACjKOo5ArzubUryPZLLcPdJI4kdXAPlnHB3Y9ccd8da2bG8kuLyRrnH2WFhmSZ8jJ6Dr0/z6UnHQpS10PqrwD+1Bd6X9i0nxFYzXxAMf9pRSZkdhzgoQOgI75I5r6I0XxJaa9p1tfWkoltrhA6NjHHuOx9q/OrUJ5Lu1e7iHlhSsio5I+fB+XPuQD07V7Z8Hfis3gq3TR9ckCW0jb43Ri6wZA4+hwT7c06dTpJlyj2R9drdK3en+aOOeT0rjbHXkuIUljkDxuAyspyCD0IrWt9UDYyQfrXUZG6RupOeec+gqnDeBu9WlkDCmA/NIKM0tIQm2ilyOKKCShNJ1rPuJakuJPeqUjZaqGNY1G2acabupCG5r5T/aBuBffEW4ihuRKI440bj/AFTbeV9+x/4FX0f408WW3gvw5d6tcp5qQgbYg2C7E4Cg18Z6hrkmtape6hOg+1XNw0juvQkkk9Ow9vWueo+hcQkmEEccMUeHLgMm3cScjK8de9YtzBFY2bDzFWbJBKnJU5IOAf6+tVtUnnVoQsrL1KkHB9R9Mf0rK1GaXzlWGEEphdzYPbG9iOvPuetYpDbOi3NcRqtvApWTaBvYDoCM57e9UbrTzbSBC3mRq+91ZvlZc9Ppk9jVnwna3epXv2OFmTfEdsDsVQnuSSSN3PTHOPY03xKzWd/LBNKvmQ5GY25bPHJHHc/l9Km+th20uc9MzXUn7gbYmBy27pyAeR7/AMvzs22kwRLJLeyrKLdSCWI4bPA+p56f41es7C+uldbSKOe5VSR5h+Tb65xyOv19KxJLtLu8ksoIJgbgeS0c2FKgfNuxwO3+eo0v0IsaWuabbW0COtxvunDuY0wUGRggsGAGfqTkDjpWVZxlLoYGYHH+rUkhTg8An6mrc3h24jt/NXa6rl3iTJCjvjPXr05ziodJt/Jjk86Vhsw3llS27sTwMgZ/nRF6bjZt3Gn6QskYKfZmbapiBLK3HPJ6ZOevpxVR7WOWFIDH9phkDO0IzheVxt9eB6Z61FdWTz2rL5/meXgIE+6c4+bHUnp+FXrX9z9l80pCrEKrDjCkHI9c560a20GnrqW5rGaO3jdJlJikbEEqCQMScja2AOAAPw65rRWGa+tzC6MrKCJCxy24HjnPHGT75rH1q3lFvGks5ZVy6RgrnaCw3HHXnOKuaTqKLGAzYbYNpXOFYAYznJx+PQdqz9npc259bHu3wj+IV4NStNFvbyKayZWSBiBlCAMKGHUfXnmvdIbhlx83FfHmn26rDchQqyN8yspyByDkfj/OvoX4S+LJ/Efh947zJvbKTyZHJzvGMq35HH1FbUp390mcep6naagRjJxW3a3u4da5GE/nWjZ3LR4yeK6jI62OTd9alrJtLoEdc1pRtuxzzQImoptFIk52ZqrMalmbcahaqAZ+NIT+Iob0pme1SB4n+0brDMdL0ZpPJtpA08jMcKxztXP05/OvnWW1lhwwbeA+EkJ25B+6B+Ve1/tQIkOr6VcmQEm0kjZDxtG4EMD+J/Kvne48QG6KgsJZlfIOeFPQZzx0z+fWuSV+Y1VrFjVGiMcLFmkkZTuQL8qHuAeWPP6Z9awre1BlnuxcAeXGuIWBzKCR8gGMcZJySOhHOeaWo3kzXEwfaZGbBAOccEfjzVyzlgtmLybrmNOkc2FyMc9CcH6Z6800rEs1YNQjEjCZ2jKgomxA2CQSNxyP4sA+xPpyjAiQFnG2UdQuOnfHpz+Xas6VvtCiRBEqf6tO65BGcsfr29BV+xna7idFf5BkEKRweAfcDAH5Ch2A6PRdNuNPimnWVpThU3LlWyBkHJAwevT0H1qm+ipasmpWri4KgqzHDMQDyc49lHHoK17PVp7jTxDPFCBGu9wnBYHjgDvgc1TkMFxpLyFntXjO103bFK4DAevU+nWuXmd9DeytYyb/AFr7ZHiO8Q3VwCoSJSFX0GW78/Ss+LQd/nQuWt5SpQZYBWbOFHHXJB/KrTaXuvLaO6BjDNlZAVI9QQ2Pm429f7wro4/sNqpYspvGJAKqQVX1PPOen4nNaKVnbuZ8t9THayn0uzVFXy3zlo8gtuII3E46ADP41Z0fVLKSzNrcIcpuwzZ27uce55x+dbMN8sN2s7xIFkDPIWGFweqFew5PT1rndDs1uJkESzMqnLMzZGM8hecEdPrmtVroydtjRisEt5HknjLqrY3SchTxwcAnr0/GoYNq28bHekquzbSm5FBIK44PXDdvT1rppFW+t7mORp5g6bDLI21j6df84qna2kVjElxIuXQom1AxHJAOQO2O/GBnpRzLqVyvoUrW6kt5ZJFVmUNhdy4Hp+HFe9/BPVE+16hZFV3yRLOGU9cEg/8AoQrwebytMs5ZXkGxWLybf4MdsZ7A/rX0R8F/BcGkaHbaxI00t7eQ4HmNlUjLZG0Y74U/lVR1kminorM9Phf1q2h4qlHkVbjPr1rrRkaNncFWAJ5rbtbjco55rmUYg571pWdwcDP40COiV93XrRVW3k/HvRUkmFI2G5phb5aWb71RMaoYjNUTNz7U9sc1Ex9KkDwD9q3T53sdGvoSqoPNiZ9uTuwCq/iA3XuPrXyXdaPf293JsiV3DMS0z4zkDBA655yPpX21+0xaG4+GM8qjLW9zHKGxnbnK5/8AHv1r431S/FlIHUN5seGjfuPUkexAwPrXPJe8V0ML7cFjZpUbzpCXPA9+p7DJpkl9b3RURo0YVAXVmLeY2R04460y8aDWFkmaXyS0hP7sAYyfTP8A9YZNQ2lrNa3SpeJcFwjbfJjL56jPOB6j8aZJqIkarIEjlC4IMjDHGARkAn8sn9K09H125s7W5itRGsTEBnMa7iR2BwSB+OOmc8ViWc8n2dpEVlsZZFT96m4EgkAEDvjqePaotO1aRRN5TFpVyFVRuPHYHt/9apeozvJ9UvLOS3mkeFTIMq0QAYPkgggAdCxGDxzUl/K95dIEiVFVAdjPkSHbg5H4/h1rm9H1q41OOeK53bVKENnGACc5GM8ZX8K32ut4ECyRXNvDkm6c4LkcDngHBz9QeKx5bGl7mnqGiPb6SJ0It5pMTIxy3l/KADjOO46e9P01mQvcTiOZ5VRgcFMADlSOo7/1zzVG91a4jW3s0jMbYAMn3xtB4wM9O/atm11URLF9olXPleXuWMDABPBBGR25+lTsUiDX9iBE2SQM+CsYGcLnBGPyrWsY7WytYooHJKJg4IGOhz+tRrILz90gBGCztjJAHGMt0PU/yrPi1SKOcRxSsEViGTBKsR3zjuM9cmmqiasVyuLubVrdSqfsszqFXJGF2lmwCcc9MHoevXtVHWnJsRGryAlwxYfLlQcnJ7Dg5x71ZvLz5IjJG0bsAUbf999pxgE9MAdewrp/g74GbxvNdT6pCv2K3ZQZF3Au2M+XjOMENknBPT1qox5gci58OPhPL42tftOpiS001cBDt5m5ySuR046/lX0Po+mwaLp1vZW4K29ugRNxycCktbeKzt4oII1ihjUIkaDAVQMAAVcjGetdkYqJi3cmX72BVmMc9arotTq3y1oIkVe9WbZvmFV1PIqSNtrCgRv2slFV7NuBRUkmdOcNzULN71duYd3WqDLjORVjE70xvvYzTttBHQDpUjOM+LPh2fxP8PNasLWLzrlohJHH/eZGDgD67a+B9SuPLvriWcSeXAyqoIJ7nJxjoT/Ov0sWOvk79q74P6T4bs5PFmnSvp7XkpW5gjO1GkPzBge2cH5ffORWUo9RnzLNNbzRtGlufm5BBAGBzu6egP5/hT/7WWzXzJxJdMqqI4yhC4PuMdzjpWZJbtbGKXDJbPtEO8FywOed3uMnj8qt6v4utdJ8NyGdJvNjG0ASliGYjn5uo7/41HoLY1J0/tjQRcXV/swxjEewZAXPDYP+OMD8eG1vxBZeF47cX7paSJExiSEh5ZOpBI59gCRg+1Z/h/xRq/xY1G606a8jsoILa4v7tLNfJZoYlLuYyCSXKg4Xpnr1Jqra/A+28Taz4UOn+I1tIPEqO1p/ap3yiWOfynhLLwWHLAnaCMDqauEH1JlJdDv9L1yC58F2fiOKzIsGWTz9oLNFyR8wB5HAH41xfhX4gah4T1Zb26e41Czuw8hjW7OyQZPLK2QpyAQR29eaXwv4VksNG8deFlig1HX9K1mJYz9oMf2iJGlhlCIxAK/dbpkcV6hZfB/wj/bd/pdvpc1+ba9uYb+Y3DGXR0XiMqm75hzv3MGHBXiplTdtyoyRqaP4+HxD0mG8dBaXVsxi2TScjqowwAyPYjNbjzWcM8Mkx82UxZLSuVzxnPTBzg9a43R/CN3M1xeWQh0CG08Km4dvtSB7u+haJi0i7iVyW2gYBIUdcmsTwp4+1DXFax1ZYZEWV1+0Birq287evUAkD8veuWUWtVsdEWnuei3mqM0KRvKUT5l/eNxzjjA9h+NZreZIix26ld24nys5LE/wj8c/l9a3/h34Fv8A4peK7WyfzIrOJt1zIVSTyoxnOM5AbIwP94e4r6G0f9mHwnps8UlxPqWp7GDCK5nUJ1yQdqgkHgYzjirjTb1QOXRnjngHwXrXxLuLeNGYLZspku5NwVAQQDg9Wx2XuOw5r6o8J+FrXwhoNppVpuaOFfmkb70jd2Puf06Vq2djBp9pFbWkMdvbxKESKJQqqo7ACpvLO4HriuuNNRM5SuCx7uvSplXnPehVqXjtWhAq4/CplxxUS09fbpTAnXIxjpUij5hio16VNEuW+lAGlZ0U62HSipJJZod3Ss+a1Iya3THn6VFJbhu1Mo5/yyO1AhPpWy1mM9KT7GPSkIyRCd1Q6hoNlrlnJZ6lZW+oWkmN8F1EsiNg5GVYEGt1bP2qZLQDtQB8ffHr9ky9uJ31bwRZQNZnaZNHhQKYSoADQr0I4+7xjtkcD5A+I3gm/vtNv7C6S7tLlXGPtlsVO5TnZgg9xg4PH6H9iY7cfhWb4m8FaF42082Gu6Xa6rbDJVLiMMUJBG5D1VsE8jBqeXW6A/BXQNW1Pw9rcOs2VzNY31u52TRDB3HKtxjkEE5BHIyO9eoeP/il5GseGDoGqwpfaJpfkjULG1jhheedHNztjCAKSZNoYAfdzwea/R+X/gnj8FZJEnk0C9mmWTzCzalMu45zghWAx9AKwtd/4J9/B2S/e6h8O3NtufcYYdQnCD1AG/IH0NUr2sRyn5iXGt3eravLqqTmSdVjWWSZFWR2AA3MRwW+Tlj948nk5r33Qfj1oWl+KrvUZdS1qwtre8/tG3GlxBX1WRhGGhmjPylDiQFiR97oa+qb79iH4TrbzQweHJbJpMfvYb6cuuPTc5HPfiqNn+w/8L7eVXksL+4UReU0cl6+1jnO84wQenQgcdOtRyu9yuh8daN8XzLD42hOiDUJ/FCuILdZD/oAMwcAYB3cEj+HoMcV79+zR+yUjWtj4r8YSM5kUyQaL5TRrCTgZYt8x6duOepFfQvgj4A+BPh7cJcaH4ft7W5QkrNIzzOp9mckivQ0t8c0KFtyrlLSdF07Q7dotNsbaxRzllt4lQMfU4HJrRhUt1pyxCp44wD7VqgEVTtGRgnjFSLH361IOMACnYB4piIsbR70f1p5HNIPzpAKoGKeo5pm2pUU0DJFq1brk1DHCcgmr1vHigC1AvvRUsK4FFSB0J8P3/8Az75/4Gv+NH/CO35zm3/8fX/GuzorXlRhzs4weHb/AP54f+Pr/jR/wjt9/wA8P/H1/wAa7OilyoOdnGjw7ff88P8Ax9f8aUeH74f8sP8Ax9f8a7GijlQc7OR/sG+/54f+Pr/jR/YV92g/8fX/ABrrqKOVC52cl/YV9/zw/wDH1/xqrdeF72ZTiDJ/31/xrt6KfKg52eW3vgDUps7LUH/ton+NZMnw313J22Wf+20f/wAVXtFFHKg5meKj4deIP+gf/wCRo/8A4qlX4d6/30//AMjR/wDxVe00Ucoc7PGl+Huv97D/AMjR/wDxVOj+HuuRjAsSBnP+vT1/3q9joo5Q52eQ/wDCB65j/jx5/wCu0f8A8VS/8ILrvH+g/wDkaP8A+Kr12ijlDnZ5D/wgeuf8+Of+20f/AMVR/wAIHrv/AD48f9do/wD4qvXqKOUfOzyNfAeuZ5sv/Iqf/FVYj8DawvWzx/21T/GvVKKOUOdnmkfgzVV62v8A5ET/ABqxH4R1Nf8Al2x/20X/ABr0OijlD2jOFj8MaivW3/8AH1/xoruqKXKg9owoooqzMKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/2Q==) | ASR 9 x484 0400 Ler
Lerkuglefragment. Største mål: 4 cm. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDM86T++35mjzn/vt+dMorM3sh/nSf32/Om+dJ/fb86bmmbqQWJPOkz/rG/Ol86T/no35mog1G6gViXz5P77fmaTz5P+ejfmaj3Um4UwsS+fJ/fb8zS+dJ/fb8zUHmUnmUgsTefJ/z0b/vo0faJP8Ano35mot4NGR60DsS+fJ/z0b/AL6NJ58v/PRv++jUeRRmgLEn2iT/AJ6P/wB9Gj7RJ/z0b/vo1FRQFiT7RJ/z0b/vo0faJP8Ano//AH0ai5xz19qdzQA77RL/AM9G/wC+jR9ol/56P/30ajooGSfaJf8Anq//AH0aPPl/56v/AN9Go6KAsP8APl/56v8A99Gj7RL/AM9H/wC+jTKKQWH/AGiX/no//fRoplFGorInzSZpM0m6qYxTTGbtTXkqtJcVIFlpAKia4AzzVCS66jNVnnY0wNRrsCozee9ZTSE96b5p9aANRr7FQtqFeU+N/jnoPhFpraFm1bUIztaG3YbEbPId+g78DJr5i8c/Fzxd4mvJZrjVZrK1yXitrabYgHYAKRuP1yahyS0A+75NUSFd0kixr/eYgVjeJvil4a8E2DXmtazbWcIxxu3uc46IuWPUdB3r84bqR7+4uH1O5MsDHLOHIcNng9f1/Sk0OO5vLS4RVkiQfIFmJJCgcbceo4z71nzlWufe1v8AtVfDma8aAaxIEU4M5tZAg6+27t6Vl+NP2xPh74VjiFley+IbiViqx6fGdox3LtgY+metfDV7p4ljRJrlUGdzR5RgMZJI56fT0rD16303XrK3Wadxa+YpklEoSYSAEgDk5Hrnt6Uudgkj671P9uq9eSM6V4HaWEP+9aa93MEzgNhUwPxOK7PwZ+2Z4S1a4s7LX0fQbu4OwTMQ8G7Pc8EduxHvXw7DqlqLeOC4eaVZdy7yc7VI+4W28Z9MnqR2pBNYvBZ26OQFTJXsMHqMnHp07Zo5pXHofrHb3EdzCk0MiyxSKGSRCCrA9CD3FPzXyn+yd8YpbnWf+EDvbv7WI7U3FrI2QYyMFowD2wSepwQfWvqjzBjrWydxWJKKhNwtOEwamIkopqtS54oGG6ikooELRQtFBIpeonkFNaTFVppapjHTT1SkkLUSPUZakAjNUZ9aUsM01j1oENY14r8ffi5J4WtTo2kTql86E3cwIzChHCg9mOQfXGPWvRPiN4zh8C+FbvVZUaWRRshjUfekIOB+n6V8Za7rUus6gtxJEbq4kIeQuC8gduTn8B+tYVJ8uiKiriWsxvmiVnVUQ5GVyep5xng57/oetQ6pDp7/AGhY5Y3uYUKE8kA5GeFzz93iqw86G5vHkdrmUExyDcBsB/hAB5Axj8KfbMZI3ETKkEiZMSluW755yT7Vy36mtuhT1C3jl05o7cKzCLyt0jDnjGOOnftWda2V5pNzcnC+Q8eEG0grncdue/X+ValraSR3Uay/OGXdIqrjGTgHd/D0P6VS1FrySDJZYEklIIRs4Hp3I7f56WiDE1qfUGuIN0Ljy98caSYjBLZ2+4zuyP4fmOeK878TabJp+qLieK83IkpjXDbd+cr17AA5HTIHY11uu2c2palb6XaWc3n3AZz5fMquSOSBt6jdz+J6VzepWF74X1SWC/0m6tri0O6drglTFuwAzZBzk7jwTw3BOObTRLTLljvvLgXKxTW0bv5n2KV921BgYLcZJwegH49tG5shYkr5WBKAFwRyTgsM84xn1qO3la4s4b+CNJJIgrfPlQOTjgnkY9B/StXXLi1a3s4rdA7ttklkh7nksPvHpwB7AVSfQdjrfhP4kXw38UvDGrqzQyx38MczKvzeVJlJBkD5hhunv3xX6Lf2ordDX5a2lwragfOf7Md6htq58zjGc5OPU4/Cv0J8A+Im8ReD9G1J2VpLi1jaTYcjfgBh1PfPerjoxnetqR7GnR6p8wBNYiyGpR2OOc5HtWhJ1VvdBwOatK+e9c3ZXRVsE1s2824DmmMvbqWo0an7qBDhRSUUiSjJJVWRqdI1Qs1UMRmqMtQx603dSACajZjSs2TXO+OvFUXg/wAN3WoynDL8kYxnLnpx3xyfwpXtqxHhvx38dSa14hm0eKTy9L05cyMrDDzHjH4cj8/WvKUvJLe4tbmCJGuEZTG8gD5OMj5SNv5064Z5L6Vr6RTv/el2OFJJBwffitOa2E7+TKZPLbhVBHyntk9+fzFcEnzas3+E521gLM22BIo+UfnlsAc5x6gH8KkaFrWVHjuY9zMSsZ5cdPmyMev8q2J9PmghfzUiU7gAcZA57DJOcewHSqy27SFpcq68sWQ8gc84J96QGBqly0I4jDsyjO48D5gSxB9eO/rVaOJHaeV38uzZ1WDaxVmYHnd9M/ypb24t7u4aJkZSoLvM205AGOhP+yT+J9Kx4LxobxI5opEgmQnecFiCTkfjj+Wa06GZH4y06W60+WaO2DR7ApjV13ttBbd8x5wGBzg9eOa8vnv9avIZbfU7ya4M6KJJpgzuFUtiPJycYwcEdh3HHpv2pMGISuU+bChuFUnJzgfT8qoyR291DEjwKNrnMjPztO0H24x9efpVRsgZjaRZmW3jUqYs4QKwyCM9M+vSte1hiknjjbpnG2FMPwOMH68UsnnR3UmWjiiVF3rGh6cYwfy6+9aVlZi9gREAMjbmV3cZ27TnJzjtx9Ku4jF1bS1Fq5Ewilj5G3npgH8x+P510/ws+MWo/CnV4ZFnd9MuJcS6cT+7kyP4epUgfxYzwAc1iLDN5Jl2B4cFW28nOM9e3Tv6GsXX9NNzFHdvGJPLOEVjjacDJ/L+dU31Gj9Bfhr8UNG+Jmktd6XKRLEQJ7aQfPGSMj6gjuP55FdsjCvkL9i2xkm17XLx5EQQWohEOeSHcHIHYDy//HhX1zHniri7obLat3FaljP0BNZEZ9as28m1utWI6OKSplrOt5twFXY24pCLFFNWigkxpH5qNmpGb5qYWqhiM1MZqJCfwqNm4pADNzXk37ROpLb+F7C3OWeW63rGD97ap/qwr1VmxznGOa+Vfil44uPGmtzIXhFnp8siW5QlQVORknucAH0rCrK0bdyorU86aY3E0Ek3DYA2D5gOc5x65A/L3rpI7pVwy4A3ZK56jHXHbv8AlXNbbe5neJRmUAKSuenHP8+npUl/dCzbJlJj7ov49/fj3rm9DQ1dR1pJU+ciOKT723v17+vGKwrzWo4o2t4UVyGYjcpIC45Ix+FZd1qzTSLLJ5bwgf6rkc8Y5/pWSupM2pSR3CSGVV2BlfAx2I6cdOKtIguzXD7IykKgMpLPvzv75IJ4xgdKzobgSTNuZQGb5gBgYXdgk/j2x0q1JNHPGyysAf8AWuckbs546diTyfU1Ue1jt45Jdz/LyDzjvzg/X+dHKFzPuY2t2ASMcYxnOOo5IJ+vT/Gpn1C30zRbi3uI5pLlpo2huEI2IMkNwQTyNvTH41RmaS8uFKs0rcAY5xjoDkdePxyKc0bNMVUeTIuVJ3E8gYPHbmnYZJJJ50lrGdpuGZFityT84xnb7Dr0HWtPT9Li0CNUldnYER+WWyo7jH4VkR3QuCryxq5t3yq+Wd+4jPX+Ht6dfy3rKVFRWmR1lZt5bdnIGRjoehHr+B61SEWpoJZrBWd441VQGuDkGU+y4Pase50c3WmzrvaR1JdD0xjnA/L06810MNo7WNxMxlSIkJG8cWUPBwCSeD0xjPc9qx7geTLEIQ678gGcFlwDg/iQf61S10A9T+F+oWPgePwB4itdOksYtQuZdOvv3rEz7gE8w7m6K6ljtUDBUcmvr2NuMV8SeB9YhtfB/iLwpeXX2KFov7QspdozMytnySSDjDc5AB4PIBr7H8MaoNa0HTb8FT9pt45vl6fMoNaRA3I+lSrxz3qCOpV7VoI07GT3rUiasazrXhPFAFtTRUa56UVJJhu2D6UxmNLN1NQGSrGOZqjZqRmzTC1IDE8cX40/wfrVzu2lbSTaf9oqQP1Ir42ikS4tZLVgZvL3HJDBh0LHI6V9leLdJfXvDOqadGQslzbvGhbpuIOM/jivgLVNS1TQZGs/+PXUI28t1kBZUIbBTBxkEZBz61y1U20XHY6PXNPudKs7efaBPcBSrh9zL0yCOwwR0/M1iXzyw4knZZEJJXdyG9T1x68VG2qXt55MdyfNe2dlRcfKxOcgDPbjp/8AWrD1C4+2XSpI/lySEbFxnByc/KT/APrrNbajE1jUIPONsCkAly2WlwMZycD0ySPyqCW3udvmTq6xxoFCkDeMkkAjJIA9+elVdYht/IaLe32hceUJhsU5zyDjhs54+n1qnau8cMRN286FApYliQT0z6j3PHI/G0iWbC3Ss8Nsl20/zKY2kIQ85+UtgDqQPyq7NqEMMyK8biQZYxA5GcY2ngdyTz0x14rEt2ljUskz+WSN3mNtj6duePy7cVPNcibdbZX94vAVSQOM8qB19utAy9BGv2iOXzpozHJuTKZA5yCBjH41FcbLq4kmnlZ1yd8ik5Y56AE/48j8rNjJJHaslx5LMWbAT5AuM4B3c/5xTRblled5luFVyG/eAheemTjGOwoAY5kjtkBjKxoAHeYZwCBgfjkVpWN1G1tGEdZGV8lW25Pc55yPxrJk83VjLHuWBSGyTJyRtJ5HcYB4+nrSrY3VjOLec73VAdrgj1Pc57jg00Btlp5rMBgxjDnAQkKDnsM46N3701rd5FLjafMY/KR6/XP+NVrKR5GzPLI4CjYigsMYA4yRnnJPTqcVr6VI/wBtjXrhmbaU+6B9ffNUI3fCviybwF4o0rUI0luXZZIljSRd53gHaWI+5kDPHTd619d/DqGWHwTo32h99xLbLPJhAgDSfOQFHAALEADjA4r5K8D6a3i7xlbQRBHje5WFQVyAqn5z05Gc/lX2tbxiNVVVCqowoHQCrhuN2sW46mSoFx2qZeorYk0bMdK1I+lZlnyK046QFhTRTVopEmRNGWzxVGVdta7Lmqs1vuqijNyaY1WJoCp4quwINIRGW214h8avgPb+KpbjxDoitHrijdLag4juwAQeOz46djjnrmvbWHtURpNJi2Pzr8SX2qaPMsV/aT/aVZSYbpCsiNtYbvmGc4I4/wAnEBfb9pvIt90DlUkbcQcY3cDBJyeO2K+7vi58JdP+KmipbzSmz1G3bfbXqKCUPXaR3XP/ANavj3xv8HPFvhW4u31HQbme0t2OdQt1WSJkxwQeSOf9kc46dK53Cxdzkpr+O6jc7CkqrjcwOOB7Ak//AF/rXPzySbkAfYzZDIq5IOMAMpOew61FrutTW1vG0MCXKybURQql2ywGBuwM54zk8elUtS1KW1iZ76BYYuFUwbXdOCWJHBIGO2cfjTQmX5L6NZkQhoJF4ZkO/d9ef8fwrat7q3mmjaLaJQ3MknzE5BJxkHH5d/WuMaa1vosxMkgDDbJHnHqOO1adm8sPmbtvkclfL4Y+vfHrx+tNoEdTeNM1i7/JO6ow3ZHthemfx681m2OfmUBZ1jIjdmU8Nj72emeQf6emjpOu3NvayWkbhEuhucNt+b2JHTvxx71Eq/adil/sbscjacrn260hmp9mtmaR2G5ScqzEcD1z/WnLdx/aHgQfMDvA3HHGT1+mapX8nl2EhlC3zsrAqiqQ3XjJ+h6/lWfljNHJnYXIB5+Udhn15OKdhnTW8rRM7gOiLn+MMevHOPXHT2rq9D0bUdakWHTonmu5laOGFfvsxHTk4ABBP0zWD4W0W81aVLW3tHvJVXJEK7yMHGeM4r60+C/wzk8LWK6lqkQXU5kCxxHBMCd8/wC0e/oOPWhRuxi/Bv4JwfDeM3tzN9r1eaFY3K52QjqVXJOeSfm4z6V6vGvFMVcVKvpW9rED1xUsZyRUIOPrU0ClmFMDVsx0rRXtVO1X5aur0pASr60U2ikSyvSMgNOFL1q2UQSW4bORVaSyDZxWhxQVqQMWSwPpVeTTzjpXQNGDSeSKBHNNp59M0xtNLDDDIrpjaqe2KFtl9KYjy/xH8J9F14O9zpdpM7LtLPArHHpkivH9a/ZN8Oly0Gn7FD7wokfb+WcY9ulfWfkLzxUM9hHIp+XmkB8H+Jf2PbS4jP8AZUn9nTKGwrKXjJPPTPBz35+lc1b/ALJPjG1l8231WwldiMrIzLt9cER+36198ahoq8kKKw59MaNsquKVkxnxJcfsz+P7dkijs4LtHbLSW9zGFX/vraevPSuz0T9kDUGmt5dU1u3jZeW+zwmRxxggFiB364r6iELLnIqRKXKh3PF7P9k/wdG0LSy6pOFO5o2nVUkPHXagPbsa6mH9nrwEoQP4fim2kEebNK3I78tXoi9cVIpqrIRV0Xw/p+g2q2unWcFjbqOI4Iwg/StNYwKYG4FSKetUA49KVcim05VJ6UAKo3VoWkXSq9vAS2a1LeHbjikUWoVxVhajj7cVIKAHiikopCJ/7GvP+eP/AI8v+NL/AGPef88f/Hh/jXTUVpymHOzmf7HvP+eP/jw/xo/si8/54/8Ajy/4101FLlQczOa/se7/AOeX/jw/xo/si8/54/8Ajy/410tFPlQczOa/si7/AOeP/jw/xo/si8/55f8Ajw/xrpaKOUOZnNf2Rd/88v8Ax4f40v8AZN3/AM8v/Hl/xrpKKOUOZnLyaHdSf8sf/Hh/jVObwrdSdIP/AB5f8a7SilyoOZnnsngu9bpb/wDj6/41XbwPqPa2/wDIi/416VRT5Q5meY/8IPqna2/8iJ/jR/whOrDP+i/+RE/xr06ijlDmZ5i3g3WNvy2YJ9DKg/rUg8H6v3tcf9tE/wAa9KoosHMzzhfB2qd7b/yIv+NWY/CeoL1tv/H1/wAa76ijlDmZxcfhq9XrB/4+v+NWY9DvF/5Y/wDjy/411dFHKP2jOaXR7sf8sv8Ax5f8aX+yLv8A54/+PD/Gukoo5Q52c5/ZN3/zx/8AHh/jRXR0UcqDnYUUUVRmFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//2Q==) | ASR 9 x561 0400 Ler
Lerkuglefragment. Største mål: 5 cm. |
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) | ASR 9 x315 0400 Ler
Lerblok. Ler/jernslagge? med kraftig okkergul farvning. Farvestof? Største mål: 5 cm. |
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) | ASR 9 x362 0400 Ler
Lerblok/esseblok. Tykkelse: ca 4,5 cm., højde: 15 cm. Halvdelen bevaret. Delvistsintret på den ene side. Evt. romers teglsten? |
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ysCCWfnj1/D3427bxxJb6PbJbSrbzRyM88AjJ8xuobLZ4wf58dycnVBzdGc5rLC3vlWS3MN5HnzpN33+m07e3ArpLCcSW9tNG0ZlkkXYgAJx05PbnP51m+K7q38SXSahAGimaILPFIR1RV+Yeuc/oazbNZIZYMPlJBuG0/dwSOf0NdG6M9mfTn7P+vJpvxItoYIWthqcTw3ELcLuVSwYdjypAI/vGvq6NiO/vXxv+zbateePNJMsE8d1brNK7KymJ02kByuODlgMg819hK2GHPFVDbU0ZqWdwY2GD9a37LVPujNcrE3T9atQSFa1JO9tLoSL1rQjlBWuM07UvmwTnsa6C1vA2BnNIDYX1oqvHNu4opEnFT5XuBzUZ+vNXJ4fXpVGQFe30qwHM/BwKiZvWo5JWEyJlArAkgn5u3QU4t70gF3g9PwpjBWzkcjv3pv3en5Upb1oEO3cc9a+ev2otJ/03QtQgBSWVJLeRl7qCpH4jJxX0AzbsHvXlf7Qnhe68QeE7e6tlaX+z5/OmjXIbyiMMRjuOD9AazqK8HYqPxHxF4mke6vrnzS8kibQJexXnaR2Ix/I1Xj8QWWgaYJFeVYpGxJGqABvTPrxn867LxZocMtqGsLpts2B5Ifkcn5lHU454xXiurwyaVeTWOoS7zHKC2TjdwcHB7+1c1NqasXK8dR9v4mkuL6SNo2hs2ZhCzqNwycgEDgfnXpvwNs9L1yW9luIYZY7SdlaSdj0IOBnoMmvIdQvIYWVElj2O3yx7SBn2yOT9Ks6Lrcnhu+STT5ZBBKoS7ibG0gEHKj1Bz9R9aupByi0tCINJ3Z6X4o0ODxB4uuorV44oHHlwKzfIoUgYB+nP8AOqOpeBbzR4m+3XMZjjbb+8mX5WwRwASTyO3pWZfMi3BmK7xt3R7MsXZiTn0HBz+Aquml399Kf3Uy7eF87qvfp6YqFF2WpbtroX/Dfid9M1NmS7mzsZBuBmjIJ6bTzjH1rCu7hjumLx3DSOdwyQy/h6fNx71vab4XnuraQqY2WVhGzRpnPPIyAfr+GfSttvD+k6fdSJ5kklyI8SFiSisRgnd3O7npzkdKtNJk2bRxsOnzXUg2sT2ZR79zXV6J4WurrUI7KC1a6vpCqRRRgNtY9iMfMfbtmu5+HPwT1fxhMRb2kkemswJ1G8j2R7T3A6sRzwDjpmvqrwF8LNG+H9uDaRC4vyu2S9lX5yPRf7o9h+Oa01kCVjI+CvwtX4e6M1xeqsmt3gH2iUclFHITP6n3+lemqp3DjI70KhZR6VPHGORitUrAEOc9MD1qynaolHTsKdu6VQFiKRlbODitmwvSGHNYaNnrxnirMEm1utIDsrW43Ac0Vk2NwcjmikSW5rcsDis2ezPOK6QwhuKie0DfSrKOQks/3iuUBdcgMRyM9cflTGjNdXJpobqKgbSV9KQHMrGSOlL5ddKNIX+7T10VfSkScq0J6AU1rIzRspXcGBByMg12S6KnpU8ekxr2piPzb+OGl2/gLUL6wuoZIbyGcmCaKE/McZjkH4ED8wa+c9S0u68aXnn39xNciEsiybR6cYOR+vvX69/FX4D+HPi5paW2qpJb3Ef+qvLfb5i+xBBDD2IrxzS/2EdP03UnmHiu6uYCoVY7i3UhQOwUEAfhWMaahsXKXMfnVa/D+CeaP7NbTTTQ/OxCtkH/AIDnpjNdfo/wpuY7XUNSv4ZlCqjW0bQ/NMxYZUEkYwMk4z9K/RHTf2QPDmnKxkv7i5lwQH8tV2gjBA64yMj8ahn+BOh+GyqwaesipkKzKMgH3Aq7dxWXQ+D9N8yHUDLPusJvKCGJlwOcYAUY5Ixnv19a6Tw9oF/qF4kGkaFcSyqCHlt4mfOAFA9BX2LbfDvw/bz+aNDsWn6ebJArvx/tEE10VrZrbqqRoscajhVGAKx9jFu5pzu1j5q8H/s967ffvdXW30mF+Smd0nfqAev4ivWPDXwO8L6Lcx3k9oNUu4/uSXihlU+qpjA/HJr0HyCSGyfpUyxFVBVQxz0PFaxppak8z2I1h+UIFCqBwAO1O8nPtVnaF4J5Y4FIFyMjrWohoXavvT1+9R1PTik4XIH4UgHMcjNLn8qbntTl/KgB4xn3qRCenfNRopOCKuW8J6kd6AL9mx4x9KKltIcY9aKkR1gWnY4pm7n1p3XpVjF2fjSiMUA7ec80v6UgDaARxmn4HpxR2oWgBcYo/CjNJ9KZIu7jFJikozQAtVbyxjukIZcmrPWjtSA4TVvD/luzouBWFNbtC3I+leoXFsJV5rnNR0cEtgUDOM3DdjIz1AzzU8dXZtHKtuC/MOAcVF9kf0x9aYEWQCKNvfFTNasCDjIp32M0xlXb6nim7c/WrxtM09bI46UgKCxluelTRwk9q0Y7H2qzHZ+vSkMow25OOK0be3wAMcmrMNrtq3FDjtQMihhwM4oq6kYC0VIjqB4N1jH/AB6c/wDXRP8A4qnL4P1gf8umP+2qf416XRW3Kjn52ebf8Ijq/wDz6f8AkRP8aP8AhEdW/wCfT/yKn+Nek0UuVBzs83/4RHV/+fX/AMiJ/jQvhHVsn/RMD/rqn+NekUUcqFzs84/4RHVv+fX/AMiJ/jR/wiOrf8+v/kRP8a9Hop8oc7POP+ER1b/n1/8AIif40Dwjqv8Az6/+RE/xr0eijlDmZ5x/wiOq/wDPr/5ET/Gl/wCET1bj/RP/ACIn+NejUUuVBzs85/4RLVsf8ev/AJET/GoJPBeqyAg2mf8Aton+Nem0UcqDnZ5LN8PdWbpZA/8AbVP8aqP8NtZ7WP8A5FT/AOKr2Winyj52eLt8NNaK/wDHjzn/AJ7R/wDxVI3wz1vj/Qf/ACLH/wDFV7TRRyoOdni//Cttc6fYP/I0f/xVOHw51vH/AB4/+Ro//iq9mopcqDnZ46vw71tf+XH/AMix/wDxVPX4f62Dn7F/5Fj/APiq9foo5UHtGeSL4D1oYzZf+RU/+KqVfA2sr/y5/wDkVP8A4qvVqKOVD9ozyz/hCdY/58v/ACKn/wAVRXqdFHKhe0YUUUVZmFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/2Q==) | ASR 9 x352 0400 Ler
Lerdims. formet som spidsoval ildsten, med plane "stand"sider og buede højdesider. Mål: 2x2,5 cm. |
![](data:image/jpeg;base64,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) | ASR 9 x487 0400 Ler
Lerkugle. Lille, rødbrun, glat. Diameter: 1,4 cm. vikingetid? |
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) | ASR 9 x047 0400 Ler
Lerkugle. Diameter: ca 4,5 cm. |