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| SJM 799 x0039 0404 Digel
|
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) | ASR 863 x012 0404 Digel
Digelskår, bug |
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) | SJM 799 x0038 0404 Digel
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![](data:image/jpeg;base64,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) | SJM 763 x16 0404 Digel
Fragmenter. |
![](/grafik/intetbillede.jpg) | SJM 311 x217 0404 Digel
Fragment af digelbund. |
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) | ASR 1077 x018 0404 Digel
Bugskår. Tykkelse: 5-8mm |
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) | ASR 13 x1329 0404 Digel
2 stk. digelskår |
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) | ASR 1200 x0311 0404 Digel
Randskår, digel |
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) | ASR 1200 x1047 0404 Digel
Digelskår |
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) | ASR 1200 x0820 0404 Digel
Digelskår |
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auYLnWb3VbS1LLam6vzd+WrYDbX2IDnAGdi/Siqe4H9ElFFFYEBSMwVSzEAAZJPalrivjFr194d8A6hcadCs1zIPIw38IfIJz0B9M8ZIpPQqK5mkY3xa+IK2fhe5j0HUoxe8lruBwUhVGG4Fhkbj0x1Gc18x6dY3mvQjU9YlkuLXULNmjU7ZZIpGQFWZCCQSX6Hg89jk83e3Ugt0s9W0/WtdkWOaGKTTY8hkEgTJBdcSFc84CjcDk440tF8aaP4wke6u9R1LwnOtw8UcWso8AuSA3zBlYjYCB83IHQ4ODXJK8nds9qnCNNWQaBp+t61NZmTVJdS0P7WJynlmNlbaimHcpztz94N0+XHFbGqaO/i7xUvhLTJdRhvI5Fe7azWP7FYxFWdUDA7ssIxgqeTjOOaZqjeHNL8SQGwvojdSWcsiRrNiYqGQOQC2Cu4ndj7pyfXO/aeLLez8VpdW12+jxWtgz3tveugcxLJ8rSEdCFIHGcA9O5h3s7HQkTeKtJ0f4W/DmPRNN1Ga9vLqIoBPGJZ5TIwG4svTJXbx78GvEdFtYoLu5tNdjn8PwRotxHNYh9txbkYWIs7fN8ygHB6qc9Rn2bxrIniPxFLp0WoRBGXz7VPOZnQAKr9toyzoAOSSOCc8cv4gk1KbxNNdmx85dPt/KG5ztLSFld9gZS5+7hTjaQ1VRi4xv3Jm1fXoRR6hDYyQRWF9fto8QihlRo2k3tsZV2hs7WDDJOMfL15xXa+Hv8AhHoPDsUNwlwrtG0ERtUYB2VH/eNsO4DGR34IHUc+WtZ3dvp8NgNtnbRXIgWWQtGcZ5kO0bmIGWwD9SK1dE1qSZprDTPOwSwiufs7kgcBSGPQY6kZPNa+z35eh0QqRSXM3qZXwy0k+GbfVrTRdcFkLe/ndl2NMpaQA+Tz/BnlV6/IvPGD5no194k1fxtY6JHHIqWyySX00krG18reRAgQNuJITG0ZIJPBrvL7xxJ8PdHgv7mCe48U69dbI4fKLyNcDKqrYxgqqFuOMAY71pa/4b1DR4fDmvayjanqt5FIlxJG/lxCRUJJwAWweRg5+8OVxg8s7XXc1u0+VbHH/ED4Zr4ohi0iynX+zbxm+03sLgvuD5aIDkI7KijjO3czYP3aoavp9p4T8PWFlolvPpsVvPElotq5cs5YBy2CeAMDdjJJFa9pZ6avirXXhF1oMdnFG5Yo0Mc7zv8AOexG3ysHI53jgGut8O6FafbL3zY1KqXlRmxIuMAgA44Y468Yx+WOidu56FKnL+JF2a/HyMXVo49Uubc3YtoyYAhuIxtk+WNcMQp4Jz1GMg+gAqja6Xaam1xZWFk6lYJhJIiqqomc4UFj8oYEHAGCzDPIrqLfw/ql5qV27LFp4RN8slwSflyQdmM/dGeuOowDjNcx4y1G28K+JDcaLJi23bDPgR4jkXY3tluPl9+cZzUX6I2spa9Ujz7XL59DmfU9NtgmrW06o9vEd0OPLBcbT655GOMceld38KPirP4b8VaTqHheB7W4Yumqaf5Z8oRjkIuBhgcE57YH1rFvZRHrmoXF3Fclj5hjwYhHNISO4xj5uc46c45FX/htHb6DqkrxXUyXSja4KrkPsJJJxzjaByByx9OYs1K6NK3K6V3v+B+jvg3xVpvjPQbTWNIuo7zT7pd0csZz7FT6MDkEdiK38/lXyN4K0efwReQano9xLB5ci6jfIJTDb3IOTIhGQg43YO054Oa+ofC/iex8W6NBqenS+ZbyjGDwyMOqkdiK9PD4iNdabnxmKwro+8tUbBfivwg+IGow6b+034qK3lxpvl67qG+7hv2s3TMknSZY5Cmc44Q5zjjNfu07V+Cfjm/+w/tQeMLqa9l05Y9e1HddRXUlq6/vJRxJGjsuTxwp6475rvjsee9Ecv8AFDS7Y3t5q0fiez1aW4lUGE3s11dcjlnkaGMNjHXjtxRXOfEK9W+8WalcC7bURLLv+1SXElw0mQOTJIiM31Kiiqe5kf0i0UUViIKgvrGDUrOa1uolnt5lKSRuMhge1T1U1WaW30u8lgx56Qu0e7puCkj9aTGtz4S+JXxl0jwTeazYaql1EbW7ktdKSGIecQmBuk7HoeMY4IrOXxpd+KZ7nT9M17RLHTGgXULi8v4w8xdioY8jaxIVs8EgFQavTaLYeI/FoOreZLISZT/y0kkkLnAX1ZmJ+Y+9bE2l6ckOq6KNIa5glO6cwpGkUQc4I4A3naM9zhTXFTnzwR70o8kjgNb8MyeFdLv7yxlh1Xxj/adrqdtdX9sRBdx7mRbVXbIX5CMjO456Ht2eoXcfxKfVoNQ1NvCW2KSDU/s7LLLAHGYyxI2qhyG4C5HU9azpruHWLC2sU3WUFkbco17EGtLn92Nqq2/DYyCNp4YY+bpW/rmr3V5Fd22pxabJBIyFbhbfOUXCeUwzuJG44DHAUk4ODV8r6dS0+5xmlw3Fv4xj8J3uopa6dHAuoabPeQwIbqEMfMjORuYK4TAHK+ZjOBxZvNUudX8RXtpGkdr9kLGS200r5zR5CBDxjlhklsAAnA4zUOt/DbS9X+Hmt602o3zalptoYbL7cnnGN2CkmMldo5UAsoPQjPFZ3ge21KTTfCMU8MemJJElyFhjLwxP94rgsflxkYPHzHr3qMrXXYTVzpri18vSLk6i3KoSLeVAoHG4kSgbAAOMgduOpFcjp/23VJILjwrqZXTIpme7guFYvFLjCRxunHVlHzAbRzjHNd3rWrnWpLaS81eHUba4GXjmBKyOjBTlUBKkYUdMEAjoTnhtO8aamp1+7+xW9lYbpGhtIU86e6dEjXscLwu4BvmIJyBTnJWuzWmmmrGFLqN/Y3cd5q2lT/2nYCOKHVdQtyQ2zckxhiUEtISdm7IHI4xnPb3WqPq15ayPDIZmjWJbeSdozKrYd3WP5iNzIo4CnHPY10viq4i8QMsPiOSzuIbSJUjjuA0E7ttG5/nwQAyduD3PBFcnDLZePNLsDKY5b61kVIbixkcGVmAUqJApO0hWODnJAHuOfpc6Y8yd2ZHjDxXNpdxrS3Vmt0l3HE8MsZ8y4gVGzyoO4kkA9COe1T3/AIX1STQ0un1COfTJJAVjjDb5NifIP4SBtOB0Jwop2sWX2fWoNNv5LSTVUt4yl9M2ZHtyfL4JUE7SuMgE5VsjJNaOqaPBLY+c17cSRWsnmpGkwAKqQFkYcB8nIzgnAB9q55Rud9Obi9O5QtdY0WHSWhuSYdRhUGHdhgZABxvUZHU8kZ4xXKW+vR6x4kn0yTdeQWKo0fGGXcr+WgDAdxnnjjj1HRQi113XdPtntJppZnCxmZSi7nZSAWwN23JIJ9xxV+80DRvCPjb/AEx57+HVbXy7NGiVLmSaNw29cqS4AkYblGTlcnvWa916nRKVoxS6vUdfeDrZNHuNXsdtrLeLH+72bDEylR5Spjvzkkdxz1xek8H6fpeg3mowMLi7tYPOaOQFmnBG5vMG3gc5CjgDn1qPwzqNj/xMrnUJZIIyqNG/n7QkrMvyMGxkEbu2TgVNY6xLql8UtLueQTbrcu22MLC8W1kxknKk4LAep6AgFuqZE05e7LYy9Q8TajZ6I+2a5ht0iWaO0wGiEW8HDDB+YZyF+ufu19e/s+eE/wDhD/h7Y+bK8lzfqt5Kpfcq7hlQMcfdxn39gK+NNTkGpSC2ns44FgQExwrkFVBXOe2QOvt2r67/AGddah1D4XabbROzSaa8ljLu67kc4P0KlSO2DXRhVBTdkceaUpRoxaejZ6+zZU4r8GfHlyuk/tS+LZjfNp4j8Q6iDcR3M1u0f72UHEkSO49OFPXHvX7tR3Hy1+EPxE1I2P7UXjW5W8ayI8Q6jm4WaeIr++lH34FaQf8AAQfyr2I7HyM1Y4r4pappuqeIJjao8955hM+pSX8119p4GGzKiPx7jNFVPiFHdXHiW/vyZruCaRT9rbz3V8qBnfMquT/vAdPSire5gf0d0UUVgSFeX/H/AMef8If4Ra1iWY3OoKyeZARmONcbz75Bxj3PpXp7MFUk8Acmvjb46/E+DxV44L2M8wtLC2EcUaSYZ2LNlmXtngLk89fpyYmp7OHmzuwdL2lTXZHHaXYzWN/c6pcJ5J8tpJrh2IMaowbdleSAARx3PTvXW/ZbW6htby6lgFgo85gjbXiiODlju74X9OKoeG5LWHS2M0kbvdB45bXJzyAd69DkFemeQM1Vk8E2cbNeXc93JcQqJRbiQlWYMG2kE8AhW5bGOtRFqMUkelZuTuT2tjqf9sXepizhh0i3ti+nyWN2JVACgbTb8bTyApXIO3qOM5vhO8t/FmrQaLdrfafqs1pDPPGqIyXAkiBLpncm0k7evXjHGa34dg1jS7rR3t7GzvofsuoQ3EzyNHtXcuw4AwpAGDg4Yms7WdQWx1y4ee2SxvdNVIo7S1m3RmBPuyRso3AOEXIPXHXC5pxlJyatoXyqKOeuvFHg7wRquj3HjG81/Q7jX5b3SxpsN59rsraM5hDvtB2b1COMjALZwMMa0PHHh6L4d3Wj6PFDNrGkzKlrbT33BiZXYojgcYClV4Xnqa4v4n+AY/iFperw2iXtle2DpqBjVBcrHDIoG7LEA7VjbKjOCferdxpHijxN4bjtdZ1Sz1uygEbW85BlmfLEfvCMAbBkDHr2I5hRl7Tmiy+Zctmbuu6XGuoLpFtM+h6U1kzxXCRogdQo3AlgcsuSQFI4JwQRVTXzZ6b4blt7G0upb1zJ5UsiqplMgC+ZG7nklSMYUgBR1wKoXEf2PRbVDc3gaOdrvz7qZXSaHBQBmcfLyzLxjkZB5NZFx4ZbR9Pm1nUrxo5bWXeEkhG+BGjKY+YgjyxgBsEksR9NJa2Q4+R1Hwp8dazDq2oRappNpFHCPsxmupBOJnZA3lgk/Lnecr0JPSmaR4T03w3cXrQaZF4dMcXmw3VpAsZDDJZOD8qgkEEZ78cGsexsNR1E213pNjd6XosdwwuLqS0JuJpiijhQDtUHnJ67fxGnDPDDptldt9ruZGfdLLdy4few2g7uhIBGBt+YgjGeaytFN2OiN7K2pzmveIE0uEapfaZcXqxXTXEF4sauJVQfOCmMlMFmAXk9j0re1y6js9aOoOtqy3cKtbBLiKcIxO7crKT1IHG0chuwBqDxTruleGdPsXvI7eaGNsJHPGVd8YyGK8kHDEZ46deccvb31nd+MLW8ms30+wI8+W13lYm/eZjxxnpubO7pn2qJeRtBu6kztpdQ1fxVZ6W638dg1pNbmESyJtWQnaxPqwGSe+MjBINYfxA8M3un+LNGvpZ5JdU08yWqW03o6gDbhlwDgdDtIYDsK6HUpprPTNLFzJHaabbu0ouLiRG8x3CjCZIO0YHOCAD+FWPEXjLS9WsbbR9DtrfW9UtUxNJDcCTcoOxmLuDwQ2QV5zuwM4rDaT0NpTul/X9ehxOqQr4x8SwXniOK8tNS+Ux2dqcQQ7AACwyRwd3UgZ57iti6lnt9FnKxSfapIjJHHayk74zw4yQApHLZxycYxyTm6hosF5qUEd08Dutwjx2zXDgLFhhtYgsMguOSewxVjxz8RPD3w7ia2n1iTidYlWFcurMSRlTxuxnlsHntjNXy3bsOM1GNn8/8yv4km8BeGvCcl23iBE8RRttk06S5EjrASAQobJJwc9c/MD3r2z9iWS8vLPxje7GXSpLqCODChUMiqxkwOx+Zc9O3Ar441PwPb+K76y1m3jkXU7eIuHOWSXdtOGP3cDGMknoOOhr2f9jPxF4g0/4vTeH9Mv0Oh3CeZe2bgt5YVGIIGRgk4XcB3Gc9K0oNc10ceLlUqUbfZ1P0BSvwu+JUkkH7UfjJ1kjt2/4SDUMMGuFx+9k6m3BlH/AB+ma/c6Nq/Cn4nSN/w1V4zRQu7/hI9RAEn2gg/vpf+ff97/3z+PGa9iJ8zU6HE/EXxBqtzrF/ZXGrXN1ZpIrJbfabp4QQB0FxiTufvDP4YopvxQs7a216eWPULea5kkJmtIIrxWgwoxk3I3nPXkk/hiiqe5zH9G9FFMllSCJ5JGCRoCzMegA6msRHIfFzxMPC3gPU7kSiK4lT7PB7u3H8s18CeIZhqXiVbh7f7DeOU83bIMbSC2Rz97OP++gO1enftDfFm8+IGuf2ZZws2lwsWtso3JUj5yMdScd+mMVn/DnwyZLiC8vbOF4QGnZ5vkDMFGCSQcDI9uFGOc149ZurU5uiPo8NTVGnZ7s7Oy8LaelhBBHBN9kZUVRdynzIcLlmCZwDkHnjq2DjNc/c67aaxqOr6fZI9veWUpivbeR++NygjHdSDuGRhu56dFcQw6XNd6hFewXUZuMQWtuI85aPBUEKPvMScfMcqMY5Fc5qmsWGn+MHaS2toL2G0FzIThWtYBuRBJJkfMx3YBPOCccc6KZfIylrGl3Z08arEjyxW1u1ybNiyscI5wBu4bJXB4xng9q47wXp+rL4RtfEurfZX1/UhtnLOkKhCXaK3AC9FEpzkklge2K6xr6Pxbe6jZ6Zb6je3NrmK4ur1ZIbWIhlWSMORywDN0zypHqK2rWPSdLRLG3uhdahHFsmlUHDswLAlzhtp2kAZ5Het4ysiZR1OFs/Bep3HiLV9TN/czNqUX2GOOGYJbJCNxaMqmBzluRkjcOcZrU8G6bNptndW6Xd1eWkd1ltPEANwqlCMknOdzKxznPJFdroN5b6oY4rVkjm3Msk0ZBhbadrHDcnGMfh1qC+8P3dvPJdaJfFNWgcG3vJVYRyEkt5ZCsu9eSuCDgE4OcmlzWGo+Z5v4b8ZadqXjrxR/wk9tJbW1wI9P0zTL63ZGCxhyXcFcFpJX2gZ+6B2q3daHpfja8tDrUkdlqUcayzWakCaYRyEx7eDlsqxI6DzMjGMncmki+IWmteSXV1azXUG15oMxkTEOrNuU/wt91l4GARnisbUNNvvEWqXGia7axQ6n9llks9Xt5wPtCCRUM0YwdkiBkOP9rg9w3qNaHbeGdXjtdAkSCKeC0lBZ1kUt5T4GO4yBhemOwrmF06bULQxRww3j2rhQu3ETBcMp2lfmOWPY8EdeSeu0R7jS7e20wOL+RLYBwo5fK/xknO47T8wPcVzF02l+MmlbRr7zAgNteLDKUh8wYUAAEgkblHTccj2qLW1LUtSvrXgO61qb7cFWzW5he7uAtsVRhkgq3O0DO4jIJ5461wniTXbKxuP7DsrmPUJri3EPmW8auydSxjcNhDjjnAz1HGa6rWtP1bSPDcU7X808Y+dbRXEkahjhjI2QMcHIJwMcDBAqHQ/Ctp4VutVhaxhsgkZjGpyTbWnk2ELtXHO5c7RnvxzWfNfoba9DF1O11nT7vRvDt8yy2SWhubjKp5jfL+7ALcFS+1yQO2B610mgeE/C9r4F1DTbB20WaZR9omtdsc1wZC2XSRhlnJAz2+UnpxU/hZtC8OxxXN5quq6xql4ds813cKz26KCPLwAPlwQMk9vUHOrosNjca0mqaGJJUXzHhs2jSJcBmkyUUHPb5s55ao63RaV90cRcWeq3Op+HPC+g+DZv7KtZdmqX98sm+dIsCLDMuHy2Gw2QAv40XXw08Pal4+/tbVtFstH0+a38uBtb+Xc2WD7sErgqAMnIJYDjHPv/iz4mJZ6PB52n+U945WGcGNds5xtQ5znkgfiMivE/E/hu61q4ijJ82Sa5LXOGyAhUfMNr5JySwOADtIP3cUcrte9rDXvOzWjJY/DMei+HNS0nSI7W3kVSbSS4UoiRdV2o2cgAKSe6svrmsv9hHwrdR/Grx3ez6mbn+z4jA0sShEvDI4Gcc/Kvl9B3xzXJ+LJrzUPHl/pUWuLFBMGCtqdt5EcUZTEmIjuwuY8bhg/Lk85r0P9imE6T8V9XsI0N0/9jO11eCbI4uFWJdp9lfkcck1pRmpTROLpuFFq59s9K/Cf4oW5uv2qPGkQhFyzeJtR/dtFO+cTy8YgIkP/ASD+Ga/dZq/CX4t2Zu/2qvHEH2X7b5nibUF8hoZpA/+kSHG2EiQ/wDATmvWj1PmKmyOB8fWjWvjDUo2t/sjIynyBHOgX5AfuzkyD1+Y/piitD4hX1pY6ldaOPDFhptzC6FryNL6GfG0Ngx3EzYznuvuKKtnMf0b1g+O9Jv9e8H6tp+mSRRX9xA0cTTkhMnsSOQCMj8e9b1FYPVWBOzuj478U/DHW/BLrJfafHsZkge7hG6ORDwcPt+U8ZwQDx9DXMXGh6vDp4it7rzUeFkht5p8ome5cAnZkgkEgYAAFfcl5ZW+o2sltdQR3NvIMPFMgZWHuD1rzDxT+zl4Y8QWc1taTX+hxTB1kSwlG0q4IcAOG25yeVxzXLKhrdHqU8ZpyzR80+H5bqO1uINJsreTWWlaCO9u2ItYCBjeR97vgADDZyPUaGn6Cvh+z+xPrUl7f3civqWsTrE89y5YBAqfwquSFG3CgcZNeyL+yX4XWGOFtV1iSNApXLW+7cudrbvJzkZOOe9c34k/ZLmh08yeHvEcsuppK0kf9rorJgszFcqvy8sP4T90cCs/YS6HUsVB7nMR3Fg3hto9xnMmI5TdyjaqZyXY/gev9ao2OgeEdcjni8601B2UoI4XcrbsDguF5VSM8Ej8eTjH8a/sm/EDxTZs909jNOkW2QwXpWW4YYGQdqhTx1yDjvXn15Yat4JvF0rxXFeaUUkSdIJpBbJKu8bdwjUhwGX7xPfrxwnBpamkaqk9GepeE9SsZ9Y8UPY2DTadp0UcG7gv9oMY3KOnyhVB4I69gKjbxQdV1fypNOWOwtbSORLS6n2N5m87ictkqcJ06H3IrzzxNqmqaxFHHZahFpujFo0eOzIaB2ycNtA+dgdvoDgcda19N8LX0uoDWdfv1S9VEW3XyEge4LO3ycjJGOMD8PdXsaI2L3Vr3wzpcb6TpscLrFE7LgonlsBsBOMYwMnJOMDPOKxfF1vLJpcN9qeqadd31rqEItWt5Gimh3f6yMbfvMyblwflJxnOONTXJo9c8UWN9aR6fa30c0hEzP8AMFdVVsk5wCoXI4PzcH5gKz77xBc3NxqKW9rp+oTWblUt41ZjtVQ25snAfZ8wxkDPfs07ks6rwtcabaXUkUktxcQxwAW1zKyxyTOY8EbAq42+4OSPpjD1Dwy+lKbuykubDTY7ZvIglaNUmnJDqC2CxOSCct2Oc1RsfEEkllHO1nJCjIu77SQrMQANucZ5wMYHHGTxx63d/EPSL628KeGRaWnia9u8NFHGoFnayyHCjK/eMaF8+5OTVwipdSJTcbaHkem6zL4N1DxHNeR3epWciI/kD7kXljG1MsepJO44yWAx3rlRqFtfahp0VhdJFozStcTCTzHKuG+80h6tgE7ec4xnnn0nxB4T1rxR4i8R2uh6Os9hC7RHyo1LjnZEw3DGep6g5GfevJvDfgLxN4813/hH9Omkt2kk8hvLPkAASAySORyVVAeGzkkceuU1K+hvGcbanWrrHh6KC6ms5rXU9OAM91dc4VSC2DnliTt4XtwBWZceOhqEl8bG9i02OJzDbSQ2pMs8iHI2RyNuaLLA/NjcEOeOvZa98OJLTRdP024sZNT02Tzns5LRYSbmSM7R5YLEnOePXPXsMez8I3Wl6bHpuqPHp17CoeSGNCu3cAQSrEkEgknJA5GBQ+bZji1ujJ0HwrqutTWCGeR7aF9rTXF7KQZHKl8FQQXYqoB7kDHrXXXdtc6L4d1CDypIPtC5a+t5miMeCMMCRndt356fd6HPMd4y+E5BeRu11Lbqskcb4kVp9+HDKWAOFOQRzn2zXn/xA13WvEWtv5eutpdrNYrMbZiyxeaZHHlFcc5jKHOR1Jz0FTG1zaU3yk/h21svEniKPTTqC6xfxxxxW9xcWTSmNhuBZyrfNGCdxAXnC5JwQ30R+zb4atbfxJ4o1uOVJ7uaOK3mk/5aMoZygb5mAKgbeCc49RXzbp2p2XhNRI1tcalbMv71rCNsMAP3bBs53b8HrzgcY6/R/wCyjdy63a67rENpdWemTGGCGO6hEZ3ICSQM56seo7jp0q6FFRmpnNiK7nScWe/NX4V/GKxTUP2rPHMAtvt+/wATagptzbyzb/38nGyNlZvoCK/dRulfhJ8Zrf7T+1l45gW2e6LeKNRzBHbtcMx+0SYAjVlLfQMK9SOx4NTZHDfErwpqeg61NcT6HdaTp07gW7S2U1tG5CjIVZWY9c/xH8qKpePrP+y/FV7AbSTT9hX/AEaW0e1dMop5iZ3K56/eOc574oq2c5/ShRRRWIgpDS0UAROKiZc1MwphoNERbBWbrHhvSvEEax6nplnqUa9Eu4ElA/Bga1cU2maJnkfjT9l34e+NPLeTRhpNzGSyXOlEQupOO2Cp6d1riNT/AGMbK4t4YrfxhqsojIP/ABNI1uc4GAPlKY/CvpLbSFanlj1RpGpKOzPkXxT+xNqv2OG38N+JrKPcALiXULMljgjptJzkZzn0HUcCzafsq+LtDmgtdO8TWYthEEa+8to5VbviMAjB9A4Br6v2imlRUunFlqtJdT5F8Y/s4eO47eaS21Sw1gQI3lOC0E2MfwxbWQMcn+Lrj1ry7wH4T8VaLPbatpvh/W90Zdpb2G2JERH3pN7YLEdNq575HJx+hDQg0xrcVEqSezsaxxElufJnwt+LVxomnyzaLYT3ljGxa6t7mMLczuxbhpCSffhcYHAri4fF+t+B9etdStnh0PV7+WRI4IoGmUKzbhlWXaNqnrjPFfVnib4IeFPE6ymSxawlkcO8unyGEsw6EgfLnIBzjORXjfjj9l7xgtwJPCviDTZoXlVpY9TiaOURjgqrqGydvTOPes+Sptc2jWpu7tuauu31v4o+Jt/qGoalHb6BZWJsjeiTyZYtw5li77jJjGByCMjHNWfDFjp3ipbjWNPjluJY4DptlPNbxyfZYokxFPKjA7y2DlsY9M8Y42H4G/EvT7hmgsNJmjKFSZLkB+DuGOCOeAc47dMVmR/Cf4m6e32FPDDBLj5JZ7fU40jlOz7zgN0BB68/McHsbi5395XB+ztaLsbt1pOhaL8Pb3xJqcD3WsrPKts7bUijlBKM6EKMLh9u7gnceB1r541Z4vGFxNd31zcWrsx3zIoki4wCWlJzuPA+X0bnivWPFXgH4wx2NvoUnh2a90qxDm2t7URyRPlt7MZAxIJJ4BGeABWd4X+E3jn4hX11a6foEHh54N0V898rQpC+07UAOSxww7EYCk9ecZRd1ZG8akeV3kcZ8P8AwHqMer6NbabrS6vPdFUEAiQhcsBu2ZHTvJgHjJ6V94eDvCcHg7w7Z6Xb/P5S7pZcYMsh5dz9SSfbgdq89+A/wN1jwDqsuo62bUeXA1vb28bb2ViwLSbvcAjuee3Svbzbj0rajBr3pbs461RS92OyMiRDX4TfG60Wb9rTxzEIGuy3ii/BhS0FyT/pEhx5RZQ/0LCv3re3HpX4P/HiFJP2vvHkLoXDeKL4Y+zJck/vn/5ZyMqv9CwHvXXFaHFU2PPviVpuiWepXhS51K31lWTdp02ix2UKAqP7ty5XjBxt5z2orM+JVslr4yv4o0Mars+RrKK0/gX/AJZRO6L+DHPU4JIoqnuc5/SfRRSViAtFJRmgAIppWnbh60hYetAxhWk2U7cPUUnmJ/eX86opNjCtNK1IZo+7r+YqN7qBRzNGPqwplXY3bTGpkmpWa/euoF+sg/xqJtY05et/bD6yr/jSsWT0hqq2v6SoydTswPedP8ahbxPoq9dXsB/28p/jRysC9RWYfGHh9euuaaPrdx/40w+NvDX/AEMGl9cf8fsf/wAVRysZqbacqc1ht8QPCkeSfEujgD1v4v8A4qo/+FneDk6+K9DH11GH/wCKp2YHTquBS1yjfFjwQvXxjoA+upwf/FVG3xg8CLkHxp4eBHJzqkH/AMXRZiOvpjVxknxr+H0f3/HXhtf97Vrcf+z1Efjr8NxnPxA8LjHX/ic2/wD8XTswOzkr8G/j/Gv/AA2H47UlAG8T3uTJbw3CjMz9Y5mWNvo5Ar9qpPj58MVHzfETwoP+41bf/F1+Jnxu1Ow179rTxpfafe2d3p114ku5Ibtfs89vIhlYhh5zCF1P+0dtWk7ETOA+Kurzvrk2ltHYfZ7VlZJLbSrKzkYsgJ3G13KRz03t+B4BVn4oeEbuHVL7WEn0mSwJjAFrd6bHJ90LxbWspA5/uj3PeiiW5keux6x8XGkEf/CVat5kmAd2ryEc3ZtP73/PZSPpzUEeofFfUnshH4p1Qm88pIs6pKB+8upLVc/N/wA9Y2H0we9cHqfjrVLrSfDjWtzf28sMMlvdXXKrcSi8e5yGzyVMsbHPIOD6GqXhbx1qel65p1/c31zPb6dJHcC3aQlJPLmM6xnnhTIWOexYnGTSujQ73SpfiRqsenSnxTqCpqTwQwBtSlzummlhQkZ4+aF/0qO3bx9rEWnvB4gvplv5bS3ga41CT705mWLIBOP9RJnrjj1ryt/HGuNLbsmrXcYtzGYFSZgIvLdnj288bWdiMdCxPeum8Nax4jm+H2sNYWer3cdjeWV0NTtYneOwWEXGAZAP3fM+Rz2NHMI31t/H+tNblvEV0/nG1ij330mB58UskX0+WB8+hxVSHTvHNxICutzZZbd/mvZOk9q9yn/kONs++BXnq+K9YhWMJql0gjMZQCZhtMYYRkc/wh3A9Nx9as6t441DUbi3kiuJbLy7e3t9lvKyhvJg8lXPPXbu/wC+mHei4js/7G8YyR8au2BAtwR9rf7rWRvB+PlA/wDAuPeoJPD/AIsRI5DqhAa3a5G25f7osheH8fKYD/e496yPh3qWu6l4k+zWVtqOvTPaXEQsrYNKxBtXgVtvoiMOeyjFc9qWpa1pt5PZXlxfW91blraWCd3RoyE8lkKnkYQbCPQbenFFxHa3HhXxRGInfVcl4Z5l/wBJfO2Gzju27f8APOVQP9oEcdaLjwf4htY5Wm1GN/La6Jj89yGFvBHPJzjqVlUD1OemOeNm8ZahNoltpzTsBBNNKJ/MbzCskUcRjJz93ZEFx6EjpVA63qEz4N9cOW3DmVjneoRh17qAp9QAKdwO11bwTr9n9taS8g22ct5CwWVyd1ssTSbcjofPXHrg5xxmPVPAut6bDq7zX0DDTZ7u3lCyuSzW8kCOV45BNwmM4yA3TjON4516+u/F2sNKl1pjyXU3m2MjspiZiFkVh65UA8fwjPSs6x8VX1nHqUZlNwL6KSGQzszH53Rmcc/eJjXJ74ougOn1bwHrelR6uZr+B10yW4hl2yOdzQzwwtt47tOhGccA9OlP1P4f61pcmoLJf2zNZeakhjdsHy7qO1OPl/vSA89ge/FcPNql5J5m+7mfzSzPucncWILE885KqT9B6V1niCx8SN4B0bUrrTrqLTleXOoNJnz/ADX3qWX7wBaNsM3DFTg8UgLcvw71q1uZoG1C33RozMQzdBeizI6f3yG/3ffiprP4d6w08UEep28UlxGrHLuMBr42eDx/fG4/7J9eK4K1167tL2K68+SSSNt4DuSGIbeM88jcAfrSXmsXeoX09y0rI8zs5WNiAMuXwBngbjmjQDtrL4Z6nqkmmxx38KfbTCF3lvk8y7e1GeOzRk/QjvxVfR/h1qOsxaQ0d9BGupSW0Sbt3yedcTQAn6NCSfYimeC9I8Q654d8Qrpdqt6nkB5G+2xxywLC3nuyxswZgFVido45NcV9rmUDEjjB4wx4wSR+pJ/GnoI7TTPh5fapHo0i38Mf9p3FrAgYN8nnyzxqTx0BgbOPUUun/Du91JNMcahEq3stnCOG+U3Hnbc/QwnP+8K5HUNbu9Qt9PhkfaljD9ni2ZB2+Y8gz6nMjVoeCby9tfFWlz2Vs1/cWsy3Qt9+N/lZkIz24DfrS0A3bX4d3d99mYajEguJLKNSVPBuYpZF/wC+fJIP+8KLP4e3d1GrDUY13fYx90/8vFtLOPyERU+5rhvMc5G9uOgzVmHWLmHSbnTVdRbXE8Vw4xzujWRVIP0lajQZ2Vn8Pbi6ZydThAWO1flDz51nJdAdewjKfU5rmfEmlyeH9S+xySrMzQQXG4DA/eRJIB+AfH4Vn6XYXWr6laWFnG9xd3MyQwwp1d2IVVHuSQPxre+JNnqlnr8Tapb28MklpbiJ7O4S4hljjjEIdJEZlYZiIODwwYdQaOgjnJJGcdBRUAY9OpNFID2Xx5qnhe+8N+E9P8P6rfTNp8CpPZ3FgsKCd/nnl8wStuJfCD5R8iJnkc+d7WwU38MQDzwaKKm9zUrsm1fu4B71618L/ixo3gzwHrOm6jZG91Ly79dOH2cssbXdp9mkbzBMu3ACkho5M7cLsJJoooTsyTx9mG4ngik8w/wnFFFIR2Pwt8WWHhbxFO+rL5uj3dq9rfQra/aPNQlWC7RNEfvohyJFIx35Bx/GurWfiTxhrmq2MJs7G8vpriC3c5aKNnLKpOTkgEDqenWiiqvpYDCbHGOn1zUtjfTabf213byNDPBIskckbEMjKQQQR0IIoopEncfHP4sXHxf8eXessLlLBWeOxgu5vOliiMjSYdz1JZ2PoMhRworgByBkgDuaKKd7sBpk5+Wu58VePNK8QeA9A0z7BdRa3p0C2j3OY1ikiV5GyxC75Dho1AckIIyF+9wUUwOD3HrinDjnvRRSA7jwf4+03w/4M1vRbjT7t7q+D4uLO4EPmqYyqxzHaWaNHxJsVgGIw2eCODZztBzxRRTuA1W+YknNbngnxNH4R8UWerS2S6lFBvD2jyNGsqsjKVLLyOG7c/SiikBjXUqTXEsiRLBGzFhEpJVAT0BJJwPck1CD8wOKKKGBqeF9em8L+JtJ1i3jWaawu4rpI5M7XZHDAH2OK0/GniS08SSaXHYWMmm6bp1p9ktrea4E8uPNklYu4VQSXlfoowMDnGSUU79BieDfBdx4wvEtrYurtc28G2OMucSSBN30Ukfn2oooqkioq5//2Q==) | ASR 11 x4961 0404 Digel
1 digelskår (eller essesten?) med ydersiden smeltet og glasuragtig. |
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) | ASR 11 x7411 0404 Digel
Bundskår af digel med mundingsdiameter omkring 10 cm. Stærkt sintret yderside, spor af metal indvendig. |
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) | ASR 11 x7579 0404 Digel
Bundskår af meget tykvægget digel (2½ cm tyk skærv) stærkt sintret ydre, grønlig slagge/korrosion indvendig. |
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) | ASR 11 x7981 0404 Digel
Randskår fra digel, mundingsdiameter mindst 10 cm. Ingen spor af metal indvendigt, men stærkt sintret på ydersiden. |
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) | ASR 11 x8022 0404 Digel
Stort randskår (2 sammenhængende skår) af digel, opr. mundingsdiameter ca. 10 cm. Stærkt sintret ydre, grønlig slagge/korrosion indvendig. |
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) | ASR 11 x3015 0404 Digel
4 digelskår? Meget varmepåvirkede og lette. Men i så fald fra stor digel |
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) | ASR 11 x3118 0404 Digel
Muligt digelskår |
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) | ASR 1015 x0173 0404 Digel
Meget tykvægget, blødtbrændt sideskår? med sintret yderside. Kæmpe digelskår? |
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) | ASR 2090 x050 0404 Digel
Halvdelen af en lille digel, h. 2,3 cm, diameter 2,6 cm med små blå prikker indvendigt - sølv? samt et lille, måske tilhørende, randskår. |
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) | ASR 2090 x043 0404 Digel
To rand- og to bugskår fra samme større digel. |
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) | ASR 1085 x002 0404 Digel
Bugskår med tap, fra digle. Tykkelse: 5-8 mm |
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) | ASR 1085 x047 0404 Digel
Randskår fra samme digle. Tykkelse: 5-8 mm. |
![](/grafik/intetbillede.jpg) | ASR 1085 x009 0404 Digel
Bugskår fra digle. To småbitte stumper |
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) | ASR 1200 x1047 0404 Digel
Digelskår |
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) | ASR 1070 x001 0404 Digel
Digelskår? Voldsomt ildpåvirkede/korroderede på ydersiden |
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) | ASR 2327 x1266 0404 Digel
Bunden af en digel. Indersiden meget ujævn - måske er der tale om en digel til svejsning?
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) | ASR 12M77D D14777 0404 Digel
To digelskår. Største mål: 6 og 7 cm. |
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) | ASR 12M77D D14778 0404 Digel
Ni digelskår. Største mål: 2-4,5 cm. |
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) | ASR 12M77D D14771 0404 Digel
Digelskår. Største mål: 8 cm. |
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) | ASR 12M77D D14773 0404 Digel
Digelskå, rand. Største mål: 5 cm. |
![](/grafik/intetbillede.jpg) | ASR 12M77D D14775 0404 Digel
Digelskår. Største mål: 5 cm. |
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) | ASR 12M77D D14718 0404 Digel
To bugskår fra digel. Sammenlimede. Meget porøse/smuldrende. Største mål: 9,5 cm. |
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) | ASR 12M77D D14719 0404 Digel
Fire digelskår. Ret porøse/smuldrende. Største mål: ca 3-4,5 cm. |
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) | ASR 12M77D D14721 0404 Digel
Fire digelskår. Ret porøse/smuldrendeStørste mål: 3-5,5 cm. |
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) | ASR 12M77D D14707 0404 Digel
Digelskår. Største mål: 10,4 cm. |
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) | ASR 12M77D D14708 0404 Digel
Digelskår. Største mål: 10,5 cm. |
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) | ASR 12M77D D14713 0404 Digel
To større skårflager, sammenlimede af flere skår. Fra store digler? Der ses pletvis grønfarvning. Største mål: 12 og 14 cm. |
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) | ASR 12M77D D14714 0404 Digel
To lerplader, sammenlimet af flere skår. Store, åbne digler? Pletvis grønfarvning Største mål: 7,5 og 11 cm. |
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) | ASR 12M77D D14715 0404 Digel
Bugskår fra digel. Masser af fastsmeltet metal. Største mål: 10,5 cm. |
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) | ASR 12M77D D14716 0404 Digel
Randskår fra digel. Masser af fastsmeltet metal. Største mål: 14,5 cm. |
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) | ASR 12M77D D14717 0404 Digel
To sammenlimede bugskår fra digel. Største mål: ca 8 cm. |
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xC0pS3PGxeGavVjsehq2DUitkVXDU5Xr10zx3EshqUtUSyZp2asysfFn/BWRv8AjG3SP+xktv8A0nua/Lzx94i1G18LeH7GHUrpbe4sFEtut0xjKhVwpXz3H4bU6fd7D9Qf+CsXP7N2k8E/8VJbdB/073Nfl346vFXw14fie3jkL2iuskivvTAXhSWIwe+B2rXoKRy/ifxpqPiS20xL+TcNPtVtIFDM22Pk5JYk5OfpjGBRXPTFmZmPB6migyP6cKKKKggKKKKAGtUUvapWqKXqKRcSOmtTqaak1PG/iJoh03xU0xV/st8hlMmPuleqgj3Jb/gRrDlV1jspJdwuHjYCd0UNjBxu4r2XxjoY8ReHb2z2lpWjJi2ttIcD5cHt6fjXgU1w2raS1jPBNby6dGFe3XcZWdSU2juchc+tfN42l7GXMtmfTYGp7aKi90dbp98k9lD5WVIKjHAyCM5Gevc/nWc04hvkxcTNDJEzfMOA24AbeADnOOvbpzmuX8P6xLDiLVbmNklRz+5V4vLTGMAkkkgY+bI71Vj8PX1r4svdRtZboWBXLfbG863kjd9zPsGCpQFlAzx1Oe/m83Oj0uXkZ13hnwjF4fuNTuLa5ma0um80aczDyYZNzFmT+7u3DIHHGepNQ+Dvidofi7UvFOl6VdM7aJdiw1GN4mQRTYJyhIBY9RkcfUVoWd0sybVJgjyT8uOVB645yD1z6GkWaEwRag8CwTzxgOjLtcDGSG68jngdCTWlKp7tyKkLs3buG0vlW0SV8SW5hEcTiWMbSzByOPnyOhxnPuQeM1aZvDqx/bViNpJ5as/llX2s23lMnGD3B4HPQVrQahJBcTBRE8XDBJU+QNj72c9cE/pWjClvqekTyXkubmZmxPMQS3I+UJ65zg4wB+nTJxrLzMoqVF+R5D4h8FvaTalNbXUl1FKMYdmPlPg4Ujkjnv6Z/HO8K6gsF1bTTzNZtBgxzKxLB8jGT/X3r07UvD81iFtS0bxAfOjHcFBz8p44wMdz1rhvEHhPyVtbqFFk+YrEwQgom4sQ35Dn/CuRNxeqOlpSjpsfU2i6pHq+m213G2VmjWQfiM1frzv4S3jt4TtYnwGt2MPynI45P6nH4V6Crblr6unLnipHytSPJJxJN1O3GouaXditUY2PjP8A4KvSrH+zbpTMFYjxHb4DDv8AZ7ivy58aSWEfhXQxc2t59teyBgkjfbF0XJYNEC3/AAFj9a/Tz/grNlv2b9Gxk/8AFS2+f/Ae5r8ufHumhfDPh26Z4rV/sabIXgdJJgQvzKfs0asB6l368Me/THY557mZ4+h8MxTaUvhlrht1hbve+ZN5iLcGJDIi5RTw27PUZJA4HJXKOdqjB5opmB/TnRRRUEhRRRQA1qjkHy1IetMkzigqJA1NpzU2oNgJrxL4uaDe/wDCQ/6HG0UF6qs0kanGc4bJHIPTp/f+pHthrH8T6GniDRrmzfh2UmN+hR+xz9a5cRS9tDl6ndhavsail0Pn/UGtlk+0qq28gGJYQCWDDjOR7Doaf/wkUEmLWWYLDMDGfkO08Djp7/0qh4TtZdNuLu2vrgylri5huJWJV1O9vlKkdRxzk5255rGaWa4iie2kje3iLeajnaZVBfG3rhdwUYI6E9zXx0o8r03PsE+Y69rmVpfLWddxJZvJIBCjjI9xgHB7+1XFaaa3d3eOcoCcI3DeuTxt+o6YrFhijvre0LotvcNggtg5yDnOPQA898VqyRTLaTskuGYkeSjA5yeBxntj2pQldaDkh8kiRzGNoZ0m+82UBJCgZ55GOR71agupdMmF1CFLxjzQXwQD7A/X9PpWZb3kjQxtcCFF6gyNkqeF6c+4/rVmdprF4ioGVUglCFTjAwBnp9K1UnujPl6M1Yd2tGW6jENxJ5ixeXGmQOoJK9zkAemSc1S8YxQ+WLZTGt3grLGYnaIMcZOQQMjPK56jjiq1jqUtrqq3UM0RA+TylTIkJBGSCemDj3xVHWvEkdjaiKWRxcTsfJiQKXlbIO0A59QPQZrZy5ocq3MuVxlfodP8KIpbG91m3MzSwgxOB/CjfMGAGeM4Bx2GK9WtZdy1zHh3R00bTlgUDzGPmSsABlj16enT6Ct63faQK+joQdOnGMtz52tNVKjktjU3UYzTIvmFT7a6kcr0PiX/AIKzHb+zbo/v4ktx/wCS9zX5eeM/Dt/L4d0O+g0q5NpDZq01xHZMkYyFwWcW8YP1LSf7x6n9Sv8AgrEo/wCGbdKyzKP+Ejt/u/8AXvcV+VXj2zNro/h2U2v2dZrMMGMHleZwvzZ+zxb/AK7pP97nnpjsctTcw/FXhG88J3EEF7JA80kYcxxOS0eQDtYEDsQQRlSDwTzRUHiDxRf+I/szahKkskEQiRkgSMlQMAttA3HAHzNknA5opmJ/TDRRRUEhSUtIaAG0jdKWigpEDLUdTt1qNlpM1iyI1GakZTTCpNQbI8S+MHhm90/UWv7aWBdJu3Wa4jmLJtkXBOHXGM4B5yCQc8V41pt9Y2t5b2UwZnkieKJ44XAgiZg4IwOzFRzxgZJ54+wdf8O2fibSLrTdRt1ubO4QpJG4yCDXxp8ZfDd58HriFrmwmurH7SRaXPmuyyRmEqVBHCsMD923BHPIGK+dxmFcZOcVoz6PBYpSiqcnqjqRavY7rS5mMMEEqxxSQhVAIwDkEj+Hk4+g5rrdPnjbS1mgY3DugZnUkjawypAPbn8ce1eZ+EvEGk+PNJ+wXE0VpfQqsa2+7HUAMQzAZGc8ZPAFd9byS6Napv5hCGN5WcOVIBwSO4+vtXhxlGLcXoz2HeWqKzag2lPLdXsUdxA0piaKJMM69Q5/4CfxrEm1p9a1OV7YN9m3iPymJAVCNxPHQ9Bgnt71sXeiajr1uWs7a5vZozskWENkIxI5x24P+RV3SfhL4llj8k2i2Mcy5Es0y7YmzkOUX5mIwBjI78iuunRnU1irnPUrU6b95mXHpq6ej3KKYioJZmALkg5Bzu5xzx711ngf4VW91qkXijWU83UGcS20IPyou0BWYd2wBx2+ua6/SfhlZ2UaC8dtQ28+XIMRZznO36+voPrXXRWuMDHFezhcG6b5qiPIxWLVT3abIo4z9asRxHIqxHb4qdIRXqWPLH264FWlHy1DGuBUwPy1rExkfE//AAVpyf2bdHA4z4kt/wD0nua/LDx5JNaeG/D9t5FvHFc2iys/2KNJGwFwRJ9mjbv2eTPdj3/Uz/grb/ybZov/AGMtv/6TXNflr4xk0638OaGs1k73UtmpjnhkVAnC5LKIV3n6sfr3PR0Oee55994E9CD+lFdd8RNW0fUZNKj0Y2zwQ2ojZobJbeQtnOZSFUM/0GAMDc5yxKDI/pJpaSioJCkzRmkoAKKKKBoY1Np7UygtDCuaaVp/1pG9KksZVLWNHstcsZLTULSG9tZPvw3EYdG/A1obaPLpWuUpWdz5R8W/siy2Xj+DVPBZtbDSrkEXlvczy4GSNwxk7gQWx3BA6dR3Fn8D9Y1Sa6tPEOtQDR3iKIuio9rMxYEEliSV9cg5z6d/cJIaj8uuF4Ki5czieksbV5eVSMnQPDtn4b02OysoysKDkscsxwBuY9zwK0WjDVLtpK60lFWS0ORycnd7kHkChYQKmowKB3GbKcFp1OVKYrjQKk7UbBQ1UiL3PiT/AIK2OF/Zt0UEZ3eJbcfT/Rrk5/Svyw8dJYzeHdBdbthdJaIFg2IwYEDOWVsrj0I5r9TP+Ct6lv2bdFwcY8TW/wD6TXVfll4ytpNQ8N6HcQT2rx2lmolVruISDheAhuHY/QKn+6O2/QwnucFtxnnJoq5q2lzaLPHDOVLS28NwpQkjbJGsi/jhhn3opGR/TZupKKKgAoopNwoCwtFJupN1AxTTcUbqTdQMQ0mKXdRmgoXbSGk3e9G6gNRGGRULipi1Rtg0mWiKm0rcUzdUli7c04LSKakFFh3EC07FFLmnYm4YprUuaazVQ0fD/wDwVwI/4Zv0PIz/AMVNb/8ApNc1+U/jy6W40jw2q3Bm8uzClfP8zZwvGPtEu36bY+n3fT9Vf+CuLj/hm/Q/fxNb/wDpNc1+WHjrXryTw54fsV1KaS0NonmWq3hkjBULjKfaJQpHptjx/dHbToZVNzkNR1e91X7P9tuZbr7PCtvD5rFvLjUYVF9AOeB60VSbOBRUmR+lC/8ABUT43TNEE8DeHT5gUr/oN1yG2EH/AF/cSR/99j1p83/BUT4z7js8E+H1VQWLNZXRG0DJP+u44Br428N614r1Pwt4g1G282ez06GBWu2mjj+zMGjK7QxBY7LcDC5PANc5ZfEbWbW4LyXcl1EY3iMMp+UhkK9vTOfwp6Gp9yyf8FQvjhGsrnwX4bVIwS+6xuRt2hyf+W/bypP++G9Kr3X/AAVG+ONuZQ3gzw4vlbt5awufl2+buz+/7eRN/wB+29K+JbHxR4j1y+jsLe+uLm4vJRCsW4AySSeYm38fPkH/AAM1c+IWveItJ8VanBdzNZ/aWa4WGG4SZPKmErrh0JVgVuZeQf4zSEfZcv8AwVG+OMLSB/B/hxPL3792n3I27fM3Z/f9vJmz/wBc29KG/wCCoXxzj8zf4P8ADqiPIcfYLgYwZAf+W3YxSf8AfB9K+HdR8fazfQxK126ny3SV1PMxd52Zm9yLmVfoxq5D4u1248M6jO0s8qm9hWS9MgBQut0xjx1O8yStkdMH1FGgXPtKb/gqB8dYzgeEvDoOSuDYT9Q20j/XevFC/wDBTv48MyofDHhsSOVUL9gnzljGAMed382P/vsV8QW3j/VreO6kkvZZ5GUrH5jZ2MW3Fx75z+dT+D/FGv3vivSlhnlvpFuY5TBJMsauqFHIZm4VcQpkngBM9qYrn2h/w9A+O0wiWHwz4eZpCpRv7Pm+YN5WzA87v50X/fxfWoof+CoPx4uNgTw54ebzNmwjT5ud3l7f+W3fzov+/i18VaxrPiPwzq0un3V5NbXVoyLtSUMBtERQqy5BGIoSCDghFIqCbxtqkk0ckV1LamKKGONYGIAMawqG+p8iM/VRQHMz7aX/AIKgfHi4VDH4e8PsHClSNPlOQfLx/wAte/nRf99ikH/BT748tGHXw/4e2kZ3DT5f7ob/AJ6+hB/Gvj261DX9P8GaTfmcW8LzMY5lu086RP3aJ+7zuCK1mQGxjKjpxnDh8barDaTwfa3YSBcMWO6PAA+X8FA+goDmPt6T/gp18eVjd5NC0CJEyWb+zpOMB2P/AC19I3P/AAE1Wm/4KdfH2DzDJomgII927OnScbfN3f8ALXt5Ev8A3wa+P/Buo+JfEmsvYWCXetTyW1yxs0YksPIl3MB3Kh3OO/QdaxL/AMRa3HcXFvd3d0k6u8c0UrEMGJkDhge+ZZc/77etAuZn2vc/8FOfj7b+aJNH0FDHu3Z05+Nvmbv+WvbyZf8Avg1Bcf8ABTX4/QeZ5mlaChj3bv8AiXNxt8zd/wAtO3ky/wDfBr4w1TxhqmqX13cPdSRC4kkkMMbEIu8yEqBnp++k/wC+z61r+KrjXtP0vRp7u4ELXVqzNsu1eSUSNLIJJEByu5LkgZ6gt3yAWHzM+u/+HmX7QCyGM6XoauhYOp05v4S4I/1nbypP++TT5P8Agpl+0CWITStDHIXadOYkEnH/AD09eK+J28Yat9llia7lZpZPMMzMd/SUEA56HzpCfc1u+DbjxD4huNShtLrz5Us3mZri7EQjCkOZMtxkc+nWgOZn1vH/AMFNP2gpNmzTdCO4gDGmnnJQD/lp6yx/99Cmxf8ABTb9oK42bLDQ28zbs26aed3lY/5ad/Oi/wC+xXxZY+MNWsbq2mF5LL5MiyCORyUbayMARnpmNP8AvkVAnibVImVkv7hNhUqFkIC42Yx9PKj/AO+F9KNBczPtlf8Agpp+0DceV5VhoZ8zbtxp3Xd5W3/lp386L/vsVGn/AAUy/aCnWPZZ6KfNK7Mab13eXt/j7+dF/wB9ivjrXNf1azvoE86axK2tqyxxzZH+pgKvx3YRxN7FR6VS/wCEs1JbK3t0u5I/IkLrKrsH6RBVJz0XyI8em36U9B8zPfv2gv2ufip+0F4FtdH8Zw2K6JbXkd+jWdmIm8wRYUk7jxsuAcf7QrxDVvGh1fRbawutOt5mtYRBBcSTXLyRKMfdDTFB06Bce1Taems6j4N1Wdn+02KhUHm3ADDyzEGKIfvbV8kHHQbewOORDGglu51nxA8Y2/i99PMEU6fZ0YfvyD5QZsiGPB/1SdFHueBRXKMgXkc0UhHd6D4+1Tw5oOq6PZvGLTURiTepYrlGjYrzjJR2U5B68YIBHNHr3ooqTUnsb2fR9Qtb21cLcW8qzRswDAMpBXIPB6DrV7xp4u1Hx14guda1WRZb64WNXYZxtRFRRkkk4VRySSccmiikBhDG7B59q2v+EquB4VTQmtbQ2qXLXSztF++DsFB+bPTCKOnr60UUEmEzDccDIq3oes3Ph/WLPU7N1S6tZVljLdmByKKKYh3iTxBfeKtbvNX1Kb7Re3chklk9T/gBgfhWbuz70UU+ojcm8aanN4Rg8MPNnSIrn7WIef8AWYYA59g7dPWsItu6DiiimI0PDviO/wDCurJqWmzfZ7yOOSNJdoYqHjZGIyODtY4PUHBHIrNyWJYn60UUAIW/AVq614q1DxBY6baXrxSR6fF5EDLCqvswAFZgMkAAYz05PUkkooEZO6tXRPFF94dW9SzMOy7j8qVZoUlGAQQQGBwQRkHtRRQBjnP1pc9BRRQMu6trV1rU0M146ySRQRWyMsap8kaBEB2gZIVQMnk45NURyenNFFIDZsfEWpWOj3WkxyItndEl1eNCwztJ2uRuXdsTODztGaZoEeltfhdUlMdqdp3IrHGHUt05yVDAe5HTrRRQM0LxdCjs72K3dLiQJEIZcShjJtTeRnC7M+Z94Z+7j2KKKYj/2Q==) | ASR 12M77D D14687 0404 Digel
Digelskår. Fragment af hældetud? Største mål: 6 cm. |
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) | ASR 12M77D D14688 0404 Digel
Digelskår. Største mål: 5 cm. |
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) | ASR 12M77D D14689 0404 Digel
Digelskår. Største mål: 5 cm. |
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) | ASR 12M77D D14691 0404 Digel
Digelskår. Tudfragment? Største mål: 5 cm. |
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8VHmV+x7LG2atR1QgbgGrsb8V7CPGkT0xqXdTWqkZo/Iz/gqn/yctpBcFl/sO1+UD/ptN7jP5ivmH4ueGprG5hv4NImtbHylSSSa1Nt85ZuNvny9sc7vw4yfqD/AIKrNn9pLR142f2FbFun/Pab14/Ovk/4uSJL4gt9iWsUf2ZeLRrJlPzN1NoAmcevzdM8YrVmUt2cMfljDEYBOQPX/wCtRUcjEtk//roqSD+muiiiswCmtS02gBDTCtSU2gsiINZXiLQ7bxFpU9hdLmOVcBh1RuzD0INbJqNkpNXVmaRk07o+WfG3g2fwIZ3urOR7Zly1/GCbfceAz4HynPXPt1rh9P8AGQ0/UG0tkbVUeLzBNtCsjZ6AdCMEY56j3r7O1KwivLeSCeJZoZFKvG4yrA9iK8F8ffs6w3HmXfhy4ezlXcVsy+1fmxkK/UdM4J/EV5NXCcutM9yji1JWmcjpEwvpE1K18+BQQJbKdcPnIU598Ybj866hbyUlLWRsRzAlfukDHPU+v4dfy8muvCfiHwDqcsrx3FnetHs3NGPKKdOGHB7ng8V0/h3xJ/bhtbS88vbKm4ShsKVOeSpGfvAcg9xmuLZ8r0Ozdcy1O5gaO8t1gEaybmLNg7VTBzjjofY//q53xhY21vGJJpx5TYUs0m1Rnod3T1rTtL6dbo294XJjfMIZev8AvevA71c1S8jiVA9r9qtpFIRQV+ZsjauCcMTzj0210Qlyqxi43dzy5bGGPVVSSWFJGZVF20pVdiq2PbIYgdOlWrkXFjO9tcQy3Erq8LzZBbJJPAPXGScjkjFHiK31HWFgb+zW0u2YvJZeYmTvj3FUk/ubh04wMYzmsbTvEV6yyWevwr9rU+YiCYBcgkqzEE8k+3QY9a56kJSlzR2NYySVpGjHp6pDLF9mmmSNFDOp5+YZ79Tg/e5PGK7Dw3e3vhPZerdWyxRMdnBP7ssNwYdeTj9O458/0vx3DfWsKTqtvNBNJlc+pAbjILHtj9MHNXbq+uLXT3+zpGtjIdzOWBLPkBRtOT+fpVRk42FJX0Prvw/q0GtaZBdwMGjlXPBzg9wfcHitVGxXjHwD8QmbTLmymdTPu+0EKc/eJDDr2wv/AH0K9jVs817dGp7SCkeLVh7OTiXFalZqhjan54roRzW1PyR/4KpBf+GltGO9g39iW2QuRj99NzkZx+XavmT4pajps0/lXA1TV9Q+zDyr641WWVYxub5SstrExxycDjnrnNfT3/BVKd/+GjNFiUk/8SW3KqMnkzS+h/lzXy98ZtB1i1vINQuNJvreyEKxfaJrS8ijDEscZuXds49Dj2652MJbsi+IetaRqPhHQItMurFhFa2yvawwBZo5lg2zMW8tdqs/JUs+5gWyBxRXmjyMqgBjg8/SiobuQf03UUUVmAlIadTaAEpCKWigoZSNTzTSKBkUi7hVC4t81pVFJHuBoNYuxzt9psN3E0VxCk8bdUkUMD+BrwT4j/s73txfrqXhS+WAxsXGmTsVTnqFfnAPoR269K+kZYapzQjkngd6wqUo1FaR2U60qbvFnyPdePNR0P8A0HWdJmjlhfy50uAxljcnhlwCJFJ9DXXeH76z8QWcF7EPNiR/Ojk27GB6ceozkc+uK9x1nw3p+uReXf2UN2nbzUBI+h7Vxuq/CfTY7ER6HFHo91Ed0TIpZN3fcM5556EcnJz34JYWUfhZ3RxMZbqxzUEl0Lp55ZlezZQFQ5aTd0yT0z7AVyHjDwlBqUyu8KxzEAGZcA9O+e3t9feuntbi50/UJ9N1xlsdV2N5MjKTFNgH5kJxnORkZz9OlP8As/mKJJHkaduQnIVT0547ZPNZQlJSs0bSSauj5Q8RR3eh3jRws8txC7F4YwctgHp6nvntg12/hXUNS1dTDqSC3ZABy+WJ4K8diMnPvxg0/wCNenQaZbxX07EyOzIygkngfL1HT149q4bwL4qutYjlV0byEkO2aXA34ZQzLz90FhzW1RLqZwbPpr4D3cR8RNZ2qzGC0sWTzGQBCu9QuCOM8fpX0ZbtujBr54/Zfvn1bS9Vuprd7ecOqlXYNkFnIII49ePUV9A2fTFdOHVoI48R8bL8dTVDHU1dqONn5Gf8FV0En7SGl7iABoVqOo/57TdQeP5V8n/Fa1it9et44Z7adfsqktawWsK53MMYtpZUJ9ywbpxjBP1Z/wAFWGC/tLaSSQB/YVqTz/02mr5i+JWqaDcTYNrcS6i0AENxa6raywINx4ZYrVMnrxkHkc1szlluzzdfmZweFx+WOlFej+PrrS4/A3h22sZNHuWCRPJcW8UC3jsYV3q4jQMioxKfvSWdgXHHQqdiT+iiiikrIAptOzTaACiiigAooooKEK1Gy1LSNQMqyR1A0WausKjZKDRMoNbg1XltQe1ajJUbRg54oNFI5PxB4XsfEVi9nqFrHdQN/C45U4xuB6g+45rzK6+EupeGbeZ9DuTqkQJKWN4drgH+FJM4H0IH1r3J4RUDQ89KwnSjPc6IVZR2PiD4raXrXiC6tzqOh3ek2qK4cXS4DevPAIx6Z+vFY+mWunyabM6eZHNbwLskUkMPLYtlV54JBHTnv0r7vvtJttVtZLW8t47m3kGGjlUMp/A1z+j/AAh8HaEkq2nh6xUSyea3mR+Z83/As4HA46VzSwzk9zqjiUlsebfs0+EbrSPC95fzxLAL64LQxquAEHfPfJzz35+le3WsLVYWFY1CqoVVGAoGAB6VNGuO1dkKapxUUcU6jm3Jjo48U9hxT16U1q2Rjc/Iv/gqoob9pLRwr4k/sS245GP302Dkc/lXzF8bNF8Qf2lb6lqFneyWgt1i+2SrfvEp3MQu+7QNnvgcc8c5r6V/4Kt4/wCGlNL4yx0K1GMdvOn96+Uvipaw6brNvHb27WcbW6sY/IMOTubnHnzZ6ddw6dBjJ0fU55bs4YrknHT0NFLyzHceOuM0VBJ/TjSUUhNQAnc0UUUAFFFFOxQUUUUWGFFIaSiwBTdtLRTGhu2m+WKkpKBkRiFMMIqekNA7lZoajK47VbIpjLRYu5X209Kd5dOVaBiimPT6ZJTJPyF/4KtyKv7SWk4GXGhWx5wB/rpvX+tfLfxMn0aS4BljY6l9nHlNp8mn/Zx8x++LVQuevX5sY7Yr6i/4KuSbf2lNJHb+wbXp1/1031r5Z+MKz3mrW115l9ewrbrGbm7nuJ9rbmO3fNBER1ztCkc9eSBozGW5g+JNLsLXwz4VvbOa3Nzd2cv2yKKbdIsq3MyguuflzGI8dM4zjuSuaJwuetFZkn9OdFfHLf8ABU74OjH+h+JuRn/jxi/+PU3/AIem/B8rn7F4mHOMGyh/+PUcpVj7HzRkV8ZS/wDBVb4Pw/8AMO8UNzj5bOD/AOPUwf8ABVn4RMoI0nxVg5/5c4O3/benYD7Q3Um6vi1v+CrHwlXJfR/FUfy7hutLfJ9sefVX/h7J8Jef+JH4q4/6dbf/AOP0WGfbe6jcK+Jj/wAFYPhPxt0TxQRjOfs1v/8AHqif/grH8KlyRoPidh/17wf/AB6jlEfbu6jdXxA//BWb4VKONA8UE+n2eD/49Tf+Hs3wtxx4e8T+37iDGfT/AFtFhn3Buo3V8NT/APBWb4Z2/DeGfEwOenl2/wCf+tqI/wDBW/4YjOPDPiY/9s4P/jtFh6H3TuzRur4U/wCHuPwz25HhfxIT/uwf/HKjb/grl8NtpI8LeI/xEA/9qUWDQ+791Jur4Q/4e5/Dny9w8KeIiewzB7/7dB/4K5fDryt//CKeId39zMOfr9/pRYd0fd1Ia+C3/wCCvHw9VsDwf4iP/AoP/i6Y3/BXr4fr08G+ID/20g/+KosPmR960V8Ef8Pe/AJBI8GeIPb97D/8VTW/4K9eAQuR4N14/wDbWH/GiwcyPvjdUcjV8Df8PfPAzcDwTrn/AIEQ/wCNQy/8Fe/BX8PgfWm9P9JhosHMjwH/AIKuN/xktpOBlhoNrjAP/Paf0r5c+MV1qEOrW9pNHqFjA9usn2S8iuoQzbmG7ZcTSk+mQQOOnXPof7Y37RGnftKfFi08V6bpVxpFrBp0Nkbe6dZHJR5GLccY+fp7V5h4w1LwzrkZuIHvY71ItkUcWmW1rCxyTlhG/uecE8CrfUye5wxY7faivRfHFtocfgfTGsxpwuf9E+zNaSIbhgbUG788A7gRPjbvA43bflxRUNWEblrrng1bGNJ7CZ7hYYwzDdy4guQ5+93ka3P/AAA/Q6HiKbwto6wWh06T7b9gWZnUkqWmsLVoW5btKZmP+/34A8xtreW8uYobdHlmlcRxxquWZicAADqSTXU/Enwxc+DfEcumXMV6s0NrCkr3ikb5FRVk2EgZjVw6KRxhBRfQo6qC+8E6lfapejTpYdKtD5xSTO4xtqMW1VG/lhbsy4z688ZrGtfFnhWO3tY/7OmVleHz9i8soNz5gzu7h7f/AL4P48DJdObRYEJWPd5jLnIz0B+uKrDllDN16kUcwj03xDN4Y0eS3tZbFjM+npM0iAkFpdMiMZyW6i4YufqevSm2+oeDr4a3cRae0cNu8lzFHIcN5LXtqI0UbuWERmGPQ9T1E/x28A6X4Hk0Z9OuLhjdCZPKunkaTyonCRSEPGhUsvG3BAKEA9h5TvPtTejsI9At/EPhFPsAl0qY7Jomn+X76CednA+bqY3gXtyh+pm1Sbw7o8n2afTmeeSwtZo2i5CvJpvU/N18+RHP0P0PnKMHIwT15r0r4xeDbHwrb6Fd6dHMlvfpIYZriaUyzwqsflyNG8SFCQx+6WXjA+7knQCH+0/C9/p+uNbWJhkhEk8HnHBKGazVFX5vvAC449H/ACYvijwYusRSnRZjZCVWeLaCSovWkI+/3tyqdeo/GvOskc4x3pu88ZIxSuB6JqFx4e0e3jju9OaWe40+3likTkKzWcyknkf8tnhf/gB+hhTUvDepWl1HBYi2nitJn3zELucQ26qBzyfMSdsf7Y+gPi14R0Pwivh46Vq11e3F9ptteTWt1CqmBZLeF1IZXb7zNJhSFKgL1DA159u5zmnsB6Evijwh/bUk7aLJ9gM5ZYdoyI/tiSBfvf8APANH17/jRLeeH9J0nQ2u9N86W6t0uGdByVEl5GwOT1J8n/v3+fnrNzycV6H8UvCdn4Z0Xw1LaadPDFeWUM6ag80hW43wRyOm11A3IznmMlMMBncDQBBaap4a1Bo4ksVt3isrhneYhQ8i2CKuDnqZ43YepceuKLnxZ4Yklvni0VkEk0zwDavyI1xC6Kee0aSp/wADrz/cfWnrwORnmlcD0a+1Pw1psWhXMmkl4rpo7xkUDJhW8uldDk9SgiX/AIBVPTdX8OX3nwNYLbv9iyks2APMj0+RW5z1acKw9TjvxVn4k+F7Lw74S8LSR6TJaXt1CJZb4SP5FwrRRuqxh2JbG/5mUBdzFRnGT5wWHrTejA7K68SeH57W7jh0lknkM3lybR8m4QbO/wDD5c3/AH8/LZ1HWPDOn3+m3z6KH0+8jNxHbqoyFGpSEg84yYUMf5V5puwufWug8SaEml+H/C2oRMhGo2UksiidXYSLczIcoDuQbVTGQAecZ5ouBs6FrPh+6mtLW4sI4nxEHnm2qnyRzh88/wAReE/VKpS+JNB8uJRpPzLBIjNheZDZpErde0ytJ/wL1rkCx696N3sKVwOu8ePp1wum3+mWi2VveC4lWIYBVftEgUHHouB+FciSG716D8Q/CunaL4Y0W6tbQ2jzBFin81mF8ht4pHlwSQNsjMvy4HOMZVifPfLPcY/DmmwG9wAOtFTrE8gYKrHapY7RnA9T7UVIG6skiuhiO115Vl4IPqKlvtUuLyYvd3M11MU27ppC5A69TRRUlmf5n3gOR7jFMJB9j7UUUhD7m4ku2BkmklKgKC7EkAcAc9hVZuPXiiiqJFC5xzx14okvJJpA0js20YG45wPQUUUwI2kLZJPUjtUe7d7CiigBWLSNzljQzCNflPzetFFAEVDMWwCSQOmTRRQAA46cGl3fL170UUANd2YDJJA6U3+L73HtRRQAbgW7mjd8v40UUANyepHHpUv2aTb8ymMY/i4z+dFFAD49qqwMnTkbRk/55q/oerWelzXAuLWW6t7iLynVJRG3Dq4IO1scoPwJoooA6eb4jWja5FfWtheWkcaN+5ivgPMYzyTESER/Mn7zbtx0HXmiiir52B//2Q==) | ASR 12M77D D14692 0404 Digel
Digelskår. tudfragment? Største mål: 4,5 cm. |
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) | ASR 12M77D D14693 0404 Digel
Digelskår, tudfragment? Største mål: 5,4 cm. |
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) | ASR 12M77D D14698 0404 Digel
Digelskår, tudfragment. Største mål: 3 cm. |
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) | ASR 12M77D D14701 0404 Digel
Digelskår. Tudfragment. Største mål: 4,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 12M77D D14703 0404 Digel
161 bugskår fra digler. |
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) | ASR 12M77D D14704 0404 Digel
Seks digelskår. mål: 2,5-6 cm. |
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) | ASR 12M77D D14680 0404 Digel
Bundskår, digel. Største mål: 5,8 cm. |
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) | ASR 12M77D D14681 0404 Digel
Digel skår, bund? Største mål: 6,5 cm. |
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) | ASR 12M77D D14683 0404 Digel
Digelsskår. Største mål: 5,2 cm. |
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) | ASR 12M77D D14684 0404 Digel
Digelskår med fastsintret metal |
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) | ASR 12M77D D14685 0404 Digel
Digelskår. Største mål: 6 cm. |
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) | ASR 12M77D D14686 0404 Digel
Digelskår, fragment af hældetud? Største mål: 5,5 cm. |
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) | ASR 12M77D D14673 0404 Digel
Randskår, digel. Største mål: 3,2 cm. |
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) | ASR 12M77D D14675 0404 Digel
Bugskår, digel. Største mål: 4,2 cm. |
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) | ASR 12M77D D14677 0404 Digel
Bundskår, digel. Største mål: 11 cm. |
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) | ASR 12M77D D14655 0404 Digel
Randskår fra digel, med hældetud. Største mål: 11,5 cm. |
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) | ASR 12M77D D14658 0404 Digel
Randskår af digel. Største mål: 10,5 cm. |
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) | ASR 12M77D D14659 0404 Digel
Randskår fra digel. Største mål: 6,5 cm. |
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) | ASR 12M77D D14660 0404 Digel
Randskår fra digel. Største mål: 4 cm. |
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) | ASR 12M77D D14661 0404 Digel
Randskår fra digel med masser af fastsmeltet metal på indersiden. Største mål: ca 7,5 cm. |
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) | ASR 12M77D D14662 0404 Digel
Randskår fra digel. Største mål: 6,3 cm. |
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) | ASR 12M77D D14663 0404 Digel
Randskår fra digel. Største mål: 5,2 cm. |
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) | ASR 12M77D D14664 0404 Digel
Randskår fra digel. Største mål: 4,6 cm. |
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) | ASR 12M77D D14666 0404 Digel
Randskår fra digel. Største mål: 3,6 cm. |
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) | ASR 12M77D D14668 0404 Digel
Randskår fra digel. Største mål: 3 cm. |
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) | ASR 12M77D D14669 0404 Digel
Randskår fra digel. Største mål: 2,7 cm. |
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) | ASR 12M77D D14670 0404 Digel
Randskår, digel. Største mål: 5,8 cm. |
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) | ASR 12M77D D14671 0404 Digel
Randskår, digel. Største mål: 4,6 cm. |
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) | ASR 12M77D D14672 0404 Digel
Randskår, digel. Største mål: 3,8 cm. |
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) | ASR 12M77D D14623 0404 Digel
Randskår, digel |
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) | ASR 4M75 D09353 0404 Digel
1 sideskår af gråbrændt, grovt magret gods med næsten helt forsintret og forslagget inderside, grå yderside og grå skærv. Gruppe 0. Muligvis et digelskår. |
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) | ASR 1085 x013 0404 Digel
Digle. Fragment. Tykkelse: 5-8 mm: Særpræget form, nærmest aflang med skrå rand. Sammenlimet af 1 randskår med tap, 2 bugskår og 1 bundskår. |
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Orynw54uv8A7OJ5Z47W3XaWjWMsDnpzg47jt0616RpesW2sWxmtZPMRWKEgcZHX613HFVoSp63ui9SNSZ69yKDzVHMJTT0oaimIiavzG/4K2SKvi7wOhALfYp2HyA/8tF7+lfpy3Nfl/wD8FcpD/wAJt4GUdP7PnJ/7+LVdCT5X+E/jRNA8M3du3jfUPDjtcM62lroEV+r5VRvMjOCDxjbjtnvXjF4264lbdu3MTuIxn3x2r334Ha9qul+EL2Ky1j4j6dbtds7R+ELbzLUtsUZY71w+MZ46Ba8i8dR+F1vIT4audYuVYMbhtYhijbdnjbsds985pPYRy/TtmigqTwOSKKgZ/TFRSUm6qAfXzB+0/wCH4fFXjLTQJpIruzgZUGNse3aSxY4zzuUZ/wDr19O1keKvDFl4v0O60y+jUxzRsqybQWjYjhlz3Fc9WDnGyOihV9jPmPz91TUNT1K4NhFcpCu6Np1lDGRflUgEL3II9eSa9Et9dTwT4YtrbW9WtbeBZmMV6JctJCMYK8fMAVYDHXJra8ZfAjxr4XmEVtbx+KtPdX/02GIJPGCBwyDLdu27gduBXgPirwDDNeLDfx3i3EJKPCw4jbJBJ9OR3HTPpivNbnD4ketFU6zvFnpF98Z/AVlqFjZaZ4ijlcRs1wZLaQh2wQu5jyGyP161q+DPjcdS064a002LVbhJZkhliwscK7Pl3EkZ+Y8g9sEnnn4+1z4darYeJ5hYQtOu5vLkCEB++PTHHU10n/CUalavbQJstbhBHHMtugjCEYBLKBwemcjJyKPap6xG8KoRad7mt4++N/iS88aajY2OrgW6xmFEjt1njBXLKAhJwMqFzyRnivRv2Vf2bZtSkf4i/ES4ubLSlzJBHdExy3WTne2DuC5PAHLduMZ8U0C3v9G1ay1exjNzfx3JmjheEOrZYNuYHgrnA6Ywa+1vg38StQ8ZWOvanrTDxBr2kW0Vxb6RZxAFC6kgrGCQGyMZJLAHrzXoUakW7Hn1cPOCu+huaB4Hge+vNKsEkg0u5cXVn9oQq0ZCEbifvZ5/n614z408PiDxeNH1WHy5mzvmLAIBzhj09B0ORuFfUXws8WeINY0fV7/xvYR6XYbVkt47qAwGM8kjDcgD5fmJ5NWviJ8DNB8WeHt9zuj2p5kVwuDsyPun+8pz9fetnaVNx7mVuSXofLNj8N9KPjixlsLsTWcM7yTRSD/WAbsENg/Lnb0IBxn6er6b4d0yOY/bonniKsECbRsJPBycgcdOO3vxwEOjx6XqVxI+oW7TRY8xI1KMyg7cqD0XoOmc16boMcWpab5T3CAbcMn3XOeh4xXi+0lJ6rY67KKumZPhezurW+iFpKzRi5JRLh9ynaDg8cjIzyOteveBNeXT7ez0wRKk08kgGJDs3AbtoySeV6Z4yAK4rR9Mj0PbJPIFZ5CwUoBtwMbfx4PfuK9Q8MxwmzS6ESh5CzKRyMZ6/pXRScpSSuZ1Kkpay1R1YYfjRmq8coapd27pxXqHCLRTgMUtWSRGvy7/AOCuAJ8feB1wu3+zZjz1/wBaK/UZq/LX/grk+PiN4JX/AKhUv/o003sI+cPgd4bv9W8J6hcW2gfEHUoluHXz/Ct6IbUMEU7XUxP8/I5z0K9OteCXWPOk+994/e6/jXtXwj8Gp4i8K3Vw/glvEhW5aMXY8Rx6fs+VTs8puTjOd3TnHauE8ZfCbxN4Jsf7Q1fT4ba0aQRq0d7BMdxyQMI5PQHnFJ7IRxLZBzRXsrfDXwda/CSTxJqX9uaJqUloG05by4t9mo3G4KfKhC+Z5Q+clz8o24yTxRUtWGfv0TSdOtOprCmAu6lFR96dmpAeK8y+PXhTTtQ+H2vap5LQara2rSQ3du/lSFgPlDkfeT1U546YNelhq80/aSlnj+CviWO28z7RPHHAjRHDLulQFs+wJP4VErcruaU21NWPz+T4p+LbTWnecw6hKhaNYUh8sFTkEA5JAPvk5PuKrLqGgazfT3FyjWV9EN1xGyhPmx1K5G77vYZ6Z6ZrqNU0FJLGae2JGpzHfIYoiwhTA5LHqwBxxxkDivN/+ES1a7vGs5IIZ7VNhBdXXqcn5sfMcbe+Mk54rx5RT0sfQwqSgnZnd+HdQ8Px6VFsgN3FNtVbpZDEY1LAnIAIPJIIJ4PpjFd54B8RXvh7Wr1vCln9juDGiXVxbxruEechnbGMbgcg9Rj0rxnwzs0S01TT7qT7PbzMj2eYC8e5Mq+SBkHIRgO+DjrivR/hnfaXqi3E8Wu2TRjYJGw3HzE4JJXdnGAOmc+oqYuSZ6DnRlR9569tz37R9Q1/4lePLPRNb1t5dIgsft9xBbKsXmANsUfKozlsZ649jivfrDxJo9z4O1CzinZLW2tngYMGDxqF2g/Nz9DXzxcW9vfJoms6bKLS8tmQSXlj9+WAAsFUg8ryAecYJ4rstU8UeNdaNw3hnSrC7jnttzRgbCY1bBVmZsA/NwMc88969OlLRp7nzteKk1ybfccT4m+F/ifT7NvF9laG6sCCBHsAmiiP8bJ3XvnPv05ql8NY9X8YWsiae0n220Ec07whVOGY7QOe+D+tfRvhvxw/jLwu+r2ANndWryQS28wDpKyEpIjDPVWBHXgg9iaxPD83h7wr4dFrp5/s7UNSV/NvIoM+U6ghdwx0GMYHv9azeHp8+r0OXmaTVtSv4T8J3F9b6naeIIktLiIJ5d0GU7HdjtPUhjnHX2rf03Srfwm8mlLcm7kRRJnPz/Mf7v51xegrca74Zv8ASb6W433l3HJd6goyIolcZyScg8Zz0Gfbn0Wa2hF1Zm1lkcWUAt/tMzF5LkcEFm78rnJ65JHBBLUY2TgtSoyesZbFmCQhquxvxWdGfmq1HJXacxeVs0tQJJmpN1WiQavy1/4K5c/EfwV6DSpP/Rxr9SWr8sv+CuGD8T/Boz8w0hvl/wC2ze9U9gPmD4V6PYah4XvJbzw/4M1SUTuq3Gv+In0+5UbFwFjFxGGX0bbySRnjjxm4Zix5wufXivbPha0Efg+5WeX4fRl5nP8AxUsEz3n3QPlZFIC+nPXNeJTxkyHAAyfwqHsgPSdd+M1nrfhcWs3he0bxC2lQaM2sSTs6rbxBFQxwn5Uk2xqpcHpuIAJJory5lIzmik22B/TFimtTyaQ4qgIjxRmn4prCpYArV5v+0Pq0ej/DG+eQ8yyxxqB/Ec5x+QNejrXjH7VOoRnwTp+llI5Jry9VwjE52oMkgDknLKOPWsKztTkzejrUifKmpaxthllO6RZGSFltpN3OCFwfQYJyfVfeuds/DsTWcVha6hdIysJMb8sygAYGc/KxIOBjr+JvQxw3811bymawS2V0gZX4YlBiVTtxnGQMkevPbJ8NQ3ei69HISmm6O8eWeacyS3LhOMg/MGG0sSR0GPp48VO17nuSaN6/8MteTTwXDrJCH8tVKknOcgseh+UDH1ArhvEFvF8O7g219bvqem3UgZ1RtskTru8sgg8rnsQOQuMZr3PTNEtbOIGFICOVjZYVb5sFsjkAYJ9Rnj0FS6x4L0XxJCgvLMTzqylT5RZfun5gT0AC9cjkkZzVLXoSZPwd8ZaVqV4thFP5cdyPPFrI7K+CvzBVPQZOQoPRs88ge46J4gu9F16Ca0uxDA9rgyON3lBuASpOGHGOfSvlmb4e6lb3EF7oaupibz41VwgOF/1QfjG/HI6dec816XofizU/Eljpl1bJPZ6hJjzILjaJCuT1HTjn6gnIzWyk07kwoxk7N2R3Nt8QP7Hv7m40yV755r4zNDG+1FWRiXk2njsff5uelelalBa+IiLC1mj89m81/LG7yG6Y69e+eRwRXiHh3RZLPw6LRJXnubISXbMoa4kuHVTuAbGcnHTPGevGK98+HvhUaXp0N3JIzSTAyIpJOxW5HJ5Jx/M1cHKq7EYinRpwUk9fzNzwj4ftfCsLiISTSvy7SEfMe5PrW3JMbiZpCqqzHJ2jr2piqBTgK9GFOMFZHjSm5bir96p1aokFS1bJJo2qdWqohwasRtxTQiQ1+Vf/AAVwJ/4W14P7Y0U/+j5K/VHdX5Vf8FbiW+L3hIf9QT/2vJVPYD5u+FPi+PQPCtxEfFnhvRJPtDuLbVfCyajM/wAq4IlNvJhTjG3dxgnHNebeM/G+p+N7qC41GPTkkgUxp/Z+nW9mCCc/MsKIG+pya9P+EviYaN4Nuof+Er1/RP37t9m0/wAOQ38DZUctK8ykE4wVC8AZ5zXiFzIWkY+p7DFJvRCImf2yfUdqKAMY4oqBn9MBoxSGl7VYB1ppWncUtAEWyvEf2rrGCTwTY3C8arHcMlntxuJZcsAT/uj9K9zriPix8L7b4qaDDYTXsmnT28vmw3UabyhwQeMjP51hWhzwcUa0pKE1Jn54WWsXmm6xcJcw3Ut8qM0nnECGTJO7+LjGPTODxnNb/wDa0UYm1G1d7SVp2NqqwF0m2NsdWHzMNy+3AYnua9s8Ufss6xo8wu4bsa3BGp3RxDZK390lT16kfKc47GvNYfBsnh2ORBZSgr8zCaMiSMHIIJIzjpkZ5IGea8OUalPSUdj3Y1KdSzTI49SuLrTdITRLCKGJrkR3C8kNlQSi88H5hjnHOK39L1zU2sY7e4tVttUvMC2e3k8wQDdnMmTyApU8HBJb5cA1l6l9jj0C+sk1JtK1G8tZDDIqklAMAsI1yu4BV7ZO7jnArhtD1LV9S0y7WP8AtC+gjSaJNQc4XdkKVUghgepCnu2O3OLco7Gqszq/Dmm3uvTaa9vPdXMxPkCBgu2I/daRgOeS2eScY9zX0d4b/Z+8PXGm2c3iGwXUtQhO6GVyUaDHTaVOR0Hf+tY37NPw/aw8KW9xqdgUlEaqs8hy0y4HUcjGc98k+2K95Vfwr1cLS5o800eXia3K+SDMHSfBmkaIFFpYxxFVCZxkkCtvHSpdtC49K9GMYwVoqx50pSlrJ3IwD6U5RT8U5VqiRFXFOxS7eKFqQBeuamWohUi8VSAfX5Vf8FaplX4xeFlxk/2Gpx/23lr9UzX5Rf8ABWhh/wALu8MZGcaCn/o+arewHiXwam1xvAl0bS8+J1vp/nyF18Iws1hwq7txDAb8dfbFeW+MI/A6WcZ8M3GvS33mfONUhhSPZg5IKOTnOO3rXd/C/wAHza14FurxPBni7W1WSUfbtG1hLa1XCjgxm3ckjv8ANyCOleKz/K55qXshHp3ibwVcSfAfwl4mtdJdoRqOoQX2pxw8ZzB5SyP/AN94B9TRXnM+s393pttpsl1NJY2zu8FszkpGz43FR2J2rn6CipYz+lPvRx0ptFaEi0uabRmlYB26jdTaWiwEF0m4ZFZlxbx3CNHNGsiMMFXUEEe4rYYZFVpofapaHc841n4I+CdcaQ3Xh+1Jc5YICqn1+UHb+lNtfgn4Rs9Pu7KHTTHBcBVOyVlMahw+1CMFRuAJx1716A0ZU9KZtrL2cP5TX2k7WuVdP0+DSrGC0tYhDbwoEjjXsAPXvVladSVrstDMNvtRj2paXFADdtOxSjml9KAEoVe9LS0AHbinLmkHSlWmApr8nv8AgrIxb46eHR6aBH/6Pmr9YGr8mf8AgrBKP+F9aCvcaBF/6PnpvYR4F8M/Cqaz4OlkPhXw9qzvLIi3uo+KY9PmU4GB5LTpwOxK85NeZ+MvBuo+C9QjtNSexeWWPzVNhqEF4gXJHLQuwB4PBOa9C8AwabJ4IuWubDwJPcAy4l129u4r77vAVY5VT/dyOT1rx+T7xzSeyAFYd+vbmimjocUVAz+loOPWl3j1r8Jh+2n8aBnHxC1o56f6RS/8NsfGnJz8Q9ZH0lH+Fa8yJsz91y9N8wetfhfH+2d8ZZVYt8R9aVh0Bm4Pb0qGb9tL4zNI5T4ha0q7sqvn/wD1qOZBZn7sBxTg1fhKv7aXxrUgf8LE1nkf89h/hUzftq/GuJirfETVztOMrMpH545o5kKzP3U3UxmBr8LT+258a8f8lD1f/v4v+FSL+278aT1+IOrA4x99T/Si6HZn7ktg1GyCvw+n/bU+Nlv5bN8QNXUyDcFYqOPypkn7bnxpb5U8f6sOST8ykgen3aV0Gp+37LjpTDjvX4gr+2z8ajjHxA1UnPALJz/47TZf23PjUdpHj3Ux68pgn/vmp0Hqft/5g9acrDnmvw4/4ba+NW/P/Cf6mOefuf8AxNPb9t740rgr4+1Mf98f/E0aDP3GBFKWFfht/wANvfG1eR8QNTx/2z/+JqRf24vjZtx/wsDUs467Yyf/AEGi4tT9w91HmD1r8Nm/bg+N3T/hYGpjn0jz/wCg00/txfG3jPxB1P8AKP8A+JouGp+5of3pwavwyH7cfxt7fEHU8/SP/wCJp7ftx/G7apHxC1POeflj/wDiad0B+5LMK/JL/gq5KG/aC0dc526BB/6Pnrx//huL439f+Fial+Uf/wARXmXxI+KXif4sa4mseLNYm1vUkhEC3FxjcIwSQvAHGWP50NqwHX+AtStbfwNcxS654Is5D5uLXWtElub48fwyrbOBn+H5+PavI5I2DHPrwa67wv8AFvxP4P0v+ztKvoYLQOZAsllBKdx6/M6E/hmoPFXxM1/xtawW2sXkVzDDJ5iLHaQxENjGcogJ/GlpYDZ1r4K6novhGfV21PTbm7s7e3vb/SIXf7VZwT7fKkcFAhB8yPIViV3rkDsV1fir4oeF77QfEmpadNfSeIfE2mWemXOny2ypBaCIwNK4k3nfua3XaNowHOegyU5JdARqwa94Xt9Q0LxHLb2//CPj4iXVzI5tcg2INs4UpjJXaT8mO54rmvBnjDwtpq+Cv7RSH/QtT1Ga/wB1tu/cyRwiHd8vzDKvgc49s15cdZu20uLTnuJHsYpjOluW+VXYAM2PUhQPwqnvB6mlzBY9t8GahoWtf8I/aW9vBLc2PhHXlvVaAf68RX0sTEkfMwUxENzjA54rMHirwr/YiRFLf7V/wiDWBzbZP2/7YXBzt+95WPn9OM9q4rwPe6ppNxqmoaXZ/bFt9NuYrpihKxQTxm2ZzjpjzwB7kda5tvfNFwsetax4q8LXEPiVbVIA9z4Z0mztMW2CLyL7F9oI4+Vv3c+W/i55O7nV+KF/oOl3njvTDBb29/Ne6XJZRxwAbIlgkM2wgYUEuhI4zn2rxAMNxwSPSrmqatc61fS3t/cSXV1IBulc5LYAAz+AAo5gsexar4v8Fz+JNZnt4rX7FL41i1CHFoQP7NDS7gBt4TDJ8n044rR0fUvC+nweFdduba1Ojf8ACb3zzzPag7rUR2jBCuCSgDNhcdzxzXgWRxgV6Mvg/wAaah8JbadfDly3hmzubjUxfqmCQ6xxM2CcmNTEPmAxnIJ9GmKxseFfFHhW1t/B/wDaK28klrFqiX3nW5f/AFkRW3DfKd2GPHXbjtVrwzceH9Zh0eGG2tprix8GaoL1fIAP2pWvJEZiRywjaEhuSMAZ448Y5XtirWm6vd6PJLJZzNA80Mlu5U/ejdSrqfYqSKXMOx6nP4r8Ktot7GiWv2lvCVvZx4tsML5buJnwcfe8tX+fuMjPODF4g8ReE7yLxMtoltvuND0iCz2W23F1GtqLnb8vytlJstxu55OefKMnjjr0rR0PQ7/xHqltpul2sl9qFw2yK3gXLucZwB+BouFj1T4mS+HdH1bx/pq2tpa3o8R2clnDHbgbLZEuRMqEDCrlocrkZ44OOFn8SeCB4qWdEszYf8Ju18R9k+T+zC4IG3b9zGfk/SuU+L3h7xZpviabV/Fnh+40G41mR7iNJ4mRXwfm2Z64JH51xDRw/ZWJkcXW8AR7Bt24OSTnOc4wMevPq29QPWdDn8PadpPhDVr+1tTYN4k1NbiSSANugENoUVhjJALsQO24+tZ3h/XvCtvbeGReR2xlg0zVorzfb7szvHOLbdx8xDNHg/w8dMV52+qXEulw6e9wxs4JZJ44eyyOEV2H1Eaf981U8wfNxmlcLHq2i/2Hqmm2y29vbzz2nhK8N2fI5W6FxMysSRywRo/m54wM8VRv9a8Km01YRLbGSXwxZW0GLfBF8stsZSOOG2pNlu+TzzzynhfUtR0231q4srM3cRsJILpthKwxSMqbyR0+ZlGT3YDvXPpIFzuXdxxmi4HpGva34buI/EptFthLcWmmrZ+XBtxIqR/aNvA2ncGz689c1teNW8NaX4h8YWMsdrZzReIreW3hW34FuiXAkRcDhSzRAjvxwcV5D9nljVHZCiPyrMMZHr9KsanqFzruoT3t7cNPdTuZJJG6sTySaLgeo2OveCl8UWcssdn9hHjI3cga1JX+zdykAjb9zGfk/SuW8Y2Vrb+CfB9xBBHHLcR3bSSIoDPi4YLk98Dj2rkFt1aF3EqB1dVEXJZgQTkcYwMAdc8jrzjsvHHh3xVoPhzw1b6/oF1pVlDHKlnPcRMgmDv5hHPcbxx1wR60XuBw1OA9qcsbNwBz9KXy9ydQOQBggmpGGUVAQTv78UU9oREQJMjj7uOaKYH9Ef8Awy38GP8AokXgP/wmrL/41R/wyz8F/wDokPgP/wAJmy/+NUUUgNTRfgJ8MvDa3S6R8OfCelrdII7hbLQ7WETKDkK+2MbhnnBqld/sz/B/ULh7i6+FPgi5nc5aWbw5ZuzH3JjyaKKAIP8Ahlr4L/8ARIvAf/hNWX/xql/4Zb+DH/RIvAn/AITVl/8AGqKKAAfst/BgdPhF4EH/AHLVl/8AGq1F+AvwyRkZfh14TVo7ZrJGGh2uVt2Uq0I/d8IVZgV6YJGOaKKAMz/hl34M9P8AhUfgXH/YtWX/AMapP+GW/gx/0SLwJ/4TVl/8aoooAP8Ahlv4Mf8ARIvAn/hNWX/xqlX9l/4NK2R8JPAoPqPDdl/8aoooAt3n7Ovwo1K1tLa7+GPg26trRWS3hm0C0dIVY7mCAx4UEnJx3qn/AMMt/Bj/AKJF4E/8Jqy/+NUUUAJ/wy18GP8AokXgP/wmrL/41R/wy18F/wDokXgP/wAJqy/+NUUUAWbb9mv4RWcFzBb/AAr8FQQ3SCKeOPw7ZqsqBgwVwI/mG5VbB7qD2qt/wy18F/8AokXgP/wmrL/41RRQAv8Awy38GP8AokXgT/wmrL/41R/wy38GP+iReBPT/kWrL/41RRQAqfsu/BmNlZPhH4FVlOQy+GrIEf8AkKtG9+APww1JZ1u/hx4SuluLj7ZMs2hWriSfBHmtmPl8E/MeeTzRRQBm/wDDLnwZ/wCiR+BP/Casv/jVKv7LvwZVgR8I/AoI6EeGrL/41RRQAf8ADLvwZzn/AIVH4Fz/ANi1Zf8AxqiiigD/2Q==) | ASR 1085 x013 0404 Digel
Digelskår. Tykkelse: 5-8 mm. Evt. fra diglen id: 200051457 |
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wBk545r3zxBpXw30u3NzqPgn4kaZZO2Fa6voETPplrb+teXeL5PC13q1lF4QtdWsICcSDWLmKZ/MJwCGjjTAxjg5pyAxbzwjrdjbNc3Oj31vbqNzSyWzqijpySPcUV9K/FfXvFnh/wh458C2N9r/iKPSY4U8S69rmoyNEQJowsdrC7YVDKVw3zO4XI2rkUUSjYD9tKRvanGm0gG9KSnNTTipAoa5pMOuaVdWM4zHOhQnngnoRgg5HsRXzTf/CPwpoeqmwuvDOim6gci3YWCNnjhsleCcg8k57nvX1EcivLfi1p62N9aanlnW4/cPH2BHIb9AP8A61Y1I9TalKzseVan4P0u8klln0qyubmOLyHb7KrOwOCVBccL/s56KK5vUvhq8tvP9h13VNN88tJHDH5SGNzxuEgj8zqOMv3+mO4t1gnUNs5RRmTDINoyQcn3FVJniv2EsMknlE4V4lyp69OufT2rJQT1OjmZj+HZo/Cthp2ltYJaiKJba1lt3YwALwuCcnkDockE9WPNdAt3HaTTSQ7opHPMkAw7L27k4xnr+HSuV1Ozt2uHklklSCdXMZnb92r5DBwScjDdMYGSfbFDS9Qn1Twwv2eeW0uWiU75AcwyAYkLrgEfMW7c7e9ZOXLpY0SvqdNHcxQW6yIUuW3ictkZZfVT1JG7PB6dK39N1a71i0aA3sjWeQVE4JzgEjClsgEY5PXn2rkPCPn6fpJbUZ4XuWdgGiLBIlU453ZGARz2z9K6/S9slikl3E1qkjgxMwwWyFYj15Kscehx2qqa6oqpJbEm2HS5obi4dftc8gDP5hxg7sDA7Dt7nrnJrp9c8fy/2dFZ3Bjt7ZF/eTtlR8vQE9jwfXkCuevNW02409gzRzLMGhWDOWl6/L65wCeegXqK4S40OXV4TDf6jdTRxjbFHMABuBY7gOuRxhmJPzHGBgVrz8uiMlDm1Z3Wl61a32qB4C0cf3jhQoYkZPAzyCRkjuPSuhXXLrR7zTb2OJZrdbmSOSKCPAZWGdxb+98oHPXBxXIQ2KeHrOP7EyzPbqIiWb5SFxkAZ4JG09x09a7Lw3HbavavEzyuQ6uY2BypOFwdvTKuen1PSuea5lY6Iuzu9j02GUttYdGGRz61ajkrPt7T+z7WGEHIQbdo6DHp7VOj12wbkk2efNJNpF0SUMarrJT9+a2Rizyz9qhh/wAM6/ETnA/sS6GfT92a/CKzjH9pQyF5oY0lXM0C5deeq/7XHHvX7s/tWMq/s5/ERm+7/YtznBx/Aa/DLRZrq11i2kttTbSk84ZukkIMW0j5iF54zx+QpyEeofEzVtP13wdcrb+M/H2qvbzK/wBl8TW6ranhuR/pD/NkADg/erwZsK2c5+le/fGDxxfa14Ta2k+MGqeNy8yk6bd2VxEmMEeYGkOMjp/wI14G0J3fMdvXk/yoluI6bxD8VvF/ijQbTRNX8S6pqekWoXybK5uneJNowo2k9hwPTtRXKhQCNwJHoOKKkZ/S81IOac1FMBm3tSMtPpCKAIvXNZevaHa+ItPezu0yhO5HGN0bDoynsRWsRTWSpA+dtSs303UrzSZZZDcQFgQ2NpQgY5+hB5/CsO3S9s7+KMqDZNhYtsgIUckccHlccZPTpzger/FvwysKr4hgTdIirBcqq5yhOA+O5BIH0xXlzw2+pWKwRmQK+Ac5WQBhhiQCOo9Mjqawe9jqjqrgbyGzXyLmZRNI+5FiBQuxbooJySAB0HTnvXLeKNKlvvN1Cw/0SUOv2grEPM8rcpdSc5A2MxOMYx3wDXYabpay2yG+EFxdxO374R4Yc9M9eB375PrUOu2stxZ3EIltopJi6I28jK7SA2M8kHHt37CpktLsuLs7Iwfh54F0eHxlq58RalJd2kiItrbvM0cZVgNxUg5OOOCcHqe9Pnuo9SjcWE7S2UJW1iadV81lJCxvnGdxwDjgdOnIrD8PzyzWtqXumlfCoefM3M3Oc9yPlHTGCfWr62trHbRQXAZGupUUQx9XOeRk8hQM9MHnoTgVktNUbWb3NPR/Dd1ptw1xLMZWgkd9rHBBkUxsR74/9CrqGs7ezt/PRWJYHzPNU5XOGUn0xgYPes2T7PKzskknlbFJVWJXpg9W68dO2DnpXSaYrTaf5MUIibhNkmctz82QeM7QcE9+eaNytivprrcWtvBcbYbtW+Vk+UMRj7pPQEsOvtUuj2n9l+LZrqMT+Y0WVHnMyHgZLKBwenY/e74xVhtPgWzkvI78aaqMzPPIURIz/ETuzjkjrxn9V0OUahJMltqtvqLRLtebIVhuOfmBAGMY49s01oD1PQdB1aS6mmimk3s2ZAzhQzHgHGOoAAAz6VuA1l6PosenQpJu8yfZtLqx2n3xnH41qKprqinbU4Ztc2g5WqVeaYseKeOK0Rizyf8Aazbb+zb8Rv8AsC3H/oBr8LdNna31izkWaG3ZZlYTTpvRPmHzMMHIHUjB+hr90P2tHH/DNvxE/wCwPP8A+g1+FmnZOsWoHk/65cfaceV94ffzxt9c9qqQj33xt8X/ABR4b0X7TY/EzwZ4hlaVUNhpWgIsgBB+f97ZIuBjHXPPSvnzxBrV74k1m51K/aOS8unMsrRRJGpPchEAUdOgAr2/4uafeyeCWke2+G8oWdW3eE5YDeKArZyqHcU55x6A9s18/mRo2BXKEcjbwfrRK4kMZx0wCfWihV9c4oqBn9LvFFLiirASl20YpaAGlaaVp9J0NICreWMN/bSW9zCk8Eg2vHIoZWHoQa8m+Jfw7t9B0KbVNGLWq264lgOXTYSMsoPcHHU4wPbn2PFRXFvHcQyRSoskbqVZGGQQeoNS43KjKzPmHQbe/jt5G81fLIXaH2jB24yAvA3cc5/Cs7xJfW+j3BumjeWaVGjLooZIxtLK7MRlTnGMfjxXvWufC/TJrC4Glo2n3ZUmJlmcR7scblyRj6D/AOv88+MtLvrWYaZfwSJdRylpvPUqJFGBmMkZZTtbkf3j0rnmmlqdMGpMz/D0DSWsElramN/OBjZucHB+bkct0yBjFbuqyJ5lnfws3nTxCOccFkQMC2z1PPX/AGqiuLCK1sY2ZsbmO1ghyFIywUY3EYA9uM5ArRs7iTyY0jHmIy4Z5COFyBxwegzwOuB71n0OgbcaRZTRpdw3UlqYSC8pkCq7cElw3UcDnA7+vPS295CGt3WOfUJEKxvDbqAQQpyTu2g8ZGOpyPlI6ctu8nxI1xMLea2ZmigVUIbA6AevI6/4V0un2htLr7Q8gSC4cytx8xGNoGT04GfwA6VK3KPO/F2pax420O/vbawFjoCrJcpA8e43LLuAMkmSBjAxtz3GemO0+Efw/tfCfh2RLt/Mu9Skc3rNHhPNZvLAAPQdR05znHUDrNN8t7y3GyOKJ2CMGj2h884C+oy35+leiaTpsVuhuFDAzBWEbk4TCgAAdqahzSFKooRIfCfh2Pwt4fs9MiZnS3BALHPVicD254rWUU6iu1RUVZHmyk5O7EptPppqkSeRftbf8m3fEL1/sib+VfhtYRqdatk+zxXbtOirbzSbY3yw+VmyMA9CcjHqK/cL9r52T9mr4hsuc/2TKOPwr8NtNga41qzhFo980k6KLSMkNNlgNgI5yenHrTkB7/4x+GvibxJYRQWHw18IeFriOZJRe6VrymYAA/KPNvXXB69M8DmvGPiL4K1Dwd4nlj1Kygthdu1xBbwXcVwBGXOFLRMQCOmOtd78XvBV14c8Lw3Uvwk1bwKpuVT+0728nlRiVY+XtdQMnGc9flrxYyksM8+maJCOu8eeCbfwr4e8E6hbzSyya7pLX8yyYxG4up4dq4HTbCp57k0VseOfijpHij4a+DPDcPh2FNU0Oze2m1mWWQzODcTSiNFD7NmJQcld2c846lKVugz+hWim7qM1ZI6ik6daWlYLhSetLSZpFC0jUZozQBEy15v8Wvh7P4qWx1HToopdSs/lCyYBaMkEgE8A8fjXpbVEy1MlzKzGnyu6Pk3UIdRtLqSLyGjiUtE0YUbhjI7jOAxxz/dHtWjZ+GrlfKtXkkieWLBViXd8kjIPLE/dOOg/WvftT8E6XqWpPfywsLpgoLqxHI6HHTOOM07RfDVvoSsYy00zABpZMZIGf8T+dc3sm2dftkkeeaT8NdUkYXbyxwiRBshmHzxg44OM+5xXW2vw9tFkWW5nklYYIjXCoCBjPSuqxS1qqcUYurJmfY6HYabJ5tvbqs2CPMOS3JyeT71eanYxSYzWqSWxk23uNWlK04DHNKeaBEZpjVJt65qN6YHi/wC2LJ5f7M/xDI6/2VJ/Svw509UuNWs4ngnuEaZFaG1P72QFh8qcH5j0HB57V+4H7Zh2/sx/ELH/AEDHH6ivw905oo9UtHnlnggWZDJJbAGVVyMlASPmA6cjnvRID0r4o+G9F0fw7FPp/hDxxodwZ1U3XiSVWtipVvlGIE+bjI57HivIGxu46V7nrOpfDbVrExan4y+I15bq6ssF3YQOpODyA1yRkf1rxjWl0+PVbtdLkuJtOEjC3kukVJSmflLqpIBx1AJFEhFNVG4Z6eoFFCttUgdKKgZ/S5RUQenBhW1iCTtRk0zdS7qAHZoqPfR5lAElHYetMDUu4Uh3FpjU7dSHFKw7kTCo2WpiRTWxQBBtpKkbFMNIBtFIzU3dQMdS9qZvo3UALjmmMtPpGpoR4X+2nlf2YfiD/wBg5h/48tfiDpFybXW7GcXcun+VcI/2uFdzw4YHeoyMkdRyOlft7+204j/Zf+IBzj/iX4/8fWvxD0SQx69YOl1DZOtxGwurhC8cXzD53UK2VHUjacgdD0pSBHp/xh8dP4m8MwWrfFPxB422XCyHT9VsXgiTCsPMDGV8sM4xj+I814ufpXtnxi16+1bwvawXHxA8MeKkW4DCz0XSXtZkO1vnLm1iyvbG7+Icdx41FbyXEqRIhaV2CqoHJJ6ClLcEQ/wk0V6f42+BOoeDfD+o341vSdXuNInjttY0+wkkabTZHyAsm5ArAMNhKFgG4z0opNNbjPc/+HmHxrDf8hjTz/3Dov8ACnL/AMFNPjZj/kL6dnP/AEDYv8K8i8EfDDR/EF98KI7mW6A8T6tLY3+x1G2NZ44wY+ODhz1zzis7wz4D0vVPDvhi/uJLhbjUfFDaPPscBfICQHK8cN+9bn6cVXvE6HuP/Dzb415/5C2m/wDgui/wpW/4KcfGvgf2ppo9/wCzo/8ACvDNe8A6bpvhXxfqEUtwbjSvE0OkW4dxtMLJdMSwxy2YE54HXjni94y+GWkaDN8S1t5rojw7qFva2QkcHcjyOrF+OThR0xT94ND2VP8Agpp8am2q2rab15Y6dH/hTj/wUx+NJAxqum/X+z4/8K8e1j4W6Np2oeNIEnutmj+GbDWLXMiktNN9h3huOV/0mTA4PC88ctf4Y6O2tNaLJcrEPB417mQZ+0fZBMR0+7uzx1x3o94ND2eP/gpl8ZmXnVdPzkdNOj6d+1L/AMPNPjOzH/iZ6agzkf8AEuj/ACrxrQfhho2pTeCI5Z7oDWvDWp6tc7XUbZ7c3wjC8cKfs0eQck5bkZ4f4K+G2leJdQ+Fv2+W5K+KNXewvRG6qQizxRgp8vBw55OeaNQ0PaE/4KafGZfmOo6YeOn2CPH1NMk/4KbfGQSfJqWnMgHO7T48mvDtF+H+j6h4b8J380twLjVPFE2j3Cq4x5CLbEFeOG/fPyeOnHHLdc+Hml6b4f8AGV5FNP8AaNH8TW+j26s4IaF1uyxbjlswJzx349DUND2xv+Cm3xn3canpoB7f2fHxRJ/wUy+M2041TTgf+wdH/hXkPjb4V6P4dufixHazXbjwtq0VjYGR1+eNp5IyZMLycIOmOaNb+FWkWMnjYQzXLLo3hrTdWtt0i5aa4Nj5gb5eVH2mTAGMYXk45NQ0PVm/4KZfGvqNX07/AMF0X+FNX/gph8amfJ1bTyOuP7OiH9K8n/4Vfo665bWqzXXlyeDm18/OuRci0ebHT7m5Rx1x3qHQvhnouqan4Ht3muhHrWgXup3XzqCs0LXqqF+Xhf8ARo8g5PJ59FqGh63N/wAFLPjV8uNY05R6Lp8RP54qs3/BSz42FsjWtPA9P7Oi/wAK8o8J/DXSdc/4Vos8tyD4k1qSwvfLdfljWWFAU44bEjcnI6cVk6b4F0+68N6Ffu8/nX3iGXSpRuAUQqtuQV4+9+9fn6cUtRntZ/4KVfG0t/yHNPUe2nRf4U7/AIeUfG3r/bth/wCC6H/4mvGNe+H+maTo3jS7R7hpNF8SQaTbqzjDQuLssW45b9wnIwOTx6WPE3w50nR9R+JcVu9w0fh24SGzDuCWDXHl5fAGSFPbHNGoHsJ/4KTfG/yyw1+wBBx/yDoM/wDoNRP/AMFJvji3TxBYj/uHQf8AxNeWal8L9Nh1LxLaWhupTZeGtN1W1DMuWnn+xbgePu5uZMD/AHeeOYbf4aaRNrGn2xmuRHP4SuNbf5xn7RHazShRx93dGvHXGeaeoHafEL9ub4s/E7wfqXhrXtatbjStQj8q4jjsoY2Zcg9QuRyB0r5+tb5tPvbe6jSKR4ZFkCTIJEJByAykEMOOQeDXpWk/DTSr5fDJeS5zqXhjU9Yn2uOJrf7b5YXjhf8ARo8jry3Izx5XIuCeKTv1Geo/8NBay3Tw74NB9vC9j/8AGq568+IU2teMtI12+sNMtjYyxMYNMsYbON1R9/KRKoJPIyRnp6VxxyeppQB9T6You2B9D/EDWPDmg6L8TdR0/wAT2Gut42u1NhZ2m8zQQG6FyzzhlARhsVNuSSWOOBmivn0xGJQxwc/7QPfFFOT5hF238QanZtZeRf3MRsJDLaGOVl8hyQSyYPynIByPQVe8L+KpdD1rRpp5Z5LGx1CO+Nuj/LuVlLMF6biFAz7Cux/4Za+NG4hfhJ469P8AkW70f+0qav7Lvxo4z8I/Hn/hNXv/AMaqbjOS8VeKJta1vXJbaS4i07UNQkvvsrMQpYs5RmXONwDsM9tx9aoza/qV19sM95cTG8YPc+ZKx85gchn5+Ygnqa7z/hlv40cD/hUnjsev/FNXv/xqgfst/GhuD8IvHY/7lq9/+NUAVvAviY/2L8QTqeob7q88PpaQNcyZeUrd2m2NSeThIzgdgvoK4069qcc2/wC23KyC3NoW81gfJ27fL6/d28bemK+i/A/7JPifSfBf9ueKvhB8Rtcv59QayTSdP0y4tZLeJY1YzsGgdmDFiq8AZRsnpXF+MP2T/idY+KNSg0H4ZePtS0VJm+x3U3ha+R5Iuq7l8rhscH39qethHlUPiTU7drZor+5RrWF7eBllYeVG+7ei88K3mPkdDvb1NdBfeOi3hPwjY2EtzZ6podxdTi5jbYVZ3jZGRgcgjZ7YOK2/+GW/jMv/ADSPx0f+5avf/jVA/Zd+M3f4RePD/wBy1e//ABqlcZwaa1fRQW8KXs6RQTG5hRZCBHKdoLqM8Mdq8jn5R6VMuuX8vnRy3txJDdXK3U6PKSsso3Ydhnlhvfk8/MfU13tv+yv8Z7idI1+EfjhSxCqZPDt2o5PcmMAfU8Vs+D/2Y/iXHr9r/wAJD8GPiLfaX8yyQ2Oi3VrKxI+U+Y8DKBnGcjp6UAcz8avEx1L4qePptO1LzdK1HV55s28pMNwvmsYzxw3UkE+9ce2vavdfas315N51ukFx+9Zt8Mezajc8ovlx4B4GxfQV9IfG79jnxR4bt/DqeEPhX8QH1KaKSbU7drCbUo7fJHlIJobdULY3FgM4yoznNeWw/s0/Gy1SVYfhP4+jWZPLkA8OXvzrkHBxFyMgflTd7iRzXgrx0+h6ne3Ooy3N4sujXelxZbeYxJbvFGBk8KpYcDoOgrn49b1CFrZo764RraNoIWWVgY423bkX0U73yBwdx9TXff8ADL3xo3cfCLx0B/2LV7/8aprfsv8Axpb/AJpH47x2/wCKZvf/AI1SuM4S31zULFrIw6hc24s5TPbeXKw8hyQSyY+6TtXkY6CumvNchX4S6RbQXSpqUOu3d0Y1fEiq0NsFfrkcq2D/ALJrV/4Zb+M7H/kkfjvGP+havf8A41XTa/8Asg/FCz8F+G9QtPhn46udVvTci9tR4fumMARwseVEWV3Lk89ccU1cR4xJql7dx3IkvpmS4kFxMskjESyAkB29WG9uT/ePrSSa3f3Ul3JNfXEsl4d1yzyMTMc7gXOfmOeee9egL+y38aP+iRePMf8AYtXv/wAaqd/2X/jDtj8v4O+PlYD5i/hy9OW/79DA/wA5pDOa8beOJNc16O+02W6sgdMsLGUb9hYwW0MZzg8jfCGGfRT16c5/bOoqysL24V1ga2BErAiIggx9fukEjb0wTXov/DL/AMaFb5vhH46YNy3/ABTN7z37R1Jb/sz/ABqtblZk+EHjgsowPM8L3jgjGOQ0RHSi4GJ8LvEgstcnOo32y2j0LVbS389/lQyWc4VFyeN0j9B1LH1rhGHQ9q+pfAX7I/iK08M6dd+L/hL8RtQvdV1B7XyNN0q5gfTbdBGDcOpgYsWMh2qdoIjbn04PxN+yB8X9B17UdPt/hp4y1OG1u5reO7tfD148cyo2FkVhHgq3UHNPoI8WWlbjpz9K9TH7LfxkOAfhF47znHPhq9xj8Iqen7LnxkOzf8JPHSKBj5PDV6S3OcnMfH/1qQzynYzYUZJ9KK9Xk/Zd+M8jHb8JPHUadP8AkXLzJ+v7qigD+h+iiikAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB/9k=) | ASR 1085 x013 0404 Digel
Digelskår, bugskår.Tykkelse: 5-8 mm:. Evt. fra digel id: 200051457 |
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) | ASR 1085 x025 0404 Digel
Digle. Fragment. Bundskår, sammenlimet til hel bund. Tykkelse: 5-8 mm |
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) | ASR 1085 x002 0404 Digel
Randskår fra digle. Tykkelse: 5-8 mm |
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) | ASR 1085 x002 0404 Digel
Bugskår fra digler. Tykkelse: 5-8 mm. De tre dog kun skaller |
![](/grafik/intetbillede.jpg) | ASR 1077 x034 0404 Digel
Randskår. Tykkelse: 5-8mm. De to samhørende og med ansats til tap. |
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) | ASR 1077 x034 0404 Digel
Randskår med tap. Midten af tappen 2,2 cm under randen. Tykkelse: 5-8mm |
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) | ASR 1077 x034 0404 Digel
Tap |
![](/grafik/intetbillede.jpg) | ASR 1077 x034 0404 Digel
Bugskår. Tykkelse: 5-8mm |
![](/grafik/intetbillede.jpg) | ASR 1077 x034 0404 Digel
Bundskår. Tykkelse: 1-4mm |
![](/grafik/intetbillede.jpg) | ASR 1077 x034 0404 Digel
Bugskår. Tykkelse: 1-4mm |
![](data:image/jpeg;base64,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) | ASR 1077 x017 0404 Digel
Komplet digle. ekstremt lille. Med tap på siden. Højde: 2,85 cm. Udvendig diameter: 1,95 cm. Tværmål/diameter ved tap: 2,8 cm. |
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) | ASR 1077 x017 0404 Digel
Bugskår. Digle ?? Se også x16 lb. 558 og x17 lb. 559. Tykkelse: 9- mm |
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) | ASR 1077 x017 0404 Digel
Randskår Tykkelse: 9-. Digle ?? Se også x16 lb. 558 og x17 lb. 560. |
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) | ASR 1077 x018 0404 Digel
Randskår. Tykkelse: 5-8mm |
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) | ASR 1077 x010 0404 Digel
Bugskår med tap. Tykkelse: 5-8mm |
![](/grafik/intetbillede.jpg) | ASR 1077 x010 0404 Digel
Bundskår. 5-8 mms tykkelse |
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) | ASR 1077 x013 0404 Digel
Bugskår. 5-8 mms tykkelse. |
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) | ASR 1077 x010 0404 Digel
Bundskår. 1-4 mms tykkelse. Indre diameter kun ca. 1,4 cm. |
![](/grafik/intetbillede.jpg) | ASR 1077 x010 0404 Digel
Bugskår, 9-11mms tykkelse |
![](/grafik/intetbillede.jpg) | ASR 1077 x010 0404 Digel
Bugskår |
![](/grafik/intetbillede.jpg) | ASR 1077 x010 0404 Digel
Bugskår. 5-8 mms tykkelse |
![](/grafik/intetbillede.jpg) | ASR 1077 x010 0404 Digel
Bugskår. 1-4 mms tykkelse |
![](/grafik/intetbillede.jpg) | ASR 1077 x010 0404 Digel
Randskår. 5-8 mms tykkelse |
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bV8YfCJvEH9jXx0e98e2kXnfOvhO1eWAttHMhWRcN04x0xWvYk8imUL1DA+44rrZvhl/wAUTeeJbbxFpV7BaLEZ7WNLlJVeRgBGGeFY2cZJKq54RiMgVQ8SfEjxV4rtltdb8RarrNqrhxBf3ssyBgCA21mIBAJ5rpPGnjXw14i8K2sMLap9tgsba0tdKaNIrHT5EVBPMjLITI0pRidyLzKSSSoJnTqB5jJkN+ANFJ949aKkD+no0wipDTWpARmvif4331t4g/aA1XSreZZm/cB9sW5QRGEK7v7wdOmOxr7Yr5l/aG8E2PgvWLfxPo2hSxyXbyyahqCOzo0rSJsVsk7Mu5I2gA5PpXPWi3E78FLlrK27PKNe17RtJ0/UZtRklWJLd1SVRvjLgYCFQQec9f514n4ftxeaebmaRwgIlDSkAAEE7ccYP+Fdp8ZrVbfQ7GJA7rK8bLLGODxnnv8AxVytnatpXhmeWa2w32N7jbIQu4BSRtJHWpj8JtL4jF+Hcmp694e8YCG9t9G0iR4Zb7UbubYYGErtCUUZd23A/KqnkLyK7/XfE+stby2mq2ekXV9cjzbbxJZq8T3kY4VgykLKWC4JdSwJIPI48v8AhpqGnLaahPfahpksVw/lXGj6i9zAs2MEMJYwQpVj1bABB610PjzxXrF1Dp+mQWmmaV4SsCwtLXSb6O7G443SyOCZN545cL0AA4pu0qWv9f1941eNTQZ4ZvPJ1SS+uVC2V5+5m3MSAxQDqMAfcP5mvqP9i/XLy68J+JNOkVn0zT9ZmW0uGHLbyXkQnPVWbPT+Ovji+8WGzszpe2JrFm+1zyyr9xUzt2j0b5sn2r6x/YRtbVPhDeajBM00+o6vPcTs3ZtqBRj/AHcH/gVRF20RnWXutn1jZzBlFfGPx00+HWv2qLW2YSKbW4t71NvKeYLUckY7hcfh7V9iae35V8z/ALU2nL4f+LXgrxIIg0dxDJBLt4JMZ6kj2lx+BxVcz5bk4W3O0+qf+Z5R8RtLtbW8S3MvmSZknyuFjVTyDwvJwcfn0rAs9OkkkJdmMPzZAGVYcgDIHIPritDXI7jW725vbiNA5A2wh/uR4GMjttDA/lVqGzFto6XIO6YSKR8xQMAOMAcc8dcY7ciuKUo3djv5XZHlfif4UpdR6gulyi22/vnSRNyjKnAjGQOy459RVPwP4f8A+EZtWuLjW5raWRSmyHMZBBwQQOT24r1Kztrk3bR5RBcM0h2lcMxXkk/geAR94+1Yer+HUkmieeVLYYDzsw2RnGSQSeQvHJPoM9aPape7Ij2d3dGlofi3XbNphaalPLBc7YpLiKSRXwDwAQwJ5z7DNd5a/H/xl4ZsxFJr10keCQLzY7cYycurMAPc14r4F1O81nx9punPdFvCa31taTzWkiJK7O7EBC2Cd2GGVHCj8a5r4peG2hurm9hvILzT7y5mgihgvWuXted6RyPgZbaeuTnBHGMVftHGPOtUL2alLle5+nnwl8aS+Ovh9ous3DK1xdRFmdeA+GZQw4HUAHp3rsFkO6vnX9j/AMSTal8HtPsp5Elm0eVtPMsakBwArqeg7SAcelfQ1upmVWxXfTlzJNHkTTjJpn52f8FfrczL8NHDcIuoZX1/49/8/jXwr8O/DcOsaTeTSaBeaqBJsWWLXIbBE4HG10JY++cdq+5P+CwQKt8LyOm3Uv521fCvw/ksm0y6+1WPhS6fzeH8QXd1FIBgfcWKVVK+5Gc109jM82mY7j1xmofWtzxPrtrrk8Mltomn6II1KsmnNMVkOc5PmyOc/QgViM23tz2FQwG5wR+lFJnPWigD+n2mtS0xqAG1y3xOs7fUPh74iguwv2drGVm39OFLD9QK6mqeraZBrWl3mn3S+ZbXULwSr6qwIP6Gk9VYqL5ZJn5yzXlp4k0+K3gxKF4jLNk+WH4JHHbHHOMVgXJ1G/03UtCR7eNPJMO8gsyllIDccAgEH8Qa6v4ofBvXPgbqCCSK41KyXItNSjjMquhYnyyMDDgds8Z46ZNIarDqmgHyTb2GsOcyxM5Ej98qc5IPUdxXmczi3Fn0VSnGa9rT2Z4LfeDYdH1ER3E7RTCMq+5gjB+oIHORz24wBUMtw+k6SJVVnlT+FX5J9gOCMV7nY+H7bxJpRttWtbW5jaInG396G5CuuepAPI/rXjHjbwzFofiqHT43ktY2RgSuQu7PQgnpjnn9adON29TknKytY5nxBcXEfgiaWTfBe3si7VPXaWzt6dwDmv0V/Y18LtoP7PfhdmtJbSe8WS7lEpHzlnIVwB0UoqECvjL4Qfs369+0h8QIoBK9n4M0opHfatHkqwGMxRE8GQgAei5yc8Bv1N0nQ7PQdJstMsYVgsrOBLeCJeiRooVQPoAK6ox5nzHJWqWgqfXcSxVlbGK8p/ag8L2F14V07xPejzBoNwJfJ7yqzJlRzycqOOep9K9nhjAbpXH/ABy8FyeOvhbrem2zBbxYvtEGQMM6fNt/4EAV/GhwvFozw9T2dWMn/Xc+UriBrizv9cNi0wu0j+zbiGV1bOSSQMEcA+mOtca+vx2cBgvreIrHZFI0hkCnzCVcHPbCscnPY8c4roY9fOraLbWMz5tSuyRSTkrtPzLgjPzD6HOa5VdF/t6aOyezd7y+jNrDZw4Z5CV+ZF3fLnAYbiRgEkkV4soNO1j3FLzNHTrS+k07T2NtNcy3BXaUXJZj0RQOSScD0yQc4yQLrh8I69pNt4l0qzvbnVzHuihIuUtYdzxtGSeHfcMHAIA4+rfDfjC28P6Rqlp4g0iW2n0PWLeyeGG5lSSBWMmZY2DDLAp9OSARkGuQ1aC28FqzpeW0moaBrUqSR3LBJJlby2SQL1I/dsG5O0Ef3jXRTXs4qo9/66fJmUvebj0/r/gEmj+PILzwDaaxq/hJdQ/sm6SKO60eX7HLBIojMBkYKd/HmDJB+70znO54D+G/i79oC1tPK07T/B3hXznu5L61sRi6lHy9CwZiCG4BVRzxxivPvBNtZ/Ffx9o9jpkaabo+p6iESONjJiLO5gGI7IrYPqPrX6P6Hodroel2unWFuttZWsaxRQxjhVAwBWlHnr3U3otPX8DmxE40Lci1evoZPwv+H9h8N/C9loWnlpIocvJPIAHmkY5Z2x3J/IADtXplk37sCsaztDuBxitq3iKCvTilHRHkNuTuz84v+Cw3T4YHnpqX0621fCHw91W1sdMu459V0nTmaTdt1Hw9DqLEYHId422D2z+Ffen/AAWC2CH4Zbvvf8TEAD/t29q+IfhLJrx0m/8A7J1LxtYQecN6+FrFp4ido5dhKmG/A8V0PoI8mmYCRuB7FeBUH4V0fiSDwxDag6Nf6tdXnmfMt/ZRQptwcnKyuc5xxj1rW1zwvMvwq8Na/Bp7+Q93eW9xfLHhSwMZRWb1wTiosBwjZopDRSA/p8NMantTGoASkNLSZoAiuII7mF4po1licbWRwGVh6Ed68N+Kn7I/gb4i28+yG48P3cg/1+mOEGQMD5SDgD0XbXutRzLuWolFS3RcZyg7xdj4yj/ZL8eeHbiKx0HXNDn0uNNi3eqtO9wq45wqrzk44LfjXPN+xn4w8UeObaLxNb6DcaIwQahq0c8hlmjDMWjSMBSHYEDcSNuOM4r7gdMNigJtrKNGC2N3iarVmzF8J+EdJ8C+HbHQ9DsYtP0uyiWKGCJcAADGSe7HqWPJOSa1NtTEdabit2cmu7EjHNW1+7zVePrVlelSM+EfEnhC48K6t4sjvUPmabqJNu+UKyxMrEADjbkYOM5HXvz4Pb69qK65Fr1rIYtREwmjmhYoQwGFC89MBfc4+tfYX7bl1B4f0GG/jeG2muE2TswO+RRuChQP4snqR0r87/DvizV9c1iw03R9JbUrm4Kxx28ZIlMhZgqovJbIHp1z6V51WDeiZ7UKy+OS3PqTxl440zXdNtviHpkukprc0Y03X/Dl+itHdEHiREYnK/InIBIHPZq8D+JHjOXxnrGr64+nwtdagiSLZ2sZ2l9qqxwOvyqSfqfWvpH4N/sI3fiPTbXWfinqd4srM0kXh+1ZUEa5wPNcZ5Iz8oAI3feByK+pvA3wT8G/DvB8OeHLDS5ApT7RHFunKnsZWy5HsTWnsZ1Lc79fXuczxUIXUEfK37DnwI1fzLfx14jtPsFvFEY9LsWBDbyCrz4JPG0so9SWOBgZ+3razVR0qWG121aVcV1xgqasjglOVR3kJDCPSrO3C0QrxT2rREn5s/8ABYRU8r4YFic/8TIDB/69q+Dfh34ci1nTbx20TUdVKShQ9nrcFgq8dCskblj7gj0r7v8A+CxXEPwtx66n/wC2tfBXw9srO4sLtrqz8K3LCTCnxBf3NvIBjogilQEe5BOa1e6A88mXa7Z459c0+TULma1htXnke2hLNHEzEohbG4gdBnAz9BWn4m8PDw/dRx/2lp+o+YC27T5/NVOehOBzWJWYCfrRSUUAf0+01qN1ITQA2kpGam7h60APzR1pqnNSLQBBJDVd1IPSrrEVBIooArU1hUrLTStSwGxirC9KhXAqVWHrSA+Yf24LOK4svBYPh/U/EM9xeyQQ2umQmV3kwrKpUe28/h6VR/Zg/Znn8N3V/wCNfHHh61s/EVxN/wAS3TpVimOnwqdyvlchZCSOhyoXrkmvq0MD3pWVW60vZrm5jV1HyKJkLDk89Km8sCrEsYUmoiw7mtDAZtp6Lmmbh61PHj1qSiREwKHp4YY61HIw9RVAfmt/wWMYi3+FvPfU/wD21r4H+HutWum2F4lxq2j6eWkyE1Lw/FqLtx1VnifaPYGvvb/gsbIv2f4WDPO7U/8A21r4d+Era2NLv/7L1LxlZx+cN6eGNONzGTt6uwlTDe2Dx3q+qA8pl++e/PUUzsa39c8D+I/D9v8Aa9W0LU9NtXk2C4vbSSJSxyQMsMZIB49jXSX3w1sLXw7evHqc8mvWOmWur3No1uBB5E/lFQkm/JdVniYgqB98Z+UbptcDzqinHFFSB9Gv+2x8bX6/EfXf+A3TD+VIf21PjW2SfiT4gXPYXjVk3HizRYb7Q/Ev2Y/2QPG2oXpjEK7jbH7I4Xb0+7n5c4rl9F8caVYWujpPA7SWul6paSkRjmSeGdIT15w0inPbHHStrvuI79f2xvjFIA7/ABM8SFtwDL9vkA2+owfrWbN+178ZpWP/ABczxQoz/Dqkw/8AZqwrXXLHW/DniM28RVrTwpa20m5AD5q6hagkfUHr15NUPEHjjStQ03UoLe3kWa4fSGjLRqAPs1o8U3OeMuwI9RycUtQOkk/a0+MhYj/hZ/izr21m4H/s9Mb9rD4xSdfif4u/8HVx/wDF0/wz400zxF8UNIS1t5EW88cpqkQkjUAQSTLhDgnB6ZHT3rltJ8bWGm6bpEEtvMz2lnqlvIQi4Y3MLxxkc8gM3PpjjNGoHQ/8NUfF9uT8TvFp/wC41cf/ABdNP7UHxbO4N8SvFh/7jNwf/Z657/hONP8A7HezMEvmNoA0sHYuPNF4Jt3X7u0Yz1z271o+PvEMFrDfaY0bGW90/QZ0ZQNo8vT03A89T5g/WlqMuf8ADS3xWdSrfEXxYc8f8hm56/8AfdV5f2i/ijcSZ/4WD4oOew1e4/8Ai6kX4q6Wni6TVRa3HkN4tTX1Tau4QB2YpjON2COOnvVLS/EcPh3wr4bvZEkkXfq9uRH1zJbxxj8MyDPtmjUCT/hob4nc/wDFe+J2BGSW1a4PH/fdDftCfE5VZT478Sbc8/8AE1n+o/irKXx9aro8Vm1vKXXQX0pmAHMhu2mDdem0geuRWheeIIPEHhXxNcxRtEkdpo9sVfGS0MKwsfoShI9jQAv/AAvz4llgreN/EhO7Zt/tOfg+mN1QN8cPiLNgnxn4jfOcE6nOenX+KrK/FaxHjK+1f7JOYJ/FcPiBI8jcIkklYoefvYkX24PNQeA/EsF1NoOk7HR7W41K4aQ42lZraNVA9wYjn6in8wKknxm+ILfM3i7xA427vm1CYjaDjP3unUVBJ8XfHf3m8Va98qg5a/m4U4wfvcA5H51Xh8b28WnWtsbeRmh0WfSy2Rgs9xLKG+gEgH4U288ZQ30eqKttIDd6TY6euSPlaAW4Zj7HyDj/AHhU69wJv+FmeONxA8R64GVxGf8ATZshjnC/e68Hj2NNX4ieM2wv9v603mMVA+1yncwxkdeSMj862PFXiuLRfGPim1kgaVz4mj1Dcp42wvcBl+p80flWZZ/EWG0vNLm+ySOtnq13qJXePmWZYgFHoR5R/Oj5gQt8QfGEkag65rDBlMi/6VKcqM5Yc9Bg8+xqCTxt4qO/drGqkKgkbNzJgKcYY89DuHPuK07vxFHpOj+F5Chm3aBe2ZVSAVMlxdqCfpvBrMuvHS3FvqMZtWButGtdKBL/AHTDJA2/p38gjH+1Tv5gZms6pq2pfNqU91P5DeX/AKSzNsJHTnocD9KzI765s96RTSwZPzKjFefeu38Q64niLwtr+opEYFuNZtnEbNkjME3+Fef1L7gSzX006gSzSSjOfmYmuzvviYt74fubYaWsWr3dhbaXc6iJyVe2g8vywsePlbEMQZsnIToMnPDUvAX1ouwE3HJ4zxiilwe3HvRUgaJvJWgWAyuYFYuse47QxABIHqQBz7Co94x0r91/+HZ/7Nv/AETj/wArupf/ACTS/wDDs/8AZt/6Jx/5XNS/+SafMB+KfhHw34m1XQPEF3oVhc3lh5UVnf8A2eAyEq0qyKoABP3olPHp6GuWnR7e4eOVHimjcq6OMFSDggg9DnNfvx4V/YV+CHgmGaHRPBsthDNNFcSRpreoMrvE25CQ1wc4J6dD0ORWFqH/AATd/Z11S+uLy7+Hz3F1cSNLLNJr2pFndjlmJ+08kkk0+ZAfhDHcNDMskbPG6HcrKcFSOQQaaWC9s9+tfuz/AMOzv2bP+icf+V3Uv/kmj/h2b+zZ/wBE4/8AK7qX/wAk0uYD8LtLsLjVtRtbK0hM11cyrDFGvVnYgAfiSK674heEtQ0uKDU7rWtM1xFK6bJJp8pb7O8MaosTAqucIoAZcq204YkGv2otf+CbP7OVlcRTwfDxoZonEiSJrupBlYHIIP2nqDWj4n/4J7/s++MNYn1TU/h1bveznMj22pXtsrH+8UimVcnucZPejmQH4G7qDKxULn5QeBX7t/8ADs39mz/om/8A5XdS/wDkml/4dm/s2f8ARN//ACual/8AJNHMB+Efau++HfgK68b2F9ZWPibS9NlmVnnsLxLneY4hv8xnSB0VRzyzjGDmv2e/4dnfs2f9E4/8rupf/JNa1v8A8E+fgFZ6BNolv4EaDTJpfOmgi1vUV85sADewuNzgY4ViQCSQAScia6gfgYVwxzTc455r93/+HZ37Nn/ROP8Ayual/wDJNJ/w7N/Zs/6Jv/5XdS/+SaVwPwgZhngVLbxPdXMcKHDSOFGemScV+7X/AA7L/Zr/AOib/wDld1L/AOSadF/wTQ/ZthlSRPhxh0IYH+3dS6j/ALeaLgfhl4rtr2x8Uatb6lOtxqEN3LHcTKSQ8gchmBwOpB7Vk5r96tT/AOCb37OmsaldahefDvzru6laeaT+29RG52JZjgXGBkk8AYqr/wAOy/2a/wDom/8A5XdS/wDkmi4H4Ps2cY6U0V+8X/Dsr9mv/om//ld1P/5Jo/4dk/s1f9E3/wDK7qf/AMk0XA/Fa58A3Nr4QnlXWbdruO1g1a60UK4dIGIWOTdjazbZlbaDkLJnswHDMPmNfv1J/wAE+fgDNJcSP4C3PcWUenyN/bOocwRoiIn+v4wsaDI5OOTyc4//AA7L/Zr/AOib/wDld1L/AOSad0B+Du0lsYpcBe24/pX7xH/gmZ+zW3X4b/8Ald1L/wCSaT/h2X+zX/0Tf/yu6n/8k0rgfg63Xnmiv3i/4dlfs1f9E3/8rup//JNFFwPqGiiipAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//2Q==) | ASR 1077 x006 0404 Digel
Bugskår. 5-8 mms tykkelse. Passer sammen med bunden med id nr.: 200050412 |
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) | ASR 1075 x001 0404 Digel
Bundskår, tykkelse: 5-8 mm. |
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vMguFUsyh8EMpBZvmGeD0r5P8YeE/Fnw51Y2HiTQ5obaYhRcRsJLeYj+KJgPmJB6ff9hznzcXTxCnzQWnl+p7OBrUJU1CTtLz/Qz/A/xttrPwvcN4nil1nVNPt/7NsLFEVYrgBiW+0zBvMKLwSgxuIOc9vMNBkKzarZlXhinDTKVByF5JA5Axu2KcHOCfSucbUrrS9VvIrjTRGJrlpY4YUUKAQMbcgZyAOD7iuztdQTSZllghme5A3QQzIu2LhTlicjGSQOvQcVrOc5JKXQ1k6cVeDH6N4Tto7KN79p4tPVXdWgjyCwDFWK5xx8v6+nMNpqmpy6VDaxSTlRMpjXzGbEmdu0LzgE9sYz9a6S6vJNU0u2k1dbaEFS5fcXhBIHHmZ5AArim1a6RLq3tPKmt5j5fntnCqD1Tv1XGTjr7VvJc1myKE6fLbqdx4b+Jmt+FteikiabTtQsnUvfI4IkYAAAADg53A5HOcHNfpx4J8YJ46+HGl+IEXZ9ushKygcBsEMB7ZBr8wfhL4A8QfFDxfceFdOto7uW6QS3LSkGK1QMAZ3k74JPC5yWGK/UvR/D9r4X8J22j2EflWNhZrbQr6KiYH48V6GH202PGxaUWk9z8BPCMEMmtagss1vECjEG4itnB+YdBPIi5+hJ9q5HVVs4Lp/sMs88B+41xEsb9OcqGYfrXb+EVMPiTUkWaWFvLb5reWVSfmHdIZifxAHvXJWPhTWtS1RdOg0u5kvniknSBoirlEVmYgEc8KfrjHWtzzjDb5uvIoqS/s7nTruW1u7eW1uYmKyQzIUdG9CDyDRSEf01UtJmkrQANZOpxi4jlilTzI3UqyH+IEYIrQvLyDT7Wa6uZUgt4UMkksjBVRQMkk9gBXlknx88N6r4gsNK0kzai11MITcKAkaZyAeTuPI9O9ZSko7suMZS2R+d3ia31efWr7QtXsnsNRs9ySwSYR1xk4znptHuCDnpVLVETTbWzLtJGjBWEqZVXIGSp+bqxyemf0r9CviX8GvDXxJ+0XN9YRwaw0eyLVIMpPER905Ujdj0Pb0rwhf2Ldau7j7PL4isDpe4DPlSebjOSxU5BY/71cfJK+h6dHEQWstDwnS7Ox1LRxcqRMxi2Da4ZiR90nvyMc54wa5DxRpd1p95ZlLXzYZZR50zDKqVUjaGHY8cHIznrmvsLwt+w7HpU16t14nka3c4ga0tQsmPVixOCOAMeh/DqNG/YQ8CW0DJd6l4gvg8pkfzruMBgTnZhYxge/3uetHsps6/rlGN7M+Q/gL8I7v4xfE+zsLS2l03TLQia+ZY1CRRgDgrjhmI2jGMnnpmv1Khs0ht0iRBHHGoVUXoAOAKoeE/BuieBtHi0rQdMt9KsI+kNum3Jxjcx6seOpJJrarqpw5FY8evW9tPmWxmSLtbFcp8TvBcPxC8Aa54flGGvLZlhcHaY5gMxuD2KuFOfauyvMLyOajs4fObJ4HpVNdDFPqfm/8ABv8A4Sn4leKx4MltBpWs2z+RcTCJlKbQ/mtJgfLhkPp1Ve9foF4Q+Hdj4M8LWOi2p8xLdSXlKhTJIzFncjtliTjtwK6uOzgt5JJIoY45JCDI6qAWIGMk96kxRGnFPm6lSm5adDCbS/J+6OKwPFfhTTfFui3ekavZx3thcpskhkGR9R6EdQRyDXeMgINZd7bYJOKHEk/LT9o/4P6r8KfEiS/2ZdTaOt0fsmpModHTlkVnHRwM8EA5z2wa8t1LXbe3023k8tJftO1nnfLckYbAI7gHjpk+/H65+MPCOm+NPD9/omrWy3Wn3kRiljb36EHsQeQexAr87viR+xL8SPDF7b2Hh+2/4SPTpXaO3urNhug3HGXVyNpx35A45rgqUeZ3PTo4jS0jyPUNUgu9PlS7vJEhihUwRyRFFz0cqADycpgnHQjrXqfwm/ZU+Ivxd1X+1YFt9J8LThQbnWUZHZlO1jHCpLFht53bQSCMmvpf9lj9jOPwLpsetfEDT7TUfEar5VrBLtnS2iznLcEGQnvlsADB5NfWVnYxWUKxQxrGigBVUYAHpXRTo3V5fcRPFez92lv3PK/gL+zpoHwH0m4jsJpdT1e8x9r1S5AV5ACSERRwiAk/KM+5PGPT71f9DnH+w38quFaq6hxZzn/Yb+VdiSirI8+UpTlzSd2fz0eEWF14i1QyxSTgo5xGrMQS3X5Z4f5ke1c1pfiu90nWotS3rfXEcckQW+BlUq6MhBBPIwx4PFb/AITlt4PEGomcWskZjb/j4e2UfeHTz43XP0APvXH6k9nJfObGOeG242rPIJHHHPIVR19qzJIrq6lvLqW5uJGluJHLySOcszE5JJ7nNFVy2TRQI/pwpkkgjXNK7iMZNfO37WXxS8TeAbHQ49CY21rqEjxSXULDzlYLkADr+WfenOShG7LhFzkooj/aw+L8Wg6OPB9usz6jqVsbmYx/KscAbaNzdsv6dlI718pReKtQht7O9CLEjOrKyysJY2JBVxtbgqcEHJAx+eT4kvn8WamdW1nUZrm7OEdpppGlcgDAbOeBxwPb0rFg0s2kRI3LFFJllkIwV4XJHQjliBx96vArVuabke/RockOVnvvwx/ak1XSdViTxLeS6pp5ULMsqBZUyc7k4GSARkEnuOK+xdBurDxBpFlqunS+fZXkSzwyYI3KwyODyPoa/LOHbB5NpJK8kfUPJyx5OMHHH/1q96+FPx31rwLZyafaXqtp5kzBBqKMyhQR8y9NgIJJ6euO9dFDEWdpHPiMLdc0D7whRdvSpvu1zXgvxdZ+NPDllrNg2be5TO3OSrA4ZT9CDz361c8ReI7Lw7o15qeoXC2tlaRNNNM/RVUZJr17q1zxrNOxznxq+Klp8JfAV9rsjRPdjENnbykgTTN0XjnAAZj7Ka+HfEX7VHxKvriO8HiWayWPJEVrDEsR5yMgKc+nPpzXC/Gr4u3/AMZviBcavcB4LOH/AEexteSIoFYkEjOCxySx7njoAByN55kNskUQ2y46kZ+Y9hyM9q4KlRyejPboYeMI++rs+tfDf7fhtdJtIte8LS32oKCLiSxuURumQ/lsvQjrg9eg5Arc0r/goR4Z1C1eSPwtqqyKcbfMjK9icnqOPavibR7hZZ2Scq4kHHbcMcj8jWm2nQabJbzWjR2sW5XCW67lZc9x0OP5LUKrUS01Ilh6d9j9Cfh7+1t4c+IfjbTPDFppWqWV5fRsyyXaIqghC+MBiSCAecDtxg5HuCyHd618Z/sM+GrXUda8Q+KLib7RqVvDHaodvAEhYljz97EYX2GecHFfZUWWxXZRlKcFKR59aMYTcYlioZo/MFS9BXjv7RnxgvfhroFlbaKyR6zqTSCGeRA4iWMKXIU8FvmUAH1rWTSV2Zxi5OyPTZNPy/WrMNmkK+9fGsf7XXjKxWTzU0/UHVAebfaCfoGB5/yKveH/ANsbxIwe81LTLKa2Q4khRHixz0Vjkg49QfpWamtzX2Mr2PsDjpTq4P4TfFbS/i54XTVtPAgmUhbi0L7zCx5HOBlSOhwM8+hruY37GtlK6ujFxcXZj6p6hhbOcnoEb+VXKpap/wAeFz/1zb+RqiT+er4ftfHxBqa6f9paRomB+y/aixG4dfs/zYzj73H41zth4F1i61pdLu7SXS5mhkuP9OglT92iliwUKXb7p+6p/nWr4ZS3k1vU/Okt9uxipuUtyv3uwmkQZ+hJrmNE1248P6kt7b7GlCSRFZVLKyOhRgec8qxHHIzwagRU1Kz/ALPvp7b7RDciJygmgYsjgH7ynHQ0U3Ubx9Qvp7p/LR5nMjCJAigk5wFAwB7CikI/pivG+Wvnz9sHw/JqPwzh1eGPz5NGu0uTF5hTcrfJ2I7lffr719AXi8Zr5j/ba1ww+B9K0VJGU3dy11KI2YMUiQ4HH+0wI9SmKxxLSpyudGHTdWNj5AuftF0wvpRJZyAhXlCgjr93JGTg8Y9+lTSPHvy+8QFWO4uQA2TgHac4zj8KorrD32kXAYEqgBVYxna2Bhlx3AB4OeDSRaql1bxo7QmNyjM0YAj6c7uwxuHuMYr51a6n0U078r0uU7WErGRFF5gC/wCrkGUU5JBBPTgfmTV/TWvI7qKEyfaHZdzHcWXaCc8EcDgD8qGs0sbUyCQR71LMeSoBJBGc4Jxjnjv2q7psR1DWDcQxnzMrEGVCokPA+Xn7pYj6EVfNZpjjGyaPtX9k3VZZvhreSyqsafb2RFG7tFHzz614F+2J+0AfEWtSeDdJu3TSLGc2+pTRudk1yMHyyB1EZAHPG7P90GvpX4L+Gbvwn8MtC029tltb7y2mnjVSCGdiw3Z53BSoOemMdq+Tf2nvgjq/gfxZqHiOG1+06Dq13Jci7i4+zyyMXZXHqW6HBB45zkV7MrxppI8Sk4yruTPnS4jNveRyKxwG55OQeuR696u6tHb6hbwtcx79j5VS3oueAPpVa4uo7efNw+2FfmeRgcj1x+YPvWjJGi2f7kgGTI2yAjIHHU9ByD6VwyfKz2tJIueGY2vr6Q71tWgwyMyk/LnGOuDzxVjXJpvD2vJYTxrJdLkqCwCx4wfvAnHY4xUejXcPhvwzc6tLcKgnQxgNz8oJPpyc/wAvrX0B+yr+zzefEjxVaeOPE1my+G4lFzbw3URA1CRgdpCt/AoOSf4iAORmtoRlJ6HFVqRhue2/sQ+EfEeh/D291LWVjtrLWJo7jT7TytkixhSDI3fD8bQeyg/xV9NRrtWooYhGoCjAFS16kYqKSR4spOcnJkF7N5ceB1NfBH7SvxIn8VfE+6sIH8uHR3axgSQfIzg4mY8d2BHHOFFfXvxi+I1l8L/AuseJb51EdlCTGjHAklPCL+LEZ9Bk1+ay+MbjxGP7T1SRvt91O00rFlY7pJM9uMkt0/XvWFSaTszsoU3K8jptVaS407faxLLcLgKocA4+6Wye4Hp6GtBvDrXmgm1aeRrad94JAyJBztz3wR698V5x42+JMngWfT7WaBpLWZyHZ42CrkDaQ3TopJ9eMcA57Xw7q154gG+8t4fsUhElrDZkqoiYBslj/FgjJ6c+9ZdDrUlGWh63+xzqV74L+KV7oVxCq2WqWpQSI3Blj+dWPrkFh9Wr7fDdK/Ovwz4qsvA/jXRNWv2kVLW4S6SHYDIYwTuAJ4BIB4HUiv0JsbyLULOC5gfzIJkWSNx/EpGQfyNb0npY58ZF8yna10aIb5apaqf+Jfc/9c2/katI2Vqnq7Y027P/AEyb+RrpR55/PF4KlEWvai0kssQMTcwu6k/MOMrBN/IfXtXGajNaSXsj2UEttbHG2KaUSsOOcsFXPPtXYeBW3a5qAEE8xMLfLbo7EfMOu2eLj6k/Ssiw8FX11r0GlXSmwmmRpFaRSwCgEljtzgDByTwACTxWYmc2y7W4OQehoq1q9mmnaldWkV1FexwSvEtxBny5QDjcuecHqKKQj+ly8bnFfFP7ayzTePdJaGZmaHTF2wRZLEtLIDwBxnjHrt9q+05hufjmvNvFnwB8N+OvGR8Q619tu5Ps6W5s1uDHAQpOCQoDE8/3sVFam6keVG9Goqc+Zn5sapc3l7cXECzLJb4CAYddzgZxng9doOODzjFS6tqV5o+qJZN4du7m3dVkghWHYqhjjIYjcSTn2Ptzn9RtP+F/hjS7SO2s/Dul28EeNqJZxgDHfpyfet6LS1jVUVVVFGAqjAA9K5PqcTs+vS6I/NX4W/DLxj4x1K7i0HwvfNG2JTdagqxWyLym0GQfMcj7oyRjjHNfSPwt/ZM13RfHFlrPie/0yXTrWX7Sthp7SYeTHy5BVRw3J656dK+o4bNYznvVjbW1PC04O73MKmKqT02RnyacjEsF5rmvHXg208b+EtW0C9VTb31u0JYrnYxHyuB6qwDD3ArtttUrq3P3gM11SVzkTa1R+O3irRrnR9ZvtNuI5beS1maOS2J5RlO1h69VI/8A11j2epTRTJbIAkUbjnBYsCBkHtnA/TvX3T+2/wDAqx17wzP45015rPW7byYblLZOLtC6qpbHRhlRk9QAp7V8YeF/CLnU/LubLfKsP7t4FD/vFKkE9QvAJwT/AEz5E6fLLlZ9FRrKpDmRPfRm4a2sJ4kfS5TtEM2VZeBnb25IJz0yfwr9ZfBbWEnhXR20tBFpv2SL7NGP4Iwg2r+AwPwr8rpLK5jlcXUZ8pkCiYZUKQCTwSR69DX6YfAOxez+DvhBD5hL6fHNukyWO8b88+u7NdlC92edi1omekR/dplxJ5cZPenxrtWqeoMeAK6zzj5G/bm8SOw8M+HyrfZZPOvrhjgx5UqqBlPXrJj0x9K+YNH0l0vIri5KLFgxxFVVVUdBkYBOeCR0+mOfdP2lPFcXi74lXIgRJLTSYfsCuUB3MGLO2ecgNkeny15vY2KyKVkbaVII+b5cZzjtj8fWuCdm2z16T5aaicxeeEU1SaEyWiXbLnYLn5o8fePBX1XJx1xj1FdhbWENj+8tVEavHiKPeCoQJjK9CPXJ/LgVoNbR2qtLEHDhNqjPfJOOh/MUtqjzaZd2+pC3Ibf5gxuCISRks3BPbkc++aiTZUXFdDzrxrajSbee4jmnmmkk2RozcbSeVBGSOnXOMEV+mPw5m+0eAfDUnAD6ZbNhenMS1+YfxN8UWnhW4NjdXaQvK+6aFWdjtA+VsenJHJ6Yx1r9F/2dNQbVPgf4KunWRPM0yLAkGCVAwp+hABHsRXTRi43TIxdaNSnFLdNnp0f3ap6x/wAgy7/65P8AyNW4qo64f+JTe/8AXF//AEE11o8k/nd8KvDb6zqJuI7Zx5TALdSW6DO4dPOikGfoAfeuX0jWrvQb43Nm0YkKNGyzRJKjKwwVZHBUj6j3rt/AU1/Hrmp/YlkeTyW8wR/a8ldw6/ZiG/764rh9Qniurx5obOKyjbAEMLOyrwOhcseevJ71ADLy7l1O+uLy5fzLieRpZGwBuZjknA4HJ7UVD+gopCP6bPLHXFLtFLS1qSNxRtp9FAxu2l206igY3FIy547U6ikBi6x4ds9dsZrLULS3v7KbiS2uolkjfByMqwIPIB/CuQvvgz4Oudqt4bsYQowotovJA+mzHPvXpO2kKBuoqHFDUmtmeI6l+yj4I14SmRNRsxIc4t7wnH03hq9f0XSYNB0mx020Upa2cCW8SnHCIoVR+QFaG0UYppJbDcpS0bEbgVkX2Zd6qxQkYDDt71sFcjFUbi1OSQKGSfnN8StHufh34w1PR9aF0gEmYLyXpPESdkoxxyOuOhyO2BwXiTxY2j+HbibTruB9SC7kSZlIkwwyuCfTPPv9K/TLxV4H0XxlZpa67pFnq1vG25Y7yFZFU4xkAjivJPiZ+yf4J8eaesdlYQ+GtQjbel3p0IVTzkq8YwGHT0PHXqDyula9jujiNEpHwxafHzSLeERX37y8UHzI7dsxFcgEpuI56cEdPbBPaaN4smvNFu4vsax6hJB5rwrMAu1o9wKtnsp68+telXH/AATjstWk333ixQ3zgmHSxuOeEyxk6DOSP171G3/BPvVvDepae3hL4g3Gn2gTZdrcRMc54cxoGwARjAyOnU0pU3KNhxrQTuz5J+JHg2RphqNxcXF4fLAkNxj5QvITIyAcbB16ZNfr18PdFTw94G8O6XGqqllp1vbgKOPkjVf6V4FpP7Cen28e+fxjfXLSFWlVrKPaxAxnrnd15JPX65+pre3S3iSNFwiKFA9hXRCLS1MKs4ytyiR521n68f8AiUXv/XB//QTWqRWT4i40W/P/AEwk/wDQTWxzn88/hmKBtc1BXlt1GxsNcpbMCdw/57uig+4OawYfC91Lr1pprzWvnXRAV4LmOdBknqY2YDp061v+CE8zV9S2T3Vv+5b/AI9pJUJ+YcHy4ZSR9QB71x+naldaLqUF9Yzvb3du4kimjOGRhyCPcVmMqt1opZpnmleSRmkkYlmZjkknqTRSEf020V5V/wANVfB7bn/hZfhjGcZ/tOL/ABprftWfB8f81J8NH6ajH/jWpJ6xmjNeSj9rL4Oc5+JnhkY651KMf1ob9rX4MKvPxN8Men/ISj/xoA9azRuryBv2uvgxwf8AhZnhsj2v0/xpo/a++C2CT8TfDeB/0/p/jQPU9hzRuryBv2v/AIKqoJ+Jvhvnp/pyGon/AGwvgsvX4meHf/A1aA1PZd1FeNL+2H8FeP8Ai5nh3/wNWnN+2J8FAOfiZ4d/8DVoGeyUV4o/7ZvwSjALfEvw+Aen+k//AFqRf21Pgb3+J2gf+BH/ANapA9sNIa8UP7anwN7fE3Qf/Ag/4Uxv21PgevX4l6F/3+P+FAHtTRhhUDWat2rx3/htb4GqBn4l6GP+2rf/ABNK37anwO2g/wDCy9Dx/wBdW/woGewizVe1N+xIe1eNn9tr4Gq+0/EvRCfaRj/7LTf+G3/gT3+JejZ+sn/xNPQR7YsYUYHSlrxCT9uD4FKoJ+JWj/nJ/wDE1Xb9ur4Dr1+JOk/98yn/ANkoGe7NWN4mONC1E/8ATvJ/6Ca8gb9uz4DY/wCSkaX/AN+5v/iKxfEX7dXwJutF1CKH4i6dJK9vIqqsM/JKnA/1dFwPxe8GrbyarqHnQicCIkKwJ/i9p4f5t9K5LULpLy8eaK1hskbGIIC5ReMcbmY+/J7103hG7tItSvjctbKjREKbkxAZz28yGUZ+gB96qab4btm1SaO4u0v7eC1e6ddOk+Z8cbAWXg9zwcAE1AHMt3orS8SaWmh+INT05JDKlrcyQLIRgsFYgEjt0opCOkm0/R47RHj1YtI0TOUyOHFvE4X/AL+PIn/AK0ZvDeiRXsKSaw6WcspEU7FfmjF2Yiw+kYL153npitzUoLi30XQ5Lm4DGVZGgt9oykO84bP+0/mcH+7noRVXA2LHRdMv4ZQmpO9wtt54jUjqttNK4+gaNF/4FST6ZoUdvO0WrFpFJ2rkfMM2+P0km/791x8M0kLl43ZGKspZTjgggj8QSPxpm6kB3tx4d0a1WwZ9VdEupEwxIx5JmuI2ccdhFGf+Bmqkeh6XdIi2+ovLL9mmndVwdpS0WbH08zzE+i1J4t8IzaZ4Q0PVf7R+2QMiQKhjVVj3p5+1GDksA0jqxYKQwI57cVHcSwMTG7RsVKkqSDgggj6EEj8aYHaR6T4fOpGFtZYWwkKiXI+79qWMHp/zyLP+H4VF/Y2mQ2avc6hJDM9ss6IcfMTDO2OnTekS/wDA648Nmuu8beGX0TT9EujeTXqXEXlpIYUSLCpG+I2V23gGXGSFPHTsEBL/AGLpMun3k8GoPLJbx+YyrjAXdbLk8es0o/4AKd/Zfh77ZDH/AGw4hadUZ8jhDPIjN07RrG3/AAKuNjnkjVwjsquNrBTjcMg4PtkD8qTd0zxQB1t9pOmQMFn1CRJjapMFbHJazEyjp0MpC/Q/jU1r4d0K6vL0LqkrWltM26UEcQ/aoYlc8d0kdvqoqt8QvC8/hi8sPP1W11X7TaxPE8CurLGI1VcqyrxgYB5ztNcqlwyrIFYqrjawUkBhkHB/EA/hQB0tpp+itZRSS6k6XBTLpxgNifjp6pB/38P4WNR0fSrG3Aa+lF0bdZhGxHVobd1HTuZJR/wAfjyMfzuoztyep7V0/wARNFj0DXns1vpb+W3H2eWSWJUAMfyAKUdgRtVe+QcgjIoA0F0PQXvmKanNJYRSqss2RlUNy8efu/8APII31b8Kp/ZNDaJydRkDiFWCn++bZnI6f89gqfQ/jXKLM6q6qxCt94A8H61Z020fUtQtbVFkd55ViCxgMxJIGACRk8+tAHWXWh6FY6ld2lxqM0TQXckGCRnYs0Sgn5euxpj9UH0NaHSdHk0tLtr6X5XRJsEYRmNzgdPSKI/8CP4VPHWn22n64xtdRl1QTJ50lzJCIw0hJ3BcMQwBBG4HBIOMgZPONI3lsoYhWIJXPBIzg/qfzoA6Wa10QQxbL+VnaJ2dfRxbxsqj5e8rSL9FH1Ny70jw/Y65LZz6hOkcMjRuc8gi68sj7v8Azxy31/KuOtITdXkEO7b5jqm7GcZOKueIrS6sfEGpW94ZGuo7iRZWmTa7NuOWI7Z6/jQM3bfTdJk0ua6a7lAjWNTg8eY0Ezben9+NB9CfqH2Wl6Ff3kUCX05klnWNFHcF4AP4fR5/++B+PJ+YdhTcdpOSM8Ejp/M/nWt4TskvdYVpJpYEt45LktAAZP3alwFz3yBz2684oEZcrfvHUdASBT7O7nsLiO4tp5Le4Q5WSJyrL9COlWvEWmjRtdvrFZGmW3maMSMu0sAeCRk4PqOxrP470gFZizFmyxPJJ70Un6UUAf1FUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/Z) | ASR 1075 x001 0404 Digel
Sideskår, tykkelse: 5-8 mm. |
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UWduC0UShvtkaDJjHGQxUYA6E4yOSa8j/Z++FupfFLVlsLtpn8MWLFru63/ADZ6iENjJJ56dAT7V4ksK1PkitGfQwxSlT55dN/68zqv2Y/hncePNXi8RapbQx6RpcpSMGLLXUnOF64woIycc5x64+zY48cmq2l6RaaPZw2dlbxWtrCoSOGFAqIo7ACryrXtU6apRsjxK9aVefMxG+6axLlf3jVut901i3Q/eGrkYo+QPiNqEX/CXa1HbyTxt9uuEkZUDqfnPzZxwQ2Rxngc965Mt5dxG195DT+SjBCykP1O3jPGM/iTVnX9fj1rxHq+sW8ki21zcSzxRRjyzIvmPtJ56juPesmO+u9Ts5LV2hgb508142YjjI3Y4646eleS5atnqqOhZmmik1CdnlDRZ8lFZRGoYLyB3Gcn8AB6k/Qv7JltZ2fhXXY7by1lbUDJLGhJ+8owxJ6kndz7Cvn3S9NvVtUvLkQGUMxl8tD82SThQOxA9s9a+l/2aPDN5o/h3Urm70yTTftcqGMyrtaZQCd4B5xlj1Hr25rpoXc7mFayhY9mj61NTUQLTmr0DgI5K/Cr4/tHJ+138RS8cRjXXr8FZApBxI/OGilHv9w/h1r91Xr8KPjzJt/a8+I/mkBBr+o5O4rx5j4586L/ANDH49KYjyVvDtjfeLobWTUYJ4bmSUmOzJVlYAssZLRqqlmwu4LtXJJAAxWJ4m0EaL4gvtPVWiEEnl7JZVdlPHyl1G04ORkAZx0HSo9UmeHWrqWGRkkWZyJFbkfMec7m/wDQj9T1rNurhpnLuzSEnLMxyST1JPqakk/p+oooqACsytOsyqiAYoxRRVALR60maKRQVWuId/SrNZ2ta9pvhywkvtVvrfT7OP701zII1Htk96Qx0Fn3ak0zR7HQrNLPTrK30+0QkrBaxLGgJOSQqgDknNeA+O/23vBfhiUwaTDNrs/zBTv+zo+Bn5SwLH/vmvm3x/8AtD+OfiJdTSDWb/RNNuOYLSwlNuoTPquGbHv1/So5ktjWNKUt9D9GvMApVkFfmjZ+O/Ebaf8A2ffeKNYS1GJQhvpDufGBj5s45Pp/h9Cfsi/FLUdU1vU/C2qXN3fBrf7dbTXc5laPaVVkyxzg7gR/un1pKpd2LlRcY3ufVm8MOKy7qBmkJxxV9W5FS7Qe1aNXOc8W8Xfs5+DvFWoPfNp02nXcjl5pNNnaASk5JLIPlJJJOcZ96ns/2fPB9uromkSFGj8siS9nYYwBnl+DwOetewMi+lRMQvQVHs49i+eXc5nwn8PtC8IQqmm6Zb2xU5Em3dJ0x99st0966cCmGT0FJ5u0EngDnmtVZaIjfcsCkNVLfUILreIJ45vLba/luG2n0OOhqUzZouA56/C349pu/a6+IweNnDa/qHSMt/y0ft5Muf8Avg/h1r90GbcK/Cn9ohraT9rf4iJN5QjGvX+4yMFBPmNjkzRD/wAfH0PSgT2PD/E2ozahq1yHZSYnaIFIljO0McZARM/UqD7DpWEx29etdpYaX4ev/Hml2bXVzPZXN55V2JhHarHubA2y+bINuT94noOvOa5fXYbGHV7mLTZZJ7FH2xyy43NgcnoOM5xwOMcDpUkn9O1FFFSAVmVp1l1cQFooopgFFFMc/KaQGV4m1afTND1K5tIzPdQW0kkUYGdzhSVH4kCvy48UeOtb8WTm81LWrjULncxf7TMXKlhuwB0ABxx9Rj0/TTxfJPD4b1l7eFrm4WzmMcKDJdghwo9yeK/GWy1bUNS8ZSG1ikY3VwzSQSN8vLBiOBwMknPbJ65rCerSZ3UJOMXJGro+g2765Nexs1w9wuAty24qC2QwJ5x8oAzzz+XodtcRxrCoYr5YyWLcZ/PPTHaqOj6XbWfhuyvNbuTFfyTsFjSIPshC/wDLRcDncM8Hpzzmqc2rWmk/YInubeW/upCLf5T86k/dAA9NvU8ntUcxvHe76nQ3WpJcQeWciSN8mTcTt4zyPXkV7v8Asc3lrbfFaaNgXluNOeOMq2VDDYxPPfAYfjXz1dRmTTjJASs6EHDfdI9z24Br3X9jj7F/wtK3kn3faWtZVt8AlS+wliew+UNz/jSj8RVT4Gz7yjbpVbXNfttA0m7v5zmO3jLlR1PoPqTgfjUF1d+THwea4j4nTmX4f6uTIY/lQlsZ4Ei54rolKx5kVzNI+dfEPxQ8YapqVzeTa9qFiZZWxa211JDDCCTtUBTzgD07dTXNX3jrxQIZETxDqhGEbi6kIGR169O9cX4j8Uapq0l9b6bPbiWAmNb6VeCrED5gScYBwCD2pn9rTrYRw5iXYo3KuVLMMhhn6Zrl1ezPU0grSRL4t8Y+JNK1q4jm8RXAnO1A6XrtKyYyXA5+XkdR1x1rjvEniK70PXUmuL+adLpYysryEyGQrkiRCSBxjt3rjvihdy6TqUeq2rSR2b4GLl/MCNySBgdG9MH+YrAj8YXmoXk017cLc3l2As6wKS8Hlg7SO/AGSMdvyzd9bs6qe6ko3R9z/sYazqE3jjxLa2YmufDrWyvLOclIrhWUKu49SVZ+np7cfXzGvjv9gb4lrqmn674Pdo3Npt1GBlwGKsdkme55CkdepHYV9gK1dlNJQVmeXipN1XdWJd3y1+FHx4he4/bC+I6RiQv/AG/qGBEHJ/1j/wByKU/kh/DrX7qg/LX4Q/tBrFN+1x8SVuGhVB4g1DmdYiv+tfGfMkjX82H49K1fQ4zxTxNp95pmsXMd5bT2zu7SKtxGyMyljhhuVTg+uB9BWSzbeBxVvVH3aldYcMFlYLtwBjcemCRj6Ej3NUS3rUkn9Q9FFFIArLzWpWVVxAKWm0tUAtNb7vFLSGkBkz/fNfAv7UnwfsvAPxROq6Vp8NlpfiC3luQLYhW+1KR5oIJ+VTvRvl7k46V9/Xi7Wr5b/bchU6T4VnUstwktzGuHAG1ljLEjPP3B9KxktDem7SPjWa4X98kjfKoG6MpyxwATnPH07j6Ck0vRNCutWt7jWbe5SW2RpbdYcokkuflOc4PT2PTpnNV2jK3BeR55InPzMTjBLZ+7+eQDjOB61r291DDaLB9nZ5XbCTTMNhXoSQfmB+6f8eKza0OtS1NPStYEumzWK2+UJBSZhgqx9ec4GP1Ner/sm3UGl/GTTIHn3G4hnVcE8v5ROD+AP4kV5Vp6xx6Tcw27294MliwiJwq4ORxnHTg55x7V6l+zfJpq/Grw5KxaH5rgRyMf9YzROFU84/Lv9aUd72HJ3i0fcGpydq4r4oX0mn/D3V5UieVCipL5ZwyxM6q7D3Ck9Oa6/Un+fFc940EZ8D6+ZTiNbCdz07IT3+lXLc4I9D4H1K1mv9W3Rqro02YIf9W3lAj5sL/sk/XOR7LrENvoOhz+Zdp57MpaKKLfty3BYYzksBz149jSx3DyC22I1xLAGn+zeYHK8n5lyoyNvt24qvazR2P76QIW+aKNZ1Y/KQcdfTavysc5bgckiJRe6O+NTmspGJ460O31bwQ8zXs9ysm4mMR7ehwuSOcjg4x06nIyfE/C2n61aeIrqPQdRt7V4LPyzcW/zyTKzfMQjknJOPTGRXv07SSx3RvZUZ23ZT7hAI5BXPTj0HB6d68Fvp44/HotbCV7K1WSQmW3jyzYU5GM8n5ccnHP41jUvFX6ndh/e93ofQn7Dc954X+P1hZT3El8t2ktr5ipsVsRysGA4yPlJ5zgdOmK/ThTxX5y/sM+CfL+LWlaxezNc3giu7hWjwqFjEI9xXJxgMw4zjdX6MKa6qPwXPMxWlZosKflr8JfjpHdSftgfElbV51m/wCEg1Eq1u0ytjzX6GFGf8hX7sKflr8Hf2hHSX9rb4kiV4dg8QaiM3AgK8Svj/XkJ+Z+lbPocZ5zp+saRaeOYZ7uy+ywxSTpcSTSPMWkKsqud6EqQxByUYg8lTjaea8S3SXWtXUsdxFdKzD99DD5SyHABYLgYBPsCeuBnATX7F9P1SVGkgcOxdWtpopFwSccxMVB9geKy2dt3JOakk/qLooopAFZNa1ZAq4gLRRRVAFI1LTTQBQvPvV88ftjac1x4A0i8iU+dBqSxblUEhZIpFPXjqE/Kvoe9HzV5T+0Xodvrfwf8QieJZHtIPtcJYkbZE79euCwx71ky47o/PHUPtM2oyxkgW5JQXMeCpYfN1BBA9/f35dNb3E00sFquwhMxIuPmZecbyuevXPbGMcVfuG0+8k+xqB5wgPmbZQmJGJK5A+Un5T9Axp2nqreZdmezmlRvLdhIDtkAAwXzkHrx71kdu4eGV1CK3dJYlS8IbesYUA7gcgD8Bxz1r3n9lTwWfEfxBXWvJWSy0UMZZGyQJ2QqiDJ+8MlunG0eorxqO6ZLdI4c+ZIWLtHg9Mjoe2B24yfevun9nnwQfBHw0s4pYVgu9QdtQnQDBBcDaD7hAox2px95k1HyxO11Jea53x5Ekvw98RrJGJE/s64JXOM4jY9fwrrLy38zk1g+NbS4uPButQ2cZluXs5VjjUEljsPygAck9Pxqpb3OSJ+eTWkU144RzNGABIUQPuXouBjgDGeo6nr2fNpz2coWeIQxzJsBjiKqeT0yOPu44x396mvFextY99o6JPGVWIoU3qHI59QCD8p4B7ZFJLeNdajGEMvyw8RlGj8psE5JLc9uAP4uemaz96/kdq5beZaaxn8424SOfYMMkkikE4yrMxOAcZHrkj15+c7y3utY+IkzRyrYxchD5gIxuGQCBy2Rjp+le+akN0hja0mhVo8mSPEmR1Y9QR65HXmvILV7fRdUlcmD7P9qSKRrlVR9rHJORnGNvQEnnjjJHNWuelg7WbfkfYv7GdnBpfjRoLR5JkOlSLI0xBYEvE2eB68fj7V9mr90V8qfsV21jq93r2uWNrcW9vBBFZo0v3ZGdi7hTgZ2hI/pu9wK+rFxxXdT+BHkYh3rSsiZfu1+EXxvkn/AOGvviT9m89pv+Ei1MD7MJvM/wBdJ08kh/y/Gv3fb7vFfgp8fvKT9rb4lmXySn/CSal/r/JK/wCvk/56qyfmPpWj6HKeO3mn3Wpa9c28FvPcXck74hRHeQnJJGDls/Xn1qhfWs9jcNb3MMlvcRna8cqlWU+hB5FdDH4piXxNDcahaWs1rbPKqraWkEfUEK5CKqybTtbDcHGOhNZGvagNZ1q7vFMzJNIXBuGDSH3YgAZ9hwOgqRH9PdFFFIArIFa9Y9XEBaWm0ZqgHU2iigCrdrkZrmfFnhu08Y+GdW0K/DGz1K1ktJtv3grqVJHuM5HuK6qZdymsyRdrEVnIabTuj8bP2k9EufCvj65tdFnvppNHu5rGVURc+ZudXkGOSHwcgjjPU5rM/Z41q5/tbVdJlgYLgXPmyT7DCynBGwg7txC9uMD8Paf2yPDf9iftDeKrhTFBBcQ29+iSqS026JVYJyOd6P8A56ZPhvVUs/DYtbuNIb1olEPmp5ZlU7drKw5LEAA545FcEaru6bPoKmGi4RrQe6V18jsfh7fpqHjnQYzZR3CjVUjeNnxBNFvDKFbvuGcg9Oc5yM/pIF46V+cXwZ8E3N5468MafYRyym41AXNw0XAjiLb2fk/dCAj6ge9fpJDCW6jiuynex49bdEM0JaPNUmXGQa22j+XFZtxCQxwOKto50fB37SXgX/hE/itNO0qpZauTeWkZjLBnZgJUJzxh8twOj8nnjzFbi61S6CQQ/ZIoVKhkLYfCglzz0IY9PbrX6AfFj4R6J8XtBj0zWlmj8mTzbe5tmCyxNjBwSCCCOoI/UA18+SfsOXOntK+neMxjfmOCawIXbnoxEnJ/4D/jWVmdCmras+R/Fni3VmZWtWKW0wMWYdxITcQwyeQePr2rktF0gm8M5TNx5i7GmQu/GNy8nge+D0FfR/xA/Z38SfDe3lm1DSE1HS2LMtxpW6WJXK4UMu0NGMjcTtIJwM+vlPjZbTT7XTbTS3liu3RZGlYEKionzdQCQXYgE9dpPPWuOdN35mz28NiIuHs4x1f9an2l+xj4ivtUt/EWnCeKfTLMwyMyx4PnuCmAfQJCOPcdO/0/Gm4ivB/2KvAq+FvgXpl4VJvNaml1C4ckEnLbEAI7bEU49WPrXv8AHGV61301aCR4mIf72Qkn3a/CD42XEkf7XPxKeFbgyjxFqYH2USl/9fIOPLkjbp/tCv3fl+7X4MfHloI/2sPiU9yITF/wkep58/Zt/wBfJj78Ug/8cP4da1Zzni/iOG3TWLjyJ5ZwzszmaIxsr7jlcFmJx6k5rO4HTmtK5s5tQ1xra2h3SXFwY4Y1AAYs2FA4Udx2A9hWa3pWYj+omiiigArGrZrFzVxEx1FN3Uu6qAWikzSbqBgaz7uPDZq/TJIxIMGkwPm39qT9l+P49waVf6ddRWHiHTz5SzXMjrFJbncSh2g4YMQQceteH+E/2EfF3iG9S18S6hb6TY2DAK9vK1ws5AGDHyrbAOx284444/QBbZF7Zp+wL0GBWPsY83M1qdSxVVU/ZJ6Hm/wj+AXhb4PWudItnn1OSIRT6lctulkUHO0Doq57AdhknFekquOBS04CtttEcu+rE20xoQ3apaKAKMtkGqhcWJXoK3GqNkDUrAc81sy9q53xz8GfCfxV0t4PEejw3U/kvBFeqNlxCrD+CQc4zzg5GQMg16C0Kt2oEe3p0o5ejKjJxd09TH8K+F9P8GeHdO0PSYPs2nWEKwQR5JIUDuT1PfPvWqRUlI1UJtt3ZVm6elfgz8aZWX9rb4lMryA/8JHqgzGWDf6+TuJYj/4+Px6V+88/3a/Bb40RpL+1l8SgylwfEmqcbSx/4+JO3ky/+gH6jrSYHk9x4o1G18UW1/PcS376fdiaGO7laRRtcMF5ckA7RnDH6nrWFdTC4uJZRGkIkYt5cedq5PQZJOBV/wAQPaNqs32OCa3jDEMs0oclsnJGI0wPbaMVlt1NQI/qLooopAFeeN8UvBy/8zZof/gxh/8Aiq9Dr+bBdEt2sWn/ALYXYIwwbjHmG287y87uu75Pr78VURH9BK/FbwXyD4u0L3/4mUP/AMVS/wDC2PBCjJ8Y6CP+4nB/8VX8/X/CN2c+rQ2MGvpcmW5W3Vo8EkGeSLcAG5+VFf6OPqaNxpdjFYiRNbjklaHzDHkZDeVA+373XdLIv1iPvirhY/oOb4v+BR/zOfh/H/YUg/8Ai6RfjF4DwSfGvh3Hf/iawf8Axdfz/wB54ZsrJUP9uKUkLeUxAAdA9ym4fNyP3CdP+eg/GG38N2V1C8i62hEYVpMAHYpa2XJ+bgAzv/36PvguM/oHb4xeAlxnxt4dGemdVg/+LqJvjR4AVufHHhwf9xa3/wDi6/nyi0uxksfNbWUWXymfyuM7gtwQvX1ijH/bUe2bjeHbGK+ktbnXFgMdw0J8zAIUSwpuxu/uySN/2zPvguB/QGvxm8AH/mePDmf+wtb/APxdJJ8avh7GMt468NKPfV7f/wCLr+fOPRbR7A3R1TCCMEnAwJDbvIEznruQJ+P4Vct/Dun3GrR2cOtrL5lwIEKgEsDceUCBn+4Q/wDnNFwP36b46fDhGw3j/wALqffWbYf+z07/AIXx8NO/xC8K/wDg6tv/AIuv577jS7DyRKNYR5GhaQrxwwgjkC9e7uyfVD9KuXfhnTrWa3B1oGGaYKkhAAMfnzxmQc9AIkb/AIHSuB/QGfjz8Ne3xC8Kn/uNW3/xdNX4+fDTdj/hYfhXPT/kN23/AMXX8/UOg2U1m0qarvaOISyKoHyDFvnPP96aQf8AbOhtJ01YZHGtKXCuQvHJH2jA69/Kh/7+j2ouB/QMvx7+GTHC/EXwoT6DW7b/AOLpj/H34ZKMn4ieFAPU63bf/F1+Aseg6ZDMsVzrH2d9yhgwAwpNvz1/uyyn/tlVaHRLKbS3vDqeAiDcMDAkMdwyp16kwoP+B0XYH9AH/DQXwtX73xJ8Ir9ddtf/AI5Qf2hPhZgn/hZXhH/we2v/AMcr8BLXQdNvNUW0j1jeJJvKjK4y2Z0jB690Zm/4DVBbPTvLJOqYbyt23j732cybf+/g2UXA/oCf9o74UKTn4m+Dxj/qPWv/AMcqM/tKfCT/AKKf4P8A/B9a/wDxyvwLm0HS4LqFZNWK20rDZMcYZPtLxFh9ETdVePSbGaHMGoNLIIHmZBj5SsKPj/vpnX/gFFxn743H7S/wj6f8LP8AB5PoNdtj/wCz1+J/xY1LTNf/AGmviBqFvdWt5pl1r+pTwXKyoYZUaeRldX86JSCCCCH5z3rz650zSFmKpq+4eYVzx93fMM/kkR/7aVi6xajT9Qkt1cuFVDuI9VB/rSuI1/8AhFnm14wT3FvHBIs9wZLWaK5Kxxo0jfKkh+bCnALde/esnxBpY0XVrizEvnJGQUk27SykBlJHY4IyM8Gq9leXGn3UdxbTyW86HKyRsVYduv0pl3cy31xLcXErzzysXkkkYszMTkkk9TmkB/UNRRRSAK/mQWG4Xwm07zKls96qRQleZGVDvYHsFBQH13j0oopoDMjuJLe8SaGRo5Y33K6HBUg5BB9ah3GiikB2XivwrPpvhHQtUa/F3A8awIgRVCbl87arBiXwZHViQuGBHOK4+O4lhWVEkZFlXY6qcBlyDg+oyAfwFFFVLRgPtYvtV1DEXSISOFLyHCrk4yfauh+IOhyaHrxEtxNdNcx+f500CxF/nZMgK7Ag7Mgg85oopdAOdFzIsJiDt5RbeUz8uRwDj1wT+dbfgfTJta8VWFtb3ken3O5pYriRGdVdFLr8qgk5KgcA9aKKFuBmaxYHRtUu7F5obh7eRomlgYtGxBwSpIHH4VWe5eVI1d2dY12orEkKMk4HoMkn8TRRQB0ngvRU1aHV3lv3sYI4EWXyoVlZ1aRQBhnXIDbeFy3op5xzBbHSiijoA5ppJpC0jtI2ANzHJ4GB+ldNY6LG/gTUL+W/nt285TFZrbK6TshVSxcPuQKJm5K4JIGSTwUUIDmVlaGRXjdkkQhlZTggjoQarsx5oopAa2sWF1a6XoVzMzvb3Vs7QFo9qqFnkVlB/i5Bb234rOjmeHO1mUkEHaccHqKKKbAt6Jp39sa1Y2PmeV9pnSHzMZ27mAzjvjNXPFVktnqUbRzy3MdxBHMjToEkAKgAMASMjHryMHvRRR0AyOO9HHaiikB/UTRRRQB//9k=) | ASR 1075 x001 0404 Digel
Randskår, tykkelse: 5-8 mm. |
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) | ASR 1357 x035 0404 Digel
Glasdigel. Yderside med tyk grønlig-gul glasbelægning, indersiden med gult, tyndt glas. Leret er lyst, gulligt. |
![](/grafik/intetbillede.jpg) | ASR 2090 x039 0404 Digel
Digelskår, bug |
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) | ASR 583 x0139 0404 Digel
Digel. Bugskår |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12659 0404 Digel
2 sideskår af gråbrunt, magret, delvis sintret lergods. Det ene skår har pletvis skorper af brunlig sintret glasmasse på ydersiden og delvis på indersiden, hvor massen er stærkt afskallet. Det andet skår er på indersiden dækket af en sintret, delvis afskallet masse af gennemsigtigt grønligt glas, varierende i tykkelse fra ca. 1 til ca. 5 mm. Gr. 4.
Glasdigel |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12660 0404 Digel
1 sideskår af gulliggråt, magret lergods fra kar med svage drejefurer på indersiden. Denne samt delvis ydersiden er dækket af en millimetertyk, krakeleret skorpe af gennemsigtigt, svagt grønligt glas med pletter af gråblålig farve. Glasmassen udfylder helt en gennemgående revne i skåret. Gr. 10.
Glasdigel |
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+ba1j5+N7dQE+0gfVtuPbFfp5/wU8keP9meyXdt3a5bAj1/dTHH6fpX5vQ6hY2fwqsxqJ1DUbIzMTp0epXMUSsXbBCm2MI7niQnnoDkDuPNnueNuDzgYPX6UV6v4K8VaDZ+BfFOn3Fw2mSTee1tBDIXmut8OyOKQG3dJERgGBLxlSzMOduCp0Mz+hakpaQ1mB+Y3xcjk034u+J7DToFgaXV7mJFVz5MY8xs7iOgwe3TpU/gLw3Y6deaqb26im8polhkLAGZCPmwB1CnIJ5HPbIrR/aJV7f4yeKo4YjG0l62XkjDbcgHeMjj/wCvkdqoWsb6RosqShJbWMo6EMUO4qu9yB97pj8K8CNJczb7n6NiMROdKCd7OKt9y6nUSXr6bbrq0c/l26zRsZhjbGoY5G0g8ZI59+nFcbNDe+MtbvxatCs+pSSTIb13bD7lcFSB3wMduefWtbUvEn9oeFrlLBWh3YWSNhgbCc9MYPQ8fSuP0ma4vtSjkFu4gRSLdoZSkhIyJGKkE4KBunHOQO1c1W0ZqL0PSwdObpc6V7K39eh9G/ETRdE0/wAGx+HdVjA12axi1KZdQhEsUsiW/lmaNFLlXJjhB3ZO1m2jrXzlpui/2beRR217a3Gq6xZlFdWK29sqyg4ZvMyciNjzzyCR0NfQWsLF468CjUYbu617XHRYJb60hIaBQDtZimSoDbRypzyR0yfE4/EUVx4qka5Ok3H2C12x2nlLiWbZkSNGzLzx92NSeTwM5O2LvZuPbQ4sH7t4T3vr/W5rSaPqXhmCdn09tZSG1kt7yzuGMsEfnrvVYnJwsoGwBVAOV55Fb+rXGuSaPYG21K0mvfIWKWwhlCCfa8U0XliRW8ttqD5ycqGJBzxWN4X+KWt/Ce3mbRZbT7Pqc6pAJ0YBiyhwzZI5/ekdONiH2FLWPFnjTUJdOMXlaUbS6Ml5rMNu2232nyyX3kbwqP0YMDuHI5FOnKLjbW4qlGfMpu3Lfr1+XRf10ON1zwjrniC1Fv4nfztc1DN/F9qQsYbbYXEQkLLgKoDEKpPfp03I/ihpPjWwtbVfDd5JeQJMk18s7C+mhLeSIY1X5UixnC4zk78ZcmtTxPe6X4015tC8L3+sTjTY3imuUd5o5MRjMO1lwiDcmQowCQMDgji9E8K+TrGdVgaCL7Msounufsy2YeFmEEgdcsxygKqxOc8VUZa2trsZTgqiTbtbWx7VqNrozeCfFVr4j8Q6QvhydDJpdhEY0nt4WmAPOAyMEZl3MhJODu548g8P+FtO8PardXdnpC3Wm3Fx9siLFXdYYmds7t2GIABJ6/L1+Y1v+MtS8KeEbq/u9a1e3kvbCwSxl0y2vRdmWMFSFRTjoRnCqFAPAweOIu/in4X8UeE9S1N7tbbxDbRStazbWVxkDy1MfmY2s21QCT1zjgiuvW6T0R5E/di2tX37HpcjWd/4fg1rSJb5LKS+VzbpdQ2yyxKiu+4shJIIwVAI3ISS2QK8t+N9npfhSOa41HUZVtpbrZZRXEHn28sMieZvyysylDIo2nph/XA0fhotz4mvtM1G3vv7R1AyKLOxE0kkcaKivJEViGGaQpzvBOQuANpFc18YF8SQ3Wk67qtjcaloqXciS6X5ctwHTYULyE4+4inBzn7p4205pWulqYxbV79De0H4SnxpNYaxb+INP1q5jaO5tbOBEBhEaqqAiA/KrcN95TkDPPX0DxLJpWnzado15or3r6e6mDCgmMhclGAflgvIGQfmwMjJHiPhfxR4j0fT5vFngTS4ltvmcaWqEtZwLkPIx3KGUbFwxDcjHHU7/jT4r3mvaQ1i6W738sMfnOsGZWViT++kDnBicRHkgDf74OGkY2ZrFSnL3D52+IelCTxVeGzsna1efYlsy4fA6lhnIJycc8d+tZ9rdQX2pQXlzEpkzcaeBcPufzAVCnABYEIcZz24ziujjt4h40vNQmjhubVn8/ayJbRKoThRGnA+baMDHQfWuX/s06/qkpsbeKC+kuxdRwqcRKDgY65AGR3yc+orq5LQTuc0pc1S1v67n2r+wDZJY2fjGHzszxy25eOOZXQ7hI27jv25J7+9fcfhsBZ0BHFfIv7F/wAN7/wd4LXV7qWFI9Ut41WCEkj927gMR0BwT05yzZ6CvrnQF/0iPFdsL8kbnn1IqNSSXQ+ef+CpmR+zbpmO/iC2/wDRM9fm23h7Vdc+FGnxafoWqXrCR5Wmhsrpoiod8/P5xiOPaIH36k/pJ/wVKH/GN+kjI/5GG36nAP7i4r8yNUaGL4Y6eRJZtcC4+6q2QmA3P1Kt9oxjH3hjp2211Hnz3OAZfs6hj99hxz096KZdHzGZict0/KisyD+mWkpaQ1Aj4b/b+0O80XxVoniRYyum3tsto8wHyidGY7W9yrDGf7h9K+dfDfji9uLP+z0nO1Ew8agHgE9OuR7dec19zft1aCviT4Fy2IkeOc38UsO0HDMiSMQSPu/KGwf720dDmvzv8J6bNo+nrNc3uLgysfLQbnCgjBJ4O7t/+qvIxEfZzco+rPvsrqLFYaFGo7O9l19Lr8Lnsqqz6e7WUv2eOUkYwRIoXAGO3t9Ccc1yOk3Q0HXLQyTSxW8bmRwqr+7QN82QwOTtHr1HvWt4f8Ti3URTx5tmk/eI2OgPUeh681z2rC21a+mmnSbY7loRESXWQPwpJ4xgnkeg6V53tFKSaPr6OHlCDpyW3Y6tbrUfhr4pS70e7mvoJpcxXMM5CtEz55YbSrbRjGTnJNQfFK70vR9Zu7/U/DrjVJiw/wCJbNlpGcKyuwAGD8/Q9T16VktqFx4gtbfS2dhcQuFF1cOI85zjeTztCqOemTnvzq+Kre+8N6taxf2vZy6nq0Vx5tql2jfIWZfKds4XIHHII/hPQ1tKXLFpR0OZUpVJJyn7yT8r22/AyPt0beBbCBrO1vTpCzXJsWUssTN9n8xmkV8IB5Q2nBJ3MDnII04/jTZeL1ePxSEtNOtLzZcWtjHItzcwkAKvO3b0AZiQcNgetcrpsN3pug6rI9xbzyziNZ7OS2d5gZA77mduXC+UAc8EtnnGayNcS/1Hw3rEkMUst5dOkrlJFRZVQYQsoGd4O4lskdOMkkz7RQa5nqRLCqsnNR0X62O88L+K7fRfF1nb/Du18yRL5Wu7iSdYQMqiSxkOqlsjjcdxUHpW98bfEf8Awm3heDXfEVlZyXsc4FnfWkc0qQq0kZMZQELJKpVuG+XDEHOBXjljqHiDwP4jg0e41WeDT9OspJrTfFDI0Ms6JLKFddwdjs4YsOVHQZFX5fEXhuXTbUDS9b1O0gRJza3CGKF2EBBZdjdQxZuOCF5HNdXNumzyPq/vRnBfdv8ApuUviZ4s03UtaXUdTsXurOGUQwQXUhVrZQ3lL5iooJCHAG0YGMHJq/8A8InZ6x4gTUrDTdGbRdTt2tLqK3+SGV0AeIQ/Lu3ExZztQdADzgclavN/bz+ErMQjT9ThE9vca5Nvt4HMQJMUeTtcsTxubtnOM10etDS5dMs9FvNZuDqEWbiVmzEPKETARQBWT/W7FwGGMA/dbqRlra5hXp3i58tjel8caH4a8EwWCvZWX9lrcXEgRgs8LNMcKpRAzElkXBOQVBJ4rM8QeIL7VNF0lrae7EU7rGtzMrtI8anc6FiBuSRWUESDoCCMkg0NH+Guh+HbmC31m8Goalf2DR6bp+kaowms0EoJkL7dik7X+XkENzk/ME8B3+o3VnqGleJ5JppLGBoA5VWVYFl2FiSQWIGCeQcKcnuNUusjx5Su3yLQv+INb1HSvDMmp6bezaff4dV3Qqu6KVAxJXOBsAK7QuNrMRwxFeV+ONQmmvpGW5jvJtShZHmZNuwAqMLtAU7SgU4yOfbjtvGWn3d9Y3U+sXscs00skcVvHAimeFQTGqNuDBT8uRtyDnHFecaiq+G9Js9Q3xfbrlSkVu6oyxocEvgOxyWOOmcKOx5xbva3Q6aaSu+6scjpem6teaRcTQwRTwRzKHhZ8OzOwGMY5BIJ68AE8YrX+Emj61/wsuLQdMtBNfXAMT27oSQrHkrnptznd2AzwcEWdN0LWNFt11y9lXTbPyt8KSLzO2/aQBjB75B6hWr6G/YJ8PW174i8SeKDdiS++zi0MLINxDSby4OeB8g4A79sYPdCSqPkPOqU5UV7V99PvPsD4d+E7fwP4T0jQbRQIrGFYuP4m6s34sSfxr1rwtb7pFJ7VxWlQ+ZMp6ivUfDtiIYAcc4rve6SPKvu2fKv/BUmX7N+znpjDG7+37faD3Pkz1+aKaxoKfDvTrfVVutSCysWs7PUkgdTuchtps2wMdf3rdR06D9J/wDgqzj/AIZ50QYI/wCKig/9J7ivzfvtH8Raz8H9NhsdO1G+sY5Wl/0e31GRFUNJubJY22Bk5KqCPXO7OpyS3MzQdQ8GJ8MvFB1LToJtaN+n9mK0sn2oK0cgB3LhdiEBmyvzEqMc5UrzfduBz09T2oqLkH9NVIaWkNZgeb/Hv4YS/Fj4f3GlWk/2bUoJUurORmIXzFzw2OxBP44r4F8YfCu68J6hFY6xo81jqZt/kM0WxGY/L5mSzLgDOSncZr9PzWB4w8F6P440z7FrFlHdRAkxsw+eNiMZVuoP0rnrYdVdep72W5pLA+5JXj+P9eR+Y8kMVktqJZJtxU+ZG0YKqd2OoP489z+NV9W8uxt31BH8tWKhI9rHd8pLNgA4AA55r1D4xfD6X4e+JTpzsDFtby444imVBwjlicHIAPygAEHPNcHfajDf2q29tDA8MbuyeZ8rpk84ye2Ppzjrg185WpU4ScZH6bhcXXq041IW1fpocxp2ti/3tPEJEEWyMvvUnknLdzzjHYgVjLFFdaxf3F7PGPKARbaMkkNtO3GeCOe3PBOK3LNWluonhRV5KFgowfz9K77S/wBn/UfF8bSeG7dbyRJWlupVLIJUJwFQE7pRswxAXK7+evHPhpupNp6np5hTVCkpxdu/Rf8AA1+85r/hPdKkjh0y6uf30lpAsmoQqJtmFHBGNwxk9GXHzD5uhguNPXQ7nydSuDbx+WqxS2yeaJ1ZlwwPUJt/iHcgAHnHD6t8Pp/BnjjWYEtbmyuLWMpcJdL8zYLCQY7qMjvnGDXW6b4okvvDZsJYmkNi/l28qyAeXEWy0ecZxnJXBGC7/wB6uusoOzlueZh5VY80I6RdvX1Mnx5fXK3zQ2Orvo/7pbSa7eAiSXAOY5YwpPJcgAdeSc4zXQfs/wDgXVfE3hu41qGX/kFRSWstuqeU/wBo8zcilT1Kkq20jDArgAg48t1i3vJtchjF3LbvJcRxhy4VQwySzbQTuweu3JxzznOldTReF/FFjZrYXZhsdrXUjgWsu4hdzHIG3aQRkgcHpzirhUTscWKouCajo7dv63Of8fXGqaz4a36QzXCwXkhjhviu+0dpDv2qqc5Uwg5bbyMA5+XtdB8FP4uvLa01gf8ACS+KtUt7nAt0SNbNo1Mu8DAGw7G4GGO447g83rF5p3ij4ohvDMU9npmpALnWLg4neNGA8zA4O9AAD6LkjOR7p8A/Gnhb4ZeH/wDhIFsrRPErW1wrSSTfaY4pWZ1VkjMhZz5UhGMfxYxyK66ctUvxPFrQaTqqT12XS7OP1DRV8LeMNCje4itZprH7XJi3F3n5WXcSDuVtyoMLyoXPU4aDxQtpo/2u3s9TtZdTuFaF45NoKRNE4eIgEDdlmOAhHzd8Vma54k0a+1K51aadtU1S6nkSRZUaJY4yCEKAYAb5mznjkccVwOs6x/wmfiKOGzLwX32uTUJp43bKtnI+58x5AC5wclc+o0507vojmqUZJKFtWzd1GFfDfw9uby71uO41a4V7VINm2SzVcNEd68b2UyKQMY24OCcV5Zf339teG4L65NtawwRxhY41EbyIXZMDuSCoJxwRuGRgV1vxy8N6/D9lS6+1yRXkZnaGdWLGcKyS5IyQwKbirEdu1cEnhedPDsV9cDyszmJJIcvvyR8nQbWA38deMVzXv7zNPZqK9knt1H2viK7t76bEK6hZQwEmN3C/eXGdpHq44GcYH1r6t/YS8M3iNr3iGSOGOznijtQrDEocEOffGG5J64X0NfIvgfQI9W1yxkvZriwsGn2TN5ZcADoDgjHzFFJzn5sgHof0G/ZT0hdP8E38vnfapJL6SA3QJxMsfAIz1xkqD1wgzXdQ5fapRPKxHN7CUp/I+jNGXARh616fofzW615roq7Vj716doif6OlejH4meHLY+P8A/gq03l/s+6H6/wDCQw/+k89fmRr9rDD8MNLmTyRNJPhmW1t1fq/WRZzKRwOGiUdOemf01/4KvY/4UHoGWA/4qGI4Pf8A0eevzbm1DQofh/pkerWct4m/hLDUrOGfd8/LL9laUDGfvOeo9gOg5JbnlEh2/KOn6UV6Zos2iL8JtUEK6PHqf2y485NSET3BtzFEIPKbAl3h9+DF8v3vMwuASs7EH9ENIaWkNZgMNMPSpKYasDifid8JfD/xX0f7DrUDrIn+pvbYhJ4eQflYg9cdCCOfxr89vE/w1j8I+ItXsrrU5L/UNLuXj3KgBZQcAyN75PQnlcdxX6etXxr+1R4Lt/Dvj6K+sWh8zxAm+W3k2r5ZUqJGQnjLDJ5xyTz2rzMwpp0edLVH1XD9dxxaptuzvofOklnOkH24wmNd5UCM7dzdx/8Aq6ZFenfDr4peJPhzpLQ6fNDNpeooYnt7oY2yYOXUqQwYAgbgfT0FeezXc8mlTW13HCXjkEqqo2qqbTwc87iTyRgYVevatpeoDTnE8DqtyoI2YDKwIIIweoIbHJr5GzpNThKz62P2K8cXB0qsFJdn+Hnv1PQBotr4wtdX1OcNcXNrF509zPOF2jIORnnPGOpJ3VwE3ha00zQLzVplL6XZuGkmWNjHLuPyx5BA3NtJAI5Ck5GK6SW4u/Hmvy2GhaLPbWhRFGn2RaRPlVV8xwO5wWPHU4HasnxZpNz4c0mexvbS8mgEyu1pGCrMygjOCvpuA643D1rSiqlO8kuaN/M4qypTk4SkoystNLpff/wD5Z+IHxB1DWtQIt2khMWwRwgmRVKggBQR0GT270/Q7/VxC1/eIzSFnYyEqWGAM8Yx3GeP/rb+ptpcni4ajommr9iupNltb6p+9EHzcKxCqueACSMc8gYNdHos2m+IJ4G1O0t/Ma4DlPLcJMRtO3j+Ed8bSR3NevePKro+W5antHyyscveala6lHCI7eGxgjtwizxwf61h8xYsuerFgDwcEemBS0u8h1C4lk86PRGs3xZvaTbjI8hUsrsDuEZ5XBbIBx2Yj3CHwj4JuLDT9LvL+60iO4jeWS/hVbhFIVjuKuUx9zaFOCS6jORXgV9Z6Xp2oXsjbtS0ncGQthRnflQww2CT2BFNSipXTM6kJ1aaUtGvu/r02N3xnHeNqcenRwwoLp3mglti7Mykh9oyRkcjBA6HritDw7Fp2lNNqeJIIAcTw2SGWa7zkRwo6g4JZeX4XJB44rmfKmutIiW4KzJCFy8ezfw/LKDgglQoJBf19AJdP1q/kaGx0hftawl3s3hSTZFvUA8Fcu4wBuHHXg8EW1KUeWL0OZcvxT+P8vxO3uPEevafrjJrN4qGDSpVtLf92YLeN1AEaZJ2ggDLLhmYknOTXhniTWLiN7eUsZZVZYRJGNobZ1GO4+6M+2fWvoG++Heq3GlXXivxvcR2kFvbQvKsOBcMvCoGGTgBsE5Kk5PTHHiOv3UN9dQyQJHHDMDN9ntsHhU2gqQSRkYPJ6+tbQil5nl1ptp30Z0nw58YRaKuly394xiMxuLe3t1DKCWbcZeMswyepP3hwa/R/wCFdo9v4B0FZIZYZWtUkZZ/9ZlvmJf/AGiTk+5PSvgP9nT4Faj8UPEUN0tq1lYafOputQ3ZXdwdikEEsRnpnHGetfpvpOmqxXjA6ACu/DRfNKfQ8nFVI+yhTT1uzc0G2MnljHFelaXD5cKDHauZ8P6aNyHHArsoYfLUdq6473PMkz4m/wCCsE3k/Anw8MgbtejBz/1wmr85dX0TxDrPwm0g29vqF/YRuZvJhXUZEjUeZlyrR/Z1AyeUYnn/AHq/RL/grSf+LIeFkP8AFry98f8ALvNX5n+IrG3tfhpo1zHB5VxLNhpvs4UuPn/jFw27oOPJXp1/vbHLLc88ZsAnIz0opjNtbpkd6KzJP6cqKKKgBrUw+1PamHp0qgGtXkP7RXwnu/iP4f0++0jb/b2iytPbI3HnKQN0eex+VSPcY75r16mmpqU41YOEtmdOHrzw1WNanuj8tNaaWbWLoXNtiSaQrdjaQwO8AjaO/sMHriuGtbhLfN8Zne1KlIYthZ/M37VTAIOCOrfpzX2H+1l8CpbG4vPG2hWv2gSt51zEZTH5M2MBxgdGODyRhh1wcV8jC8nmuLmZ0RzIi/MxDfvCMbwASAQD0AGMYxXytShHCxcKh+w4THzzLlq4fTZNdjvfEV9efD/wWuoaTqs1gurDmMv88m37oK+mQ31HXpiue8GftGo11LoWtGG705H+0wxyfvJkIwGCxgnZu3biSBkKc+3M/FK6vfEcKXKSuIrJEtY45ACkaOnUnrnAHPT6VwHgPwjZX3i2S7eKHdG6o9vcOXeYO3l4VV5DAMCAc52E84APbFci5VstjxqlV4jf4m3d+XT5pHaeJvHmh2urabc2un2sun2dxsuYXh2STxOWLDI42gFsnAJJ78Va1bUNHsZrq7sILi1ikSN7CCCIOwZpmx83HygFePmyQDjuK/jHwvpa25sp2ni1UFLVrQhAjq0ZZJfZcFQMnnGeK4m3t7iDwsgblomKhlztxkFSTnt84AGKxcnfU6XGMYpx1sdzqHhTxF4itxd6IFjhjcxHc4MuSN3TPzKcZzjqcV53feEbq8uL/TbhLtb+y2+eqxKsm8ZIYD+7jBOeQMHkZI9D8Ja+bOZL2dW8u1g86NEbDCRAXBJx0yBnPY8c4Fc7rMI1vx19vZrMWCtvmxcu/wBqbaAoGA2cMSeBn58ZHJBanGPOjgp1q9ap7Gevp+W//BOIt5Lq8tZdH1OO3EUMwU3BYEqoOSM55J44B7e5r27wr8QvDnwn8LwW9npDSXbQgS3kyhmZNpIIJAwN+FHJxtORzmvJW0+wjup76N3aNZZNy4AKcnYMEdflI5Gc49RU2rWsOrQwRTTgPbxloYN+VABLDdyO5PQ4H0rOnUblbY6sVTVOnz2vd/8ADX/rUX4hfFbWfixD/ZkGm29ra+fgrApeWfH3V5+cjB/HjirPhX9nTx1rmn6bNZ+HrkW93OY1mnP2faB1LIwyF68kAEKR1Ir0z9lv4eR+N/Fttqs7qY/DrCUxqNpaVs+UBj+EbWb3JAr7l0jRWbaXU17OHoqtDmkrK+h8ji8S6FTli7u2pyHwk+GNr8NvCdlotl+9ZP3k8+3HnSkAM+O2cDA7ACvXtF01srletWND0VGkUba7ax0dIsHbzXpWSVkeHzNu7JNKsVhjHHNaeKI4wigU5qESz4N/4K6MV+CvhLBx/wAT3/23lr83pLrRl8B6SNXgMkW/g6bc6atzu+bG8LGbgLjP+sOOntX6R/8ABW7a3wb8JoW2k60SPfEElfnJ4k03VLz4VaKtu2o31vE3nGBZbyWKFQr5bY0IhXHqjt1PqcWYS3INDt9Hj+EOt3RXRrrUJZZI0W9lijurRQYtrIv+tlZ9zAbQEUK5JPQFeWHO6iouSf070UUVmA1qYae1RtVIBDSUGirAq6lp9vqtjPZ3kKXFrcIY5YZBlXUjBBFfCv7Tn7Pdp8HtNHijR2ubvQncw3EHlZFlnBRyyjleNvI646kivvI1BdW8V5byQTxJNDIpR45FDKynggg9RXNiMPDEQ5ZHrZfmVbLaqqUnp1XRn4yal4006NIftFvI6QoXm2H5Hz3Jz0Ofr15qhoMN5ceLdC1WKx2+YWEkkKbpFWR3w/fcRlOQM44r2j9q/wCB1j8LviZfJpsaRaPqSG5ghIJ8vdjcuT2yeOvT2ryTS9Q1nQtFntbUs1vsaIiNyVHC4UEHKg7VBx1HGcdPClNRm6Ut0ff0sO61KOKo7PU2tY0sa+be+1S9tJLot5fEi5MMaqPlVR/rOVyM8qc4ABx51Z6/ZyW5hv7ho0QukW3gcMccHP8AtHtzitPxV4mnWGNbfTxAY7VRcXO0qQFcNlQN2AASueuDnjtw6yW2oQpdKI/Oj3NJvl7YwGGePTqeSefSlNXs0araUZHUHX51tJhbFZYHYCQ4LcjueDkdRycZI7gVpC0urO18+OJtsoMhkUYOSx+7g59eR6Vd8DfB/wAceK7iK7s/DF9c2D7rmO4uTDBC6n7m3fgsCxY8HGCD7102qfBnx7FrsWhHRJ7e+vId6SRASpMBgkKynauMgH0A+lFXD1LJ20/U48PjcMnJcy5v0t3/AK6nNf2fFJptvHayLLdLGM/MMnA5wCBjgkjngjrXong39nvVviz4fhvrNY9ltckb53VFLFcNtYKT0KnA44HpXrnw9/YmitbGMeJtT8xZCjTWVmnJAX7hkJ4+brgduvp9RaTocGmWNtY2VusFtbxrFFEg4VVGAB9AK68Ll0r3raLsefmeewkuXDWcm9X6bbnlnwX/AGf9K+D8Nw1pd3N7dXSKs0k+3bxz8oxkDJJwSetew2NiS3C1o2WhySMMrxXT6doqQqCVr3VCNOPLBWR8XUrTrT56juytodiYwCVxXSRrtXGKZDbLGOBU+Kki4lNan0xqEB8Ef8FdpNnwh8Gjudab/wBENX5v+JPtFl8NdEmhiubTzjse4EVxGsoIbK7zO0bfRY16fXP6Nf8ABXqRV+FPgoHnOryY/wC/Jr86L5tEbwLow1eXbH1VdLj00zhsH7+xvPxj/np7e1WYy3PMCx5+biiuntdFsLj4c6rqglt11G11K3hjSScLK0Lxyltsefm+ZUyQDj15orMR/SdRTd1G6psANUbdadupjVSASm5oY0xmqwHUhpu73pN1AHMfED4Z+GPihpKab4o0a31izRxIizZVkYd1ZSGGe+Dz0NeSfE39j/wr4rt7qfw/jwzfS7P3NtEn2Vtp5GzblSR3UjBAOOufoHdTGBrOVGnU0nG52UMZiMM06U2vnp92x+Q3xg/Zt+KGk+JH06x+H+uajFFJ+5vLKE3EUgycHcmQoxjqe1elfAn9gnVdLaw1/wCIO1XhfzotAXEg7ECZunBH3FyOMZwSD+lbR7qhm0+KYYZR+VZ0sJSpbHdis2xOK1m9TxGz8NFdiLHsRRgKBgAV1Ok+HH4G3Aru10OBWyEFXYrOOPoK7Tx7mDZ+HEVRuFX4dBijbdtFa4ULS0mxEEdokeABVhVCj0ozRurO4xf0pabuo3e9SMWo2pS1Rs3FMq5+f/8AwV+l2fDHwKvc6tMf/INfnR4qaS++GuhRwTXt35PzyQmaeSOJQrchGtkRR7rK/wDWv0O/4LBNn4d+AVB/5ilwf/IQr8+PFl9qem/DHw+sSanYW9wnlvKY7yKG4QqflDPO0Tg+iRr+VUZy3PLd23qaKYxorMR+u/8Aw9m0rnPw9uQVbaR/ay//ABqhv+Cs+kBd4+Hl4V9f7UX/AONV8AQ/E7SY7F4X0CGSRreKLzMJ95bW4hLY29S8ySfWId8EbGp+NNIm8GwXMei2ySXs93ZKqhA0RW3sFWXOOmVlP/A2989nLAzuz7lj/wCCtWiu2D8PrxR6/wBqKf8A2lTW/wCCtWkbSy/Du8MfOG/tMAHHX/ll6GvhfS/idoOpeNbQXWg2llY3F+plaUKyQRtqAnYkbeQsX7v6D04rBt/iRpNvpsdofD8UrJFGhm+XLFYrlC33e7Txt/2yHthWiO7P0Bf/AIK4aJ/B8Pbxjuxzqij/ANpVC3/BXHRyxC/Di9bn/oKr/wDGq+GL3xRoa+C9P1BdHt0nla6sTHtTeGWys0WQnH98SP8AVm5ySaj0/wCIPhq+8WQmXQrW0sbi7GTIibIUbUEnyRjoIgY/ocdOKmyHdn3Qv/BXLRmzn4d3g/7iq4/9FU3/AIe5aKTj/hXd5n21Rf8A41XwBb+OtFsoYoW0GCbyni3SbU+cILkN/D/F50R/7ZD2xbm8RaR/wjdlqH9j2wMhuLFo/LXcXGnwQrIeP+epaQe5POeaWgXZ97p/wV00DnPw8vwR6amn/wAbp3/D3bw7kZ+Huogdz/aUeP8A0CvgXT/Gvh278TfvtDtbSzub4tmRUKQRvewzYPy9FijeP6Oe2RWdD420K0GnxHQYLo2k8MkshRP3ypLcsw6fxLNEOf8AnkPbC0Hqfoe3/BWzQPL8z/hX19sI4P8AacfPPT/V8VVk/wCCvGgR8/8ACu9QP/cST/43XwDJ4g0dvDMeo/2Rb/xWPlbV3eZ/Zyw+b0/565l+vPXmlHjTw3eXkif2Fb20d1dySI7Im2GN7m3cDp0VIpV47SHtmgNT75/4e/eH/wDoneof+DNP/jdSx/8ABXrw4xwfh7qQ/wC4jH/8br88rjxn4esdTgjXQ7e5htblC7qibZ0S6nkPbo0ckac9ox2xU0GuaL/wi91qH9jwZXyLEIUXd5h0+WIyA4/56gS+uQD15ouB+hS/8FdvDRzu+H+pDA/6CEfp/uUi/wDBXnw1ty3w+1Jf+4hGf/ZK/OubxloN3b3cC6FFbvcSyNHMUX90rPalR0/hEMw/7bH1NaGoeOvDVj4hKroFrdWdreDmNE2TRpezSnHHIaJ0Tnso7YpXHc/QI/8ABXzwuB/yIGq59Pt8f/xNKf8Agr14WCg/8IDqme4+3x//ABNfnra63obeFLzUX0eEtEYLHbsUt5jWV0nmf9/Nj/VAetZl14w0C4sZIk0JIpnjkQS7U+VmjtlVunZoZj/21PqaQXZ+ji/8FfvCrEZ8A6qP+36P/wCJpw/4K+eEuM+A9XB7/wCmRf4V+euqeL/C2n+MLry9Dt73T7e7Kr5KIY5UXUGmyvHQw4jHt7VW0/WNCXwrcX8ukRO1vJbWj5Rdzu8F7l/pu8pv+2Y9BSC7P0U/4e9eEDnHgbVc+95GP/Zajk/4K7eFlAx4E1I/9v8AGP8A2WvzauPF2gzW8MSaIkbpBJGz7VyXa0giV/wljkk/7aE9c1ra54r8L2HirUli0S3u7JLqURNCqeWyC+SVSvbHkq0Y9n9KNB3Z7p+21+2hpf7Unh3w1pumeHbrRDpVzLcSPc3KSB96hQBgDGMV89Sax4X1Pw7p1jqC30NxboNz2Om2iFmxjmUEO4/3qr6lcaXqngO4uLWwjtbq2urS3Mm0Bm3fbHYjHYjygf8AcHtXEbfWk2Lc9Q0/T/D/APwp+9klXTTe+Q58ySRBfC9+1RBFRc7/ACvs/mE4G3JbPzBcFeX/AIfSipYHWvIHXIG3t1r0G+8DR6X8MdE1dfsk91qF00sky3sRkghB2RxmIPuDErIx+XgeXzyRRRXZFXuZs4CbcZMRjB3csO/NV1XqSc9OtFFZso9cj0HwlJ8AZtWlW3j15QFicyZnluvtWCoxLxH9nOdpjByu7dgjPjZ+uMdcCiilLoKI3zhGCoyQf4s16nZ6HoVx8B7zVxFZx6tBJ5bTXLP9pklM6YEOJNuwRMchkzkMc9MFFSuo2eUlm7EKucZIpjM2T83HpRRUlHoi6J4RHwQi1ad7iPxY+pT2sSx3iFZFUW7AvCUyIwjy/MGGWIHzDOzzt5G4AIx04oopsSK8jOcZOB9a9NsdB0hvgfPq6ada3epi7mhnuprlkmtgDB5bIPMCtu3sNhjJIDtuATgooiDPLvMfOA2KFO5sk/pRRUDPT9M8P6RH8EtS1afSrO91N5fLhvxcSRyWZEsQww83a7srNiMR527n3fLivL2KheGyaKKp9BIbuLH2rol0O1m+HNxqwkgF9BqSwMj3KrI0bR5G2InLDcOSAccZ60UVK3GcvuPXvSFiaKKkD00eGdGb4QjVDaQi5EHnf2n9obzPtn2zy/smzdt2/Zx5v3d2TndjivNBGzcY/wAaKKqXQRNBZz3EyQwQSyyucKsaEsxxngD2oooqQP/Z) | ASR 1152 x007 0404 Digel
Randskår fra større digel |
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) | ASR 926 x015 0404 Digel
Digelskår, bug. Tykkelse: 1-4 mm. |
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) | ASR 926 x124 0404 Digel
Digel. bugskår. Tykkelse: 5-8mm |
![](/grafik/intetbillede.jpg) | ASR 926 x042 0404 Digel
Digelskår. Meget lille bugskår. Tykkelse: 5-8mm. |
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) | ASR 926 x022 0404 Digel
Bugskår, digel. Tykkelse: 5-8 mm |
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) | ASR 926 x022 0404 Digel
Bundskår. Digel. Tykkelse: 5-8mm |
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) | ASR 926 x052 0404 Digel
Bundskår, digel. Tykkelse: 5-8mm |
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) | ASR 926 x104 0404 Digel
Digel, bundskår. Tykkelse: 5-8 mm |
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) | ASR 926 x106 0404 Digel
Digelskår, rand. Tykkelse: 5-8mm |
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4eNHqOqXd3cXdtieJZwoVmHXCjJJz07ZxnHWuKvKDcqb18ktfvN6ManKq8dNfib0t6Hc+JpI7O4Kopnnds+YnBB4OCPYVY0f4h3fhrSVFlJ5dzucE7cDkDBz1J9uetcLZ/Fzw54jvGaZnsCx+RroAL24JBPPucVr+JLfTrJomt5pJ5NvmN5TBlYEdc+n/168hUalFaqx7KxFOs9Hc7H4d30uuXF62q3WbmRlYLIDk4HUn+X/wBavVfDesxaXcGG7gVoNh2nex+UY4OenOefavGPBVgNWWPUpZDE+NkaR8HpjOc9K9Z8OxOslvGxAZE3Jvy2cjjn3OKl1JSly9ClGPxdTudJtYbc6jdy3MkMl2xYOAGXOSoC7eBjp+NO1yD+0LGSJoYBuhJEm7liei9u/pzg9qydSnb7DCkrsnzsRHGT/CM4zxnqDnpxWjFeQR21vKxnQYDqvBPPGTk9fp6Vcr7p6kKMb3ZV0W1hh0OC3b5ZsrJI7EN82PU9Bg/qayNchfzBFLK13OrAmMEbQOADjHHbgdgK2/LextpYJyC2QwbJIbIDHJx1ycenfvUtzJp95DLM1xDp8EEfnS3UwHlgDr/F6DHryMVbnUcuVPUFyx16HnuvXQmsVunijjnjZfLOegAOCR7n9SOao6fqw/sqaKVQLfeCZMYyOTkgnJ710eoXyfZ/s8bQzxBjIjo3ySIw4I45BFZ97bxLNeny5EhiIiEcZ7gZ3Lkep7etaU5cy5WthTT05epBNdQ6T/oNxbQ/v1YoirkMGPVh1H5elei/AOW/1DxPrLPqUjWVjFGv2SKZmgJcHBwehAU/pXjGsTXS39jeTRNcTFBHEsZZtgxuAJ98k/8A6q9v/Z7EVtY63OjpMXmSJ5lG3c6gsRj0Acc8c5rsw8f3xw4qS9gz5+/4KKKp8Q+FXzgi3nB5/wBpa+MuGY5PX0FfY/8AwUMu0bWvCgB5MM/GM/xJzXx0U5zuPvXsnzD3O50Hwn4S1HSba41DxpDpl5IPntWsZpDHz3KjB9eK5nxVpemaRqjQaXq66zZhQwukgeLLHqu1uePWun0KP4dDTbc6sfEbX+D5os/I8oHPGNxz09a5nxcuhHVf+KdF+NO2D/kIlDLu7/d4x0p9BGGzHtRRjGBRUgfvU2OucetfFPx4kh1n4o6nLp37pp1+zxSQyAb2CYaQ549f8nn7SuIY7iKSKZQ8TqVZSOCCMEV8fftGfAhvBdp/wkGhXE7ab5nzWzMW+zMeVKnkbeq8jjgc1z1ouUdD0sNNU6l2cnHJDoNmqzkXH7oltjHk8YAXnHO0/l6CvOvGVtrTXcGoWlnNFY3Mhnt5N5bzGBIzyBjJ7Dnv6VsaT40vYbGztb2xilaaXYZmnx5Yxw233PUg8cV0Gq+II7W1S3uLgzLGgZEUHDEHkKPYHPPrXjc3I7VNz3PZ8+sNjy7VdKudQuIYdUiW5uZVMkOV3mN+ucEYB+vf8K838XeA9UkvleWaS2F+VaG1itSolYnGQiHAy3cDGTivWdSkhuWllgd54ZPnSSZCvynd8qnk8HHPfI5rzX4l2us6pfaRHJcXT28MWyOa5O0ohHAUZ+7gHGPeu2jU1tJmdegpUm6cby2/r/gmL4H+JEHhG3FvPYyMyMWM4w5LZ4bkjnjHXtUHjrx3ZeMvFmnzOsi6WgRLjCkOyl9zrjPSt2Lxf4p0vTYrW88O2urpEQY7gwAhhxjIA5PIGTSeA/B0WqeMo7nxFpHlW7yE/Yo1CBmP+x2UdcZHatVGmpOq9PmefL20orDx1XmrWsYviy907xZeafp3hnRpVVcoGWICWRsD5QF/hAGea9m8L+GTofhux0y6eH7etsymNmLmNjyQR2xuGCPQ9am1HX/Cfw71/Sbax0+2t01MGNLiGJTsORyx6kfMBx6VspYtJqFxes3+lyovzq53FcDIGM9PlHpx2rzq1VezSitOnc76FHlqylNpy69i3oekytM1uGjkdIfNd48xsQMZAx3546cVr+F5ptD/ANIluZJcLJC7SNz94naPXHr7Vg6Wt1YzSZICMW+YgsxyOpPp7H0FXFeW/aNo5Fh8vIJyTjP8We5/+vXnKbjex6Vlpcvx+PryTULaPyY7exdjbs9yNhbnkg59ugB713UPirS3txd3NysWQgMiLx0BAzj0br6fTFeMajZtJI8N3OZbdpd7LgZLYXbyBwOOmO5/DstOi0/Up4z5TXNuyrGse45QjgkduM+ncY9K2jyvctqLVzvfGviZNDEdwm2/jdPlZXIToM9hnj0/oa43TfHEOo3klpqkcdrbTobe7AjMgkicZwQQMdF561Ha2V9b6gdOmle7tl3LBGF4WIsHUD/gR6/hxVeOaw1LW7y11BGtx5TRLHJ8u04JX3GPSumMUrPuVCEJJ03r5mjoOqW9ha2UOnWamwt0a2R4ASB8zOC+4k7vnORnj2rcuIYtR0u6lSMtewSZEgJIkU8kEdO/1461yOntpkWtJbWvnX0m7cZElYxsxA4aMcEg/oa6nT7NLVplnO9Z2JMq7mKvnABHUcHrj/60ykou7erM3TcdIqyOJ1TXYI7W3lmnhZmxGqM43A5IJOPQ5Fe4/CPw/d+EvC0kd2IluLq5e5IiJPytgLn3wBxXyzqWkzeOfiRYadpqrbj7YVkWBiUcKcEg/mfwNfaMcYhhSNckKoUZ5PFethqKh73U+bxVZzfItkfHP7esxm1jwuev7mcfqlfKAYr2+tfVv7din+0/CzZ42Tj9Ur5TkbMjcd67jyHud/4c8faBo+j29tP4F0zU7qIHfeXE02+Q5JyQrAD049KtXXxU0KRsj4daFGR0Jec/n8/NN8I+OPGek6HDaaRo1vc2aA7Zjo0c7Nzk5coSefU1zPjjVta1vWhca7aLZ3piVRGtmtsNuSQdiqB3PNXfQRi6peRahqVzdR2sVlHLIXW3gz5cYJ+6uSTgfWiqvlknHT60VAH70SLgVVvbWK8tpILiFLiCRSrxyKGVlPUEHqK0pI6ryocYoOg+cviR+yjoOs6bct4dlfSb1n8xY5HLQ9CNo/iUcnuetfO/jL4a+MfBLf6bZyz2SzDMyJ5hwCMAMDgZGeT6+vFfoFexZUgVzeo2yzK6OgdGBBVhkEdwRWFSjCotUdVHE1KL0eh8X3Oiwax4Zlg0yJZRFEzTKnBVV75YcEf1rir7w/o8djHcXmuXGp3SbVKRQnauVyFBY9c9SQPrX0f8Qf2fo59L1OfwrN/Z99Puc2r58qQZyUGOmT0z7DgV8xXuo3Gjpe6dqENpa6n5gRlml8tomHBUr1zx39O+RXnui6ejXzPXpYmM03GVn+pPqVjaLJaTWUrOnlYkmPy7W3bsEdjgAfl1ryqy8ca9qmqSS6Bp8xuE/ci4DMXJPAHGAvHGPevQNF8VXFmz2N7FhVcIfMUFDyQPqOcfT6V1XhyHRfLlv4wsYy+yNU6soyxA56DBPoM1Maii2mrnRUoydOMoyt6dTwDxBfeKNc8Y6XYXWnwR65byK0MMa4yThhuyxGOM9uK9g8K2fjFbp5PEKWItWTYIkB8zdn7vYY6+vb615/b6na6f8WrrU79jBFbybfNkBHzFNhJJ/MfSvbb66W5vLa6sLq4vdM8hWRy6sSP4c4AwcY6f1qMVJ8sVFL+uxxYSP7ycpSe/5dyxf6sun2Fy0trcTuqofLtwGZs45A9v6VRvPGmj6hp9hDo9y8k++R7xXhO6J+hDev3Rj6GuC8V/Hr+wfEF7p3/CPtFBAIxGUlKZ2qBuAxwG65rD8BeIl17WLzVptIgsDK8puJ2kKrKjBNiDIJyu1iW75FYUsM4U3KWh1vFRlWjGOvR+R7BDqVpNeRWaxtJJcA7pY8rhh8xUnHHy+h6Ec1HfXp8IxyziI3UIyJNr7duBuyCM9cYx34rndU8QeHvAi6Xp81u0y6kjXEc8o3qsnTl+oP3eg44rc1TU0vPs1jNYyxSz5UR5LLwPvk569vxriUOSadnY6nNyTSauaH/CfItvPM9usV1dgNFcSnevlgcrgDqD/M81nWOuJdxi51NY3M4DiUElztHG5vQkdzzz35rB1iVbW8t7JggXgrs+8o6AEnqvufzrWsJrGexWMq7XUZwuQpj29Q3qDnPt2713Rs/Q7I29nzR3F8Mxz2PiKU6dcPuniwq3A45OByDzztPb+RrpfGXii50Lw3HeoD5cxMfmIPlExXGS2fbP4VJa6latbrLNJFcNGGMvkghkJAwSPTIA9Oa4/wAfa4G0W5sWkULNO0u2PqjAEZwcDOW/HbWlOnGU07XOXMK0o09dH+Z1f7ONis3jaJ5FXdb2kkqbecMSFJJ997V9PNXgX7LPh5NNXWLpZJJsxxIryEEnOc8j/cHFe/AV7cPhPjp7nx3+3jFsu/Cr/wCzOB+aV8lqu5sk/WvsL9vSEL/wihK5JFxg/wDfFfIEakk4GW6fStDme56r4J0f4m6h4btn8O6nc2uj5byYk1ZIFB3HPylwRzntXK/Ei08S6braQ+KbtrrUPJVlka7W5YoScDerH34zWh4a+H+nazo8N7ceNdE0uaQnNrdvL5keDjkBCDnr1rnvGWgweH9SWC21uz15GjDm5si5QHJ+U7gDnj9aroIwGbPsKKXgLk9aKgD9+Zo8VVkUelaMkR5PeqskfoKs1Mi5j+bPWsq8swc4FdHLD1qlcQZ7VNhnJXFmVyQK8z8efAXwR8QL577XNCiub5gAbmOR4nOMYztIBOABznivabi1yOKyriz3AnFK3cLtHwz8S/gyvw/1ho2Zn0Mws9jK0hJYrk+S2f4hngjqPoRXG2djd6gPsdvHsMEbMI1IBG7vnPvz3xkV90eNPBOn+MtIk03U42eBm3q0blWRgCAwI7jJr5h+JXwn8S+CG+2jUTeaMieW0kWY3KjgLJ6DOD1wcdR0rysRR5X7RbH0GExfND2Unr0PKvEnhWBPCElrJFHDK6PvaZN8fmZyjKw5Ujpg9j+XK/Cj4nW/h/S5NG1OcWrRswUXBKjrkDPYdsH2rWvvtd1etDqEzJHHtxGcMV4HPv26VDq/hMa1bqrWEV0sjAK0h2le2QeMDkc5+tcnNGpD2UtUbzpSpy9tD4vvuc78SjL8SdWisNCjhvX06GS6mmSRAFjYoMZzzg9h6/WvS9H8ORXRsrFY5rp1jSMof9U5CYGNp4Ix165rhdH8M6b4ekeWz/dTM2JEaYkYBOc9uBnB+v1qfxz4vfR9Fs0i1h7e5WXzI5NPd2aIHdkckAnIXjPeur2ftIxhHZHFGs6Mp1JvV9vyIfjJp8l/4fZPtEJbS24ty2ZFGdp5xyMY47D6Vo/DTxVNrHhWzheVpLsk2zOCB5QB4cnIwcfieOtea3XxE8yyghbTBNdmLbPI7YVzx/CB7Dv1JqH4dz61pPiG1lg0+eXTpp0NxC6MsTIG6ljwMc85qnRfs7SS01QpVqftVKk201Z6Hq2v6Vc6hqryx3hu32hHbO1kYDBCrxnOfxrT8P6Lcy2bXLFoL6MiNVYnPB6EdQD9c1uXnmagm3S447CxEYMt1Pn96SAx2sB1G7mp/Bc8OnXklhclWMieXMY0JQ91b5u55rh9o0tj1I81ONrmHpn9pxau1hJHIrzHZs2dQMDPHBHTjtVDXltrcPNCpZVjaEbuS8gZg2PbIHPeu016XUdP1GC+hEMcK7vIWRSCTkAlj1HX16AZrb8BfDePxzrVr/a10pskDymG3QLuYFSVB9Dnr6LXdQicmOrOpGDfS5337OGm3kHhW4vbuymszdGMx+cCNygEgqD1X5uD3r2O1Tc3rVaG3jtreOGFFjijUIiKMAADAArS05AxFemlZWPn5S5nc+SP2/IdsPhFsgDNxn16J0r4zaQBSqjaK+1P+ChUIWx8IED/AJaXAz+CV8TsM9apmD3O48N6T4DutFil1rXtWstSJIkht7BZY15OMMXGeMdqvyaL8Lx08S683sNMjH/tSszw34m8IabpSW+q+EZNWvFJ3XS6i8O7nj5QMDjisXxdqWj6tfxy6Jo50S2EYVrc3LT5bJ+bcw9Mce1V0EWfF1r4TtIoD4c1DU76UsfNF/bJEoXsRtY5NFcwfc0VIH9BTKagkiIq5t/E1HItaFmdJHVaSP2rSkXIqtLHSAyLiAkccGqU1uGB45rZkjzVO4jFIdznriz3ZyKx9Q01Jo3jdFeNgQVYZBB7Guski7VQubcbeRUjPkz48fA21s9NOteGLKWG8R1Wa1t1Z1K9N4XnbjHOBXzx/ax0eZfN07awOP4cu35dCB6+tfpBeWXXivmf9ob4PyKreItCsVldTvu4c7RGByZFwPzHPr615eIw/wBuH3Hs4XFPSnP5M+X7y11NdN1W/sNIW5N3HJAq3FwF8kP8pYJzuHzFckjBPHI4x77wXZaPp1ja/aBPqkluJTOqk/ZXwMBSCckEZzXplvYy6leRwaK0T3KoUmadSI4txO3qcbsDr0/OqGsaNpfh3UhBr9/DbPMhlhnLkyTt/EScHGPfHoDWftpNqETojhYJudT8Tz34e65PNYX+kXzYmtpBK6tGP3q5A+Zsc4IHB9frXsOnwr4V0yS9uLc3IPlSW67CVPI7jj5sY+hPevI/EnifwvY2Ky2l7NdX7TMHgSJgdgPBcsByfb0qvpfj7xrfWqwaZaMLcoY4bi6TOwHnKseCfTrROnOo+a1vU3hiKNGPsr81ux33ijUT4mmtbhbCaKONkgYk+VCxXBGQDjP+NaWrebDA13aSrNJCBL5SpgEA7jzjJPI/IV45a+EL6W7E2q3U17cyN5jFZCwHOck9c17Im2TS2tFDxnZnzY8lsHIODnGOOTyea56nLTtyvYunGpUvKcbX2J5PF1zeXTsrw3JuoVVg4/1b9SFyc556nsPXmvUvgfJdP4wjsp4TILW3kkWdflAXheQDjJyvrXk9leJaTRJ9mDpBiPzdq4IJ5Y+uMHFfS/wV0+RdFur2b597CCGRkClo0ycj2yx49q3w0pVJprYWYRhSoWerPRAp4rT023O4cVTjTcwrodLt+hxXsnyp8f8A/BRDMOj+EuAQ0045H+ytfDTMG5wRX3f/AMFIIdmg+D27/aJx/wCOrXwazelORkd54V8fXOg6PFZweF9D1NUZm+032m+dK2Tnls84rG8a+JLnxLqkVzcaVYaRJHGEEWn2wt0IBPzFe556+1dv8Pbj4tDwzAvhNNS/sXe/lm3jQpuz82CR61y/xR/4TNtWtX8bC6+3mHEP2oAHy8npj3zT6AcWeKKTrRUAf0J01hR3J60m71rYohdO4qvJH+VW2/So2XcuOtAFBo8VVmhHetJlqCSPdSAxJYsGqske7gjNbE0PXPSqUsOODUtDMa6t+DxWLeWIZWyuQa6iSI8giqFxb+1SM+EPjV4f1D4b+MJbeK3+w+GbyUXFvMsY8sN1K78dR6E9AK8i8cWOm+NpFhlmkdrdj9kuLUhiUPUHOcjgmv0s8QeHbLXLGWzv7OG9tJBh4biMOrfga+VfiB+y3eeG9RvNZ8JNFLYwx+YumzEmUtkllQ4xjGMAnPX8fKqYZwn7SnufSYfHU6tP2GIWh5Bp/wAPdNsNP00jT7aK5RfKe4mRT0AIO7HX1PHNdTqVlZyRxSRuHukiWBto2kheFcHI5Ax6/nXCt42k17UEt7p3tLa2UsLfdnLd/wDgXbArrrPTVfSb1ra63XsMYuHkZSwOM8Zzgn/GvOfP9tnpyp00vdVjj3s9XsrhoUgidx+8ddwDEZwCT+NdRpt9b2dmk8QjhkjjBPnohj3buOAORkMD9TXNXt099Ik8uoRWU0cQVQFI3Z65wP8AOamsbGzNjCt5fyy2sZLE28m1uVONoPBAbBwevPA61cvfSi3ZlLmpvmjr5HX+C7OHXvFmnwNNbWkuoM0MO0AAPwfu5z06evHrX1/pdgul6fbWaEskMaxhj1OBjJrw/wDZ0+DWm2dpB411GI3GrXDu1nvPywR8oGAHGWGTn0Ir31Y9xGK9bC0vZxv3Pm8wxPtqnKtkPtYt0grq9Lt/lHFY2n2uWHFdTp8O1RXoRR5J8Z/8FKIiPDPhBgOBdTZOP9ha+AT1r9CP+ClEe7wp4SPf7ZKP/HBX58v8pxSluQdx4T+Ht/4h0dLy38S6NpkTMw+z3mpCCQYOOVPrWlP8GbqZgZ/GfhZj03Pq6n+lYnhXwx4U1bS1n1jxkNFuy5BtRp8sxAHQ7lOOazPGOj6Lot5DHomuHXrd03PMbVoNrZ6YY88Y5o6AZuvaSdD1a5sTd216YW2/aLOTzIn4zlW7iis8mioA/oPzSU1mptbDHM1Ju603dSFuRQAjd6jdeKezc03dQBWlUGqU0YOa0WG6q80fpSEZckP51Ukh3ZrWljPXFVWjwaQzFnh6ise+tRg8V080Oc1QuLMt2zU2GfN/xK/Zd8N+NvtF3p0S6FrUjGT7Tbg+XIxOTvTpz6jB5zzXyh4u03WPA/iO40O4uJBcWzGGTHyhiO47spHIJ9a/TNtNC84ry/43fAq0+Keiia2SK38RWYza3bDG4Dny3P8AdPb0PPrnkrUeZc0VqerhMa6clCo/d/I+BpraW6aFCPNmbO5nyAffNdr8Mfh6/jr4iaboE+omLzWLPJHH0jRSzAc8E4Iyf/rVc1r4T+MvDM80mpeF9VjEY2RyW9sbhGbOMZQkc/jX0j+zP8F73wr5nifXrWSz1O4i8qC1nOZYlP3mb0J4G30688Dio0pzkuaJ6mJxFOEG4S1fY9Vh0OHTLO3s7SJYbeCNYo416KqjAA/AVNa2LbuRXQPbq3OKfHagYwK9qx8rchsbPbjituGPao4qOGHaBVpV2rVoD4t/4KUr/wAUf4TPf7dJ/wCi6/PZzntzX6G/8FJkZ/BfhbaMn+0H6f8AXM1+eUlZz3Edf4V1DwPa6Yq69o+rXt/vJMlneJFHt7DaUJz+NZnjC88PX19E3hvTr3T7YJh0vbgTMzZ6ghRgYrT8K+N9M0HTBa3Xg7Stbm3FvtV4Zd5B7fK4GB9KzPGHiS18SXcMtroNjoKRpsMViHw5z947mPNLoBzp96KKKkD+gYyc9aDIB3r8t2/4KEfFAx487SwQeW+yfp96pF/4KCfEyNctPp8kn/PP7IAPr1rfQR+oZkpnmV+Vzft//FVkGL/Twc9fsa1HJ+318V9uBqVkD6/Y0paAfqn5gPGaPMr8ov8AhvT4tlsf2xaD/tyj/wAKa37eHxabJ/ty3X0xZRf4UXQXP1e8wetNZlx1r8nJv26Pi423b4ijBxk4s4v/AImoZP24vi4yn/ipgv0tIf8A4mjQD9YjhgRniqzAdM1+T/8Aw2z8XTnPilh6YtYfT/cquf20Pi0zAt4slI6EfZ4hn/x2ldAfq/Lt9RVdmX1r8oJP2xPizIvPi64GPSGLP/oNVG/a3+KrZB8X3nzeiRj/ANlougP1mbY3GRSiFAucivyUX9qz4pBtzeMb7C9sryfyqCT9qj4pSMSfGepDj+GQD+lF0B+tM6qveqpkUN1r8lpf2mPifJ97xtqx+k9V2/aI+I7DLeMtXJ/6+WpXQz9chKuetWrdk7tX4/r+0B8RGOT4y1g4/wCnt/8AGmt8e/iGz5PjPWx9L2Qf1p3QH7HrImPvCh7hAPvD86/Gpvjv8Qm6+MtcP/b/ACf41BJ8a/HczHf4v1tv+3+X/wCKo5kB9n/8FIrhW8D+GArZ/wCJg3y+v7s1+esmCxre8R+Ntf8AFMcaavrN/qaRnci3dw8gUnqRuJ5rA9eKmTuB6X8Pdc+IdjoPleGNIkvNPWRj5yaSlx8x6jeUJ/DNJ4s8J/E3xzdw3Gq+GtQllhTYhi00QgAnPRFGa4Sw8Savpdubey1O8tICdxjhnZFz64BqRvF+uN97WdQb63L/AONF9LAT+Ifh/wCI/Ctolzq+i3um28j7FkuISilsZxk98A0Vm3usX+pKqXd7cXKKchZZGcA/iaKnToBdwyIr4yCcD0pkm9XGd2TyPeu5uMN8FbVxtyuuyKTjnHkLxR8RGX+xPAsgXbu0fGQMdJ5auwji/LduNp3f3cc5qIqxZl2MXHVccjHWvVvGhFn8bdImSFNrPp7bG6H93F1xS+GY1X4z+KUKKR5erLt7D91L0p2A8mjV5Ed1ViqD5mA4H1oKuYzIEbywdu7HGfTPrXc+AcN4K+IKkZ/4l0LfTFzH/jUdmwb4Kakucldct2x9YJP8KVgOJZZI41d0ZUcZUkY3djiho5oWVJI2jZgCFYEEgjIP4123jbEnw98BMGzi3ulPti4b/GrfxMkz4z8OP2Olaa2cekKUWA4WOxubi6e3S2me5AOYVQ7gR1GMZ4wfyqulvNceaYopJBEu99ik7VzjJ9ByOfevYrGRl/aW1Ef3tQuxjHqj/wCNcr8McfZvGykjLaDcdf8ArpGaLAcPHazzW8twsMjW8ZCvKqkqpOcAnoCcH8qR7SdLWO5MMiwSMUSUqdrMMZAPqMj8xXb+G5cfB7xcnT/T7En/AMjUmpsn/CndCAOXXVrvH4xw80rDOMvLG4s1hEsMkXmIJE3qRvU9GHqDjr7UsmkXyaoNOa0nW/ZxGLYxkSFj0G3rk5Fdl8SZDJH4Nbp/xI7cH8HcV0PiZkX9pC1lDDb/AGlZtu/CM0WA8st9HvbqSeKG2lklgVmkRVJKKoJYkdsAHP0qODT7m6t7ieKGSSG3UPLIqkhFJCgk9skgfjXovhORU+I3itd3DWeqAeh/dS1k+C5Avgnx3HuClrG3IBPXFzH/AI0WA5MaXdrpZvxbyfYvN8j7RtO3fjO3Prjmi6026sre2nngeOG6UyQSMMCRQxUkfiCPwrsIpC3wUuF7LrsZ/OBs1D42kWTwb4Hw6sVsplbB6f6TIefzotoByl5pN5ZXcVrPbSQ3Eqo8cbjBZXAKkexBB/GpY/Depz60+kRWcsmqRs8bWqr84ZASwx6jB/Kuw8eXkcnjzQbgOrp9h00sVIwMQx5rYsb2Jf2hdXmWVFiN7fYkyMcpJzn8aLAeYw6VdXNne3KRM0Fpt818cJuOBn0yaoEjtXdeFzu+H/jnnnZZt9f33/164XaTkgZA5PFLYCNm+bk03NOYc80nHpUgJRSnNFAG3/al2dNFgZ5PsXmmcQZ+XfjG7Hrjii+1a7vobaKeaSWO1j8qFWORGuScD0GST+NFFWA6bWr68vkup7uWS6TZtmZiWXaAFwfYAD8K7P4R3s114/lnuZGnnns75nkc5LMbeQkn1yaKKa3EcJb6lc2aXMMFxJDFcLsmRGIEihgwBHcZAP4U0ahcLZy2izyC2kcSNDuOwsAQGx6gE/nRRSGNm1C4nt4reWeSSGDIijZiVQE5IUdsnmpo9QnuL+1lup3mMWxA0jEkIuAAM9gKKKQHQ/EjVw/xG169sbvIe8keO4gfqCTyGFcnDdzQeZ5crx+YpR9rEblPUH1FFFD3ELHcTCN4VldYpCC8YY7WIzgke2T+dSPcSGFIjIxiQkrGW4BPU49eKKKBnYfEp/8AiX+DivH/ABJIhx7SyiuMNxLJN5jSM0v94nJ46c0UU3uIjWaQSMQ7BjkEg8nPWjeVz8x56gHrRRUDOqtdctV+GN5phlUXbapFcLD1JQROpb8yB+Ncm7lgASSB70UVXQBm4kdeaFY7gcnNFFSB2nhNv+KB8a/Ng+Ta/wDo9a4k9KKKp7IBrEY460nFFFSAMTRRRQB//9k=) | ASR 1988 x371 0404 Digel
Fragment. |
![](/grafik/intetbillede.jpg) | ASR 926 x041 0404 Digel
Digelskår Ret dårligt bevaret. Ingen klar og tydelig glas-overflade på ydersiden. Overfladen ok. Tykkelse: 5-8mm |
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f8AC/PH7K3/ADGLof8AkQitlsZMT4feJrbSvD8UE3xK8TeGJQ7/AOgabaPJCgJ+8CLhOT/u1w3ibxjrniIi11TX9S1e1gkJiW+uZJAOwYKzEA4/nXqHwz1i/svCcMVt428G6IhdyLLWNKNxcqc9S/2STg9R8x+grxzUGEl5dFmjkdpSTJGNqtyeVGBgH6U+hJTk2hRtzzzz/n60MuV3g4PQikYZanBWjiLFTtb7pPTI/wD1/rUjPp7/AIJmOZP24fhwxxknUugA/wCYbddqKb/wTK/5Pe+G3/cS/wDTZdUUmB+5lx/rpP8AeNRVLP8A66T/AHj/ADqI0wEZhXmPxi8JX2pWn9r6TbPe3tvGVNrG21pPQj1IGf0r0tqQ1ElzKzLjLld0fnh4+sriLxYGlm220MOUlk3GZHPOwdc5I7Yx371H4ZsZdLDOXa+DKwB3MeSQM5BOQeTz6V9DfGb4S3UN9qGs2Vit3YTNJPcbDho92CxxnPXccjjmvJdHtzbxJb2YijgQrHkMPlbJ65/z+lcUouOh3RkpHJ6pJNp895fJvTzIjhW4IYAjAx3wcD6VieE5J7rxF9rS12iNPO3SdSwAwMDuN/J9Tjtmuy1i1b+3NPgnxKxy58sbwVwCTgfQVV01YLfUGuYLLY+8RoyqqM4yCcLnpjbn1xWd1sa26kUNzPPZrPqj+bO7sT0ZVXPAz1J7Hjj+d7Ur42elvBZpCk7xZHmYRc9yQenr/Ss9vBtxJqjXUSbFgDyRR3BZghZ2bOOgABIHcY49r1xoen2tq+oRlT5LHzCqhiBhnf2BPH4mpja9ipXtcoQ6Z9oazxeyTqZ1Z2Vl+bau3nGe4znrnHbitSRYFjEUcawSMmxN5439ME5JwMk/hWLp5W6ilvrCaSQyZkiDMGEYICqF6cH5jx65q3Yo4jLLzctIdxbH7rPGML0ODWqi11M+ZS6El7q82iaf5ifPsYIrSMBHknbz78V4D8Q/EkfhDWdHuL+4hHmecvzKcy8xbimAcZGRnPHPrXr3ivUIW01rWeFSwZHPmkyK7knHXoFxn6noe3hXjTR9b8ea3o1naQtco0TNuQg+VK8oBXPUEIM5BwKv1Fsbvw10O91rxRJ59z/p1wzSiZP3gG59+0nn7oPX3OD3r6ytgFUbcDAxXG/D/wAFWvgfw/Z2EAV5Y4wsk2OT7A+n/wCuuxg9KpK25jKXM9DRtpDuGDXTaVIxxmudsYdxFdRpcGMVtExZ0lqx8r8K/F79pJi3x48ff9hu6/8ARrV+0dqmI/bFfi1+0cC3x28fEA4/tu7/APRzVuvhMXubvw40vW7rwnDNZeE/BOrW/mOBc61fQR3LHPIKvcoQB2+UfjXJeIPgz4o0WwvNTuo9IjtoQZHS31qymYD0VEmLH6AE10nw78DnXfDEF2fhL4q8WF2cf2ppdxKkD4JGAFt3GV6H5u1eRXu+O4lQo8W1ivlvyy89D7jpVdCD1H4MeF9L8SWWoNqnhWPUrS1kD3OtXmrtYWtmhGAHbaQSSCQoyx6AGuL+IzeGz401ZfCcc0fh9ZCtn57lmZQoG7kZ5IY89iOBXR+DfiF4etfAs3hPxVpmo3unDUF1SCXSbtIJPM8vYySb0YMpGMHgqc9c4rj/ABt4ig8U+KNR1W00230e1uZd0VhaqBHAmMKowBngDJxycnvS+yPqfQv/AATJ/wCT3/ht/wBxL/02XVFL/wAEyR/xm78Nyep/tLH/AILbqioGfuXP/rpP94/zqE1Jcf66T/eP86jNMBpphqSo2oAjkUNGVYblPUGvD/jB8A9M8UaXcXGh2sOm6wrLIgjJjhlZegYKRjqemOeua9xaqdxHuU96lpPRlKTjsfnxFpWueD9eCXVpNBeWrC2likD75Nw+/Gx6Anoe/I75pX15rPVvNVvKtGWTL3BGCw6gtnA5GPfP5fZfjzwHZeLbVfOTy7uHmC4A5Q9efUcdK+W/HngSVr2C2kQRNE/79Gb5uMgkevTOeM9a5JQ5WdkKlzAs9YkkkkFvdzOGlGVTICoqk8AkZGcD6NnmptSkkm8NX3lPLDGfmOxGUOWCjK4GSflP4n61oeFtHt9Lh1KBgpnlkEq4+8gYAMv4AKffNWbqJ1khVi00SjCLxhRyeR78cY/nWKXKzdvmRzi3kun6asVvblId6QCJAdp+bAx3HXnp92ljvHtN8WWzLIpKcDcB82T7Zq3JCs2Y4osxsAFkZsbR7A9wMn8OK5Xxv4qi8Pr5On2v2zUpmVVUEhY1POTxk9eg545I61EanM7I05OWN2ZHizxHFqPi46TAhupbSL7RKVYbFcjaoOMcnPT8+ox2Xwl002egzPPg38kx88qpwDgFVBPJwpUZ9RXl2geH49JS8t55FN9q07me85EpkI3bUGMKFAPr0+gr3LwTpI0nw7bRlvMaQmVmHTLHPGfbFdMdzmqfCb0a7fpVuEc1HHDViNdrCq6mBsaeuWFdVpy/d71yunsdw4rq9NJ45raJEjobdf3fTtX4rftIK5+OHjouCqf23ebemP8AXNX7UwH92fpX4oftBSF/jd4+zjA1297f9N3rdfCYvci8KTeB10GNdYuPFSallty6aITbgZ4xuYHOOted3DDzHCsxXOfm6/8A669u+HXjiXSfCtraD4t6r4VRS2NMsrWd0i+Y85VgDnrx615x420Dw7pMccmi+KW8QTvIwmVrB7faOu4MxO7Jo6E9TlWtpVtluCuIWcxh+24AEj8iPzqL9adtHsaCu0jpk981JR9Qf8Eyj/xm98Nx3/4mX/ptuqKb/wAEyf8Ak+D4b/8AcS/9Nl1RSA/cyf8A18n+8f51FUsx/fyf7x/nUNUAm4fWmmlam0ANaopFyKlam0AZd1DuHSvD/jT4bkh1mx1sIqWYjME8y5yDzjcADkEED2xXvskeaz7yyjuIXjlRZI3BDKwyCD2IqHG6sVGXKz47s7grqd7FGvnI6gQquMuAcHBGcnGe/tULaTF/aLMJGiYMSFJ2kcgY5PUYFex+IPgncWOrG+0W6jkgzkWd0MFPYOByM44YZGOteJeKJNa8I6tcJqcEkcsZMieYhERUkceZ91iOcHOea4qlOR305xelzB8c69D4H8M6lqrtsl8oKqbuGcKxwB3OM8n0FeV6DbvqngO68RzTyWGoalJ5SyTZIyASfmIPy8HnjqcVt+PdP1Hx9JbC/T+z9It7hQyq3JyQuWxweG6H3HWt7UrWLxNDo2g6IsMmjWL+bqEy8JFHlSEbdjO7DA9MA9+am3KU/e22OE8QXDaXpunX2m3jT3elSRwzW+xi0xePYAeNxLEoc45wCK9t+Et1Lq3gu3ecxNPDLJE6wtuC4ckDPqFIrkvHWj2dxYWhMlqllbRh2hg+TEa/L0XnAQ5GP7vHavXPgr4Z+y/D2yGAw3uok2BS4U7QWA74UfkPpV0ldkVH7hMtqQvSnxwHdXVSaL6LUK6Nz0rflOa5nWMR3Y711elxHiqllpO1+ldDZ2fl9RWkURJluNf3f4V+Jfx+ZV+NHj1geW169x/3/ev29WH92a/D34/KT8avHX/Ycvf/AEe9bfZMup0vw9vNci8JWq2Wr/D+0t8vti1yysJLsfMc7mlhZz7ZJ4xjivGrpXWZw+A2TnH+Fe2fDvw3qt94NtbiD4b+GfEEDFwNQ1G/liuJMMeCou4wAOg+UcAdeteIXH+sYbdoz90dBR0EtyJuOBTcetTbZZlL4dwo5bk4AwPyHApgYBWHqKgo+nv+CZJP/Db3w254zqXf/qGXVFL/AMEywP8AhuD4b46D+0v/AE23VFSB+5Fx/r5P94/zqOpLj/Xyf7x/nUVaAIabS5ptIApp4pSaaaAGNUTr7VKf0pp5oAozwblNc7rfh+z1SExXtnBeQ/8APO4iWRfyIrrGWq00AanYDxTxZ8DPD2v2t5DbQf2R9pUCRLRQsTkHILJjHB9MV49rXwR13wbHqR0+D7fbXEexntwBlTjPyjkE88gV9cXVnntWZNBtJ4rKVNM0jUlE+FofB895a3VugmhuWVo0tCcE5IDbhn64I6Dr3NfV/gfwuvhfwfpOl4O63gAbcckMfmIz35JrqJNNtvPaf7ND5xIzJsG446c0rR5pQhyu9xyqcysZrWKt/Dio/wCy1znFamzt3p6pWhncz4bAL/Dir8dqBjirSQjrUypTSEVWi2ofpX4afH6Zf+Fz+OCoyf7avMn/ALbvX7pTL8jH2r8KPjxtHxg8bjHzf23eNu/7bPxV/ZF1NnwN4T07UfDFteXfw08aeIHffnUNJvfLtpMMR8o+ySYx0PzHkHp0rmPEGsfD650m5i0nwzr9jqRGIp7vXIp40Of4kFqhPGf4hWr4TvPC0Ph2Bb/xL4usb7D77XS7KOS3U5O3axuEJyME/KOc9a8ycfvG5x9anZCPVvgDoN/4mi+IOm6XaTX9/P4ZmWG3t0LvIftNuSAB7An8K8rvLWWxupbeeNopoXKSRsMFWBwQR65q3pPiDUdAjvk0+8ltFvbc2tx5TY8yIsrFD7ZVfyrOZixyTR0sPqfUH/BMr/k+D4bf9xL/ANNl1RR/wTJ/5Pg+G3/cS/8ATZdUVAz9ybji4k/3j/OojT7lv9Il/wB4/wA6i3VoIKbmgmmlqBi00+lGaTNACHpTfelZqTNACGmMKfTWNAFS4j3KcDms64t/atdxuqrMmaQHPz2554qo0e2tyeHOTVGaCiwGYRyKlReelPkhxTo4zxSAkjX04FTBe9NjG3jFS/w1QFeYfu2+lfg78c3D/GDxsc7v+J1ec/8AbZ6/eWcfumPtX4MfGpQ3xa8aNklf7ZvOcf8ATZ6r7Iup13gPxtf6V4MtLOD4rx+HI0WTGlNYXEhiyzHG5YiPmzng968UkzubJzz+de6eBbzXbfwTZNaD4bm2VHZV1oaeb04Zs+Z5vzk56Z7Y7V5f408eXfjRbVbnTdHsPs5bB0vTYbQvnH3vLUbunGemT61PQlHL0s0flsBuDEjJ2549jTf0pGqCz6h/4Jk/8nwfDb/uJf8ApsuqKT/gmT/yfB8Nv+4l/wCmy6opAfuLdN/pMv8Avn+dQ7qbeXCreTgsPvt/Oq5uU/vitbEFjdSFqrfak/vD86abpP7w/OgZZ3Um6q32pP7w/Ok+1Jn7w/OgCyWpu6q/2pP7w/Ok+1J/eH50AWS1NZqrtdJ03D86b9pT+8KQydiCOuKhkzimG5T+8PzqKS4jz94fnTASVaqSRjNTNcRgfeX86ge4T+8PzoAryx1Gq1K88fXcPzqLzkH8S/nQA4LTzUJuE/vj86Q3Kf3h+dAxbg/u3+lfgl8ZJN/xU8Xk851e7/8ARzV+81xcp5bfMOnrX4JfFqUS/E7xY4/i1a6P/kZqb+Enqd94J8LaneeCLa6h+EmmeILZo5CNYmurtJJAGb5iEuVXIxjhR93vXiMn3j256V6x4U8K6NqHhe3nl8DeN9UvZI2/03TLlRayNkgFV+zMcdM/MeQa4LVPAfiXRbOS9v8Aw/qdjaRkb57izkRFycDLEYHJAqXshIwDTT1r1Dwb4M8JWvhDTtd8YyaqyavqElhaR6XJGhhWJYzJM+9W34MqgINucN8w4rjvH3hObwL401vw/PKs8mm3ctqZlGBJsYgMB7gZ/Gps7XHc+gv+CZPH7cHw29/7S/8ATZdUUv8AwTJyf23vhseSP+JkP/KZd0VJRS/aU+KHinTf2jPina23iDU4IIPFWqxRRx3kgVFF5KAAA3AAA4rzr/hbnjBhkeJ9WGRzi9kA/nXtX7UGk6H/AMNOftA/ubUeSZ7i3GR8t011b+Yy/wC2S8uf95q4LStD8OzeIvDkT21oYJPCF5czhjw10trdsjNz94MsZHuBWycu5mcefiv4vB3HxPq2fX7bL/8AFUT/ABa8XSSZ/wCEm1bA6f6bL/8AFV2Pgrw/oc8nwikvrK2aHUNdlh1GSfAWaFZ4Bhz/AHQrN+Zrk/sOmf8ACsVuykJ1H+3TEWyN/k+SDj1xn9aXvdwE/wCFueLUUf8AFS6szbCDuvpeCeCRz6VEvxS8W+YufEmrH/t9l/8Aiq63x5ovh21vPi2tjbWsYsvEEcWm+Vj93AZrgFY/9nATpnoKt33h3QdP8SeIrU21pFCvg+zuoRIDtS4e0tHZx/tFmc8epp3l3C5x3/C4PFy25gHiTVMkk+b9tl3cgDGd3Tj/ADzUS/FvxjDyvifVw+Nv/H7Lxz/vV12j6P4an8QeBY5ba1MNx4YvJ7wORta5UXuxm5+98kWPotR+BND0PWP+FUxXNnbXE994qms79Ty09uHsgqvz9395IB9TReXcDjz8W/GLNn/hKdYB9ft0v/xVIPi54xVWx4q1hcdP9Plz/wChVbn03S4/hlq1yIYRqUfiGKCNz/rBAYZiV6/dyq9uwrofGWheHre++LgtILREsbyEaYsZ4jQ3O0iPnpt+vFL3u4XOPb4seL5OT4o1gnGP+P6X/wCKpp+LHjA9fFGsHjHN9L/8VXaXXh3Q5vFl/Db2ds1tF4JgvQsf3Rdf2bE7ycfxeYWY++ar+G9I8P3Gv/DZLm2szb3ejXMl+HYbZJRPeqrPzw21IvyWj3u4XOVm+LHjCQfN4n1fIOcfbZBjP/Aqf/wtzxhIoDeJtW2KOR9ul5/8erS0fTdIuPCfgaaeGB7u58SXcF5Ix+d4FWy2K3+zl5cfVqk8Q6RpVt4T8aT21tB5lr4ngtreZDnbCyXhKKe6/u0/75FHvdx6GDJ8WvGEu7d4n1Yhjkj7bJ1/76qNvid4t2gv4i1fafun7bLz9PmrsfE2g+H7fXPipFbW9qIbKwhfTghGEc3lopMfvsaQfQmo20nQn8VRQPb2q2v/AAiD3Xl7vk+1f2azhuv3/NAOP71HvdxHIj4oeKwD/wAVJqwyMf8AH7L/APFUz/hZ3ivcMeJNWJ/6/JD/AOzV2Phvw/osl18LDd2kHk6gZ/tzTHCzYuZFG4/7oA/CuatdP0qTwHoM8kUP2+TXp4Z3z85gEduVBHpln/M0e93Hczz8TPFTbh/wk2rHI5zey/8AxVcxcTSXEjvI7O7HcWYkknuTXp/ijRtEtrX4hm0gtke08TQ21kUblLc/bMqnqvyR/ktcr8WtNtdF+JXijT7GBbeytdSnihhT7qIrkAD6DFJ36jTRnWPjbxBpdmlpZ69qVrax/cggu5ERec8AHA5puoeNtf1a0ktb3W9QuraTG6Ge6kdWwcjIJ55ArDox05qeZjPUvCPi7wheeEdK0Lxe2qQx6NqE1/avpcMcn2hJVj8yF9zrs5iUhxu+83HSuL8deKH8ceMNa1+4Agm1K8kuTGOVQOxO3PsCB07Vz9BbIA7fSnfSwW6n1F/wTI/5Pg+G3P8A0Ev/AE2XVFJ/wTIx/wANwfDb/uJf+my6oqGM4b9qJ5P+GmPi4MnH/CXav/6Wy15h5zn+Vel/tR8/tNfFwZ/5m/V//S2WvMlUZALcZqiTrvEHiG1vPh74W0yCUte2E9488e0jaJDEUIPQ52n8q5JpX4UtkDtX0T8QPC/hLwF4dtrO88GFNG1PSVn0jxbbXMslzc3RgVwzAv5XllztZAgZRnkkc/ObOBnC4NVIlaj/ADG3Z756VseMfFT+LdYjv3h+zstnaWnlh92fIt44Q2cd/L3e2cViKwVJDjJ4ApqqZJFUlU3HG5ug+tIYqsS4JJwBXS/DPW7Xw18RfC2rX0hisrHU7a6ncKWKokqsxwOvAPSuZzgH8q734M6SNc8TTWzeF7HxPH9maSRdSvJLS3tEUgtPJKjptUDj5jj5vXFC3A4i+mE15PIpJV5GYH1BNVixHfrXonxwk8GN4otLbwVZ29ta29okV5LZyzSW891uYu0RmYvsAKqM4ztJxzXnDcYoe4I3PCvih/DM+oSLB5/2ywuLEgvt2iVCu7pzjOcVhszf3sD6038aT7xpDJd+wZJ5z2rpbPxBaRfDHV9IaUrfXGrWd3HHtPMccNyrHPTgyJ+ftXKSN82OwrstS8P2EXwl0TW44SNSudZvbSWTcSDHHDasgx0GDK/Pv7CmgOQyzd/zpu7uST2pv86TvSGb2r+KH1bw/oWmtD5f9lxSxLIGz5m+VpM47Y3Yrn9x9aVmNNZj930oAlt5PLmRieA2TXRfE3XLTxF8RPEeqWL+dZXmoTXMJIK5RnJHB5GQRWr8LtJ0qS28Ta/rGnrq1podgs6afJI8aTzSTRwoHKENtHmFiAQTtAzzSfFTQ9JtY/DWuaLZf2VZ69pxu208SNIlvKk0sLqjMSxQmLcMkkbsZOKfQV9TgT+VL6c5J9KSnBT64HrUjGsuGbr6cjmlVdvJwPrS7sfdyT703HryaBn1D/wTJbP7cHw3wMD/AImX/ptuqKP+CZP/ACfB8N/T/iZf+my6opAcB+1JJj9pn4uAAAf8Jfq//pbNXl4J3AmiiqJPYNf+Mfh/XPDrSy+E9/ix9Ki0Y6hPe+ZaxxxxJCJo7cp8khRAM7yASWAzXj7vjp060UU27iSGt2xwKOPrRRSAGPrXY/DXx5Y+EDrVnrGlyavoms2Ys7u2t7r7NMAsqSo6SbWAIaNeCpBBIx3BRTW4FL4heLrDxZqVkdJ0dND0qwtVs7W183zZNoZmLyybV3uzOxJwOoAAAFcozHrRRSGM69aeML0oooGMZj0PbpXcWXxTmsvhW3glNI0+aKS/mvW1C6t1lnj8xIk2xFh+7/1WSwOTkdMclFGwmcOzFhz6YGabuxRRQMRuxpOKKKAOr+H/AI0t/Cc+p2+pac2q6Lq1r9kvbOObyXZRIkisj7W2srxqQSCOCMc0/wCIXjKLxlfaeLHTxpOj6baLZWNmZfNMcYZnJZ8DczO7sTgct0ooovpYXmcn8q9Bk1oR6LJN4fn1bzVEcN1HamP+Il0dgfoNh/OiihAamoeA7mxvPE1uZ0b+w0DyMFOJMzRx4HpzJn8DU8fg3TLrSz9i11bnWo7VrySyFviLYqF3VZdxy6qCSCoHBAJ4yUVXKhXdj3X/AIJkqF/bc+G/PJ/tL/023VFFFZss/9k=) | ASR 951 x019 0404 Digel
Digelskår, bug
Tykkelse: 9- mm.
Repareret og fortykket mindst to gange. |
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) | ASR 951 x049 0404 Digel
Digelskår, bug
Tykkelse: 9- mm |
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) | ASR 951 x039 0404 Digel
Digelskår, bug
Tykkelse: 5-8 mm
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) | ASR 951 x034 0404 Digel
Digelskår, bug
Tykkelse: 5-8 mm |
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bzV+UglOA2cYGT65wOK6S9uYVt1QzXEDjegVAWzkHnH5ce/ANc810I5zbpFuiRfKlztYDd8zHA57Y9+tZWbZstjo9P1xxGYbtvKdVAl4K7CwGOnXqK1kura3utLa2aQuS0UrS4YsCDg57HIzgDFeO6tLc3WoXMS3bPbxTMwiiiZVYt0LAnJALHscsvsa9V8O2zW1nZNI73gcZa4ZSAHwcfeAIJ6D6Guii5e0RlWiuRnaW9wSw9K3tNuexNcpbylmA7Vs6WqxMSg2ljlvc17PU8jodjp8x4Vq6CybpXM6f8ANiulsV4Ga2iYs14fu188/wDBQlvL/ZR8YdOWsxyM/wDL1FX0Tbr8or5z/wCChzbf2U/FvvJaf+lMZrphuYyPx/8ABZZvF2mmNNKd1lG1dZ2i0Jx/y13EDb9a6j42NMYdJ86PwYnzSYbwi8LE/d4l2H/vnP8AtVynglJLjxRp9vHY2OqNJMpFhqlz9ntZyM4EknmR7R153r9a9M8aaza+B2tX1n4T/D8/a9xi/s/Wbu7Hy4zkQ6i+zqOuM8470l1M2eNaTo+oeK9YtdNsIvtV/cny4otwXJA4GWIA4FbfjD4Q+K/h/psOoa/ostjZzyGCGcSo6mQAMRlSeg7cdRWt4Dt/D3xE+Mmj2+o2dp4Y0O+uUSW10+d44lwnCLJO7lN7ADczEAvnoMVv/Hix8Q2Og6KmtWWn+ErNLm4TT/CNmMPbxgJm5k+ZmYyHC73JZvL4+UCkoqzYHjKwhpJlaRY3UcK2fmOQMDA69+cDiioyxkkyOpOaKgZ/TrRRSNSGIx9K+Pvi9rN1p/xf10NbiAIYZUZiP3qAenVeckNg9sc5A+wK+fv2jvh1NdX3/CU2du14ptDb3cWzcqhfmV+ASB1HHfFZ1FdG1KVpHhniDVra7sLeSNvKW5cbWRPlQkLjJ6E/MOnOc+vGDqGmvqmnlPMUnf1UEs2GHX8hVzw5qCzRxaVMsYQQpM1vcDa8JZd5YZBxgg47ZStFvKdfJsFfcqBWbdxHgcL9fceprzqkdbnpQfQzNNC2yrEOm0EbcA4J4xx6HNbX9h6Rp2+8igVpGQgRlSBu5+Y/j+QxWVCEaZFf58jmRl6Y54/n+VbKWrQ3COxiKRjCqcBSMYxx09OK55QubRkH2dbe3EAXfKyhioY7ix/THH6VSmkkt1WYHBdHEZzy2COAMZPH8+cVsw6ekBIlbdLIuQyDhQScAjuOmKLqzWba43GJSGM3UouM/KcEZyB7cGsOZmyijM1bT7u4gMc7Trsj8wSRsyejZJXn+ED2BI71n6BpN5a3JEbtMsvzmNlAIGM4yc8gMMn0/KukWcRxvbqjSuQflZcAr2/p3444qa10WSzxPdS/vJGLBQvPJ6E59+cDpx2qY+8W7xMz/hFLSRDJLJ5TgZ8qEDrgggHHaneONct9Fh0rQrCdZ9Ua7t55ERjhImJHzEdWIJOPbPFbmvK9n4d1W/sVL6hBbyvbKeF3qpIJ5+v1rwj4Y2eq6t4507UdTl3zzRySXCrKJMSZ3EH2BbjA6Yrow8eaVzGtLljY+jLfO4YrbsM7h61lWsZbHGK3dOtWZgcV6vU8zodPpK5xXVWMfSsHR7UqoyK6mzi2qOK6Io52XIl4r5w/4KFMq/st+KC/3fOtOMZ/5eE/rX0nGuB0r5o/4KJzLB+yz4jZkWQG4tAVYZ/5bpW8dzJn5AeC9PbV/GWnW0WjQ620k20abPOYEm4PylwylfqCK6b41+HZvDn9kxz+BbHwc8nmHNjqMl55+NvBLSyAbc9sZ3d8cc54K0lNd8XWNodG1DXxPIQunaa3lzTHGdqMEfHrwpr0Px/8BfFF+tmfDvwn8VaIq7vO+2SteebnG3GIY9uPm9c5HTHKXUg8JaTbkLwM8etRvIzn5mLH3qeKV7efcER2UFdsiBhyCOh7/wAqgOT3/GsxiRnbn19fSimt0AHAooA/p3o9qKSgYlRyIsiMjqGRhgqeQR6VJTDQB8vfE39lO5u/GDeJ9BvY38mNvLs5mZZFXBJRSAdwzjGcY9683vtPuLWeSGQz7yu1ngYB1IUkcADkYYfl35H3JKuQa+f/AI8fCWR9P1HxBojSpd4Mk1urn3yyAdzk5B479qwnT6o66dTWzPF9Ds/7Pt0mELLCzFUb7xxjPbgnnOBk1swL9sRrTyA0c2fMZQQenX0U44rkfCdtc6Lbzaffz+QbiVpIpZZeUJJYKQDjgZXjPUV1UeopZosazqr8rG8JGCvOSQB61w1YXjeB3Qlr7xPcWkcbQxQMzzSOq7cDaqjJJb0OMj1zjFWZGhk2qyfIp+bc5Ofy+tZtxdWkOnu0t4n3shjJ5ZLdRnJ5xkHH6Vb0nxZ4csYW+16rYTWzRndtnBbcV46HnqO3bp0rz+Vs61JIS6sbhWS+W5hjRsLsyd3l45KqP4un4E+ldDo6LfqjPA+3bgbh8o9sfQ/pXifi39ojQdBjAgt59QaJ9izFSIwvB3DuTk5AGc4z7Vk6F8WvFHxImTTdNkWUu+BBGojXHHzYB7Y7jtye9a06E+pM6sVoep/EzWtOm0B9M06bFzcS7JJEYthvufKc8DBHp1/Oz4C8Bw+H7TzBFm+uCZJXc7iNxztBx0/z2FWPAvwcg0GWO8u3bUNS2/NNJyqHvsHb6/oK9W03QBGBla9anS5VseZUq82xk6foxKgkYro7DS9u04rUtdNVcDbxWnb2QUj0rflMGw02zCgcVtxR7ccVDa2+0Cr0a4rUybBV+Wvl/wD4KQKf+GVfEIHH+lWn/o9a+o6+W/8AgpHkfss67jJP2y06f9dRWsSGfkF4XsYLzxZaWs2m6lrEZkKtZaTIEuZQAeEOx8HjP3Txn61sfFLS7XQm05bHwv4o8LiQOXHiK5EvnkbceWBBFjGTn733h074ngwp/wAJbYtcLqToZDuGkY+1ng/6vPf/AOvXQfFyS0jawSz/AOEqT/Wb18TOrH+HGwgD8R/u1C2ZPU81Yk5JPFRszFcZOKfu+UggHJ+93+lIoG7kcehrMYxsKxH3uOCaKVk+b5Tyx4A+vSigD+nWm0GkoGIaSg0lADWqvNCsilWUEEYINWG5xTTTQHlPjX4C+FfFssk89m9vcEHa1tIUVWIxu2jjOOPSvCPFHwQ8R6XrkEaaRJq9hE48vULSYLIvA+8gYEjr24PrX2PNHuBrMuLbk8c1EqakaxqSifmb8TpL+1kubdLeSdYVb/RtwUlt2Oh5yDnOcnkjHQVwngb4f+IfFXia0t7CC81B7kPJLHa8hI84CEEHaoyPTheTjNfox48+AfhvxxqJvp1nsbpjmV7UjEh9SrAjP4c1peAvhPoHw3jk/sm3c3EqhJLq4YNKyjouQAAM+gGe9Qqbvqauquh8paf+xn4m1iaKTWrmws4hJu2+Y0rxZByVUDacAgY3AcZNfQHw8+DGifDfSY7LSbVFfA865KASTH1OPx4r1ryR3FNa3Vh0rT2cVsZubluc/baOsZ4WtCOzC9qveUFb3pyx57VdibkEcYXircMfTihISatwxUCHxR4qdRQi1IBimSMxXy3/AMFIGQfsv6x5hAX7badf+uor6mavlD/gpYu79l3VRnH+n2v/AKHWkRH5EeEdTh0zxVYzvqep6JHG5LahpEYku4uDyi748nt98cE8mu98Vap4F8VtbnXfiN4/1Z4QwiOo6HDNszjdt36hxnAzj0FcH4J1T+yfGVjeprt94Y8t2I1TTFZ7i3ypGUAdDz0+8OCetbfxm8Ty+JLjS2k8d6/448lHHma7DJGbfJHCb5pM5xzjH3R1qE9GT1OI1iLTbfXJo9Fu7q903diGe8t1t5nU9dyK7he/8RrtP2ivDI8LfGDxPawaZ/ZlgbtzaxRweVF5fGDGMAbfpxXnOTGwYEZHpW744+IXiD4ja3LqviLU59UvXOA0zZVB/dReir/sgAVN1Zgc63QHBopv60VIz+nakNBNJQMKa1LuppNOwBTTSk02mAjVC8e6ps0lAGfJahqqzW/tWsy1BJGDTAx2j9aTyzitCSHvTPKoGVBB7U4Q+gq0I6cI6AIFhqVY8dql20oFAhFXH0p1LikzTAY1fJn/AAU0k8v9l3UecbtRtR9fmNfWT18j/wDBTrB/ZhvAT11S16fVq0iJn5I+AdUbSfGVheLq66CYmY/2i9sbgQ5Vhkx4Oc5x071vfGbxJP4kuNMd/GUfi/ykcB4tNNn5GSOMFF3Zxn8Kxvh5ePpfjWwmh1TS9GlQvi+1m1+1WsR2Ny8Yil3Z6D5GwSDxjI73x58XPEOhtFb23iTwV4mjuI23yaR4YtkEXbDedZRnJzwVz06is1s7k9Tw/gdTS+X+5aQuowQAvOW+n0/rSNnceKYxHrWZQ3dweM0UnsKKBH9Oe6m7q8rb9qH4ULknx/oIA65vFFRN+1V8Ilxn4ieHxk4H+nJ/jWvLLsO6PWN1Juryn/hqX4TEcfEHQD/2+p/jTT+1R8I9uf8AhYnh/H/X8n+NHI+wXR6vupM15Ov7VHwjYZHxD8Pkdf8Aj9T/ABpqftWfCGTlfiJ4eI9ftyf40crA9Zo3V5LJ+1Z8Io9pb4ieH13DIzepyM/X2pY/2qfhHLjZ8Q/D7cZ4vU6DknrRysZ6sxpjV5U37VPwjVip+Inh8MDjH25Ov502T9qn4Rxttb4ieHgf+v8AT/GjlYHqTAVGyg9q8t/4aq+ELZH/AAsXw7/4Hp/jUcn7VnwgXGfiN4d59L9P8arlYHquPenV5P8A8NVfCHjHxF8Pev8Ax/J/jSt+1R8I4+G+Ifh8HOOb1P8AGlysVz1fvQ1eWn9qD4UDb/xcDQDuOBi+Q5/WoJP2qfhJHgt8Q/D65OP+P5P8afKwuesZ4pu6vJD+1l8Hxx/wsbw9/wCByf401v2sPhAF3H4i+HsZxn7cn+NPlYz1lmr5C/4KfSY/ZkmHrq1qP/Q69eb9rP4P7Sf+Fi+H8ev21K+W/wDgol8ffAHxA/Z//snw14u0rW9RfVLeT7NZXCyPsUPlsDsOPzqkhH5vfD2aSLxjYvDc6PaSgvtm16FJbMfI3+sR0dTntlTzj61u/Ga4uZr7TftN94RvmETYbwnaQ26AZHEgjijBPpkHvWB8O18zxjYoINGuid48rX5xFZH5D999649vmHOK9D8Z/Dm68XXFvJDefDfQfJUoY9I12FFkyc5bdK2T9KxSumQ9zxBqYy9K9L+Gfgaym+J0+m619m1ay0mzvtQnitLjzIboW1rJOEEiHlWMYBKnOCcYNT/E610jWvh74U8Y6fo1n4fvL68vtNu7PT94gcwCB0lVXZipK3G0gHHyA9zU8rHc8s2nrRR949ce54oqRnpLWGsTyW0cVjdO1xavdQhYmPmQpuLSDA5RfLfLDgbGz0NVYdL1e6ayWHT7qWS9RpLVUhYmZVLBmTj5gCjAkdCp9K73Tfilp9lfeF5TDcEaT4X1DRJdqqS804vgjLz90fao855+VvbOzD4sg8F2vwj1m9iaSC10i/Uxx43/ADXd4owCR3YVuQeU2thq999h+z2l1OLyc29qI42bz5RtyiAfeb514HPzD1pkenaldLbPFZXUkd1ObWBkiYiWYbcxrxyw3pwOfmX1Fdt4K+KGn+G5PABmtpXPh7XptUuPLI+eNzbEBMn737l+uByOaufD/wAX2t3cfDzQEjkW9s/Fjag8rY8spMbNFAOckgwNnjoR1ycAzzv7Fqkdu0n2O4EbzfZPMMbAeaMEx5/vcjjrQ1jqljHeSTWVxHHazC0nMkRCxTMG2xsSPlf5HwDz8jehrtNY8aWllFPpDrI09v4ol1NmwNhjAC469flNQeJPiXY6xpfja2t4J0/trxJBrNvvxiOKMXgKtg8N/pKdMjhufWQOUvbLVoJL/wC1Wl1BJZSi2uVliZTBJyBG+R8rfIwweflPpU11Y65o8l0z2d5az2KIbhmiZTAr4CluOA24cnruHrXo3iPxfaeLdB+LfiG1iaK31bxLa3sKzcOqSPeONwBPOG/MVi+KPi1p+sf8Jsbe3uYxrtpYwReaFOGhaIsW54B8s4xnqOnZgcbLper24uGexu4mt4Y7mYNEwMUbhdkjccI3mIQTwdy46iqjaXqplkjNldl47cXbqYmysJAYSnj7hDKd3TDD1ru9W+LGn3114lkitrlBqvhjT9EQYHEsC2Qdm5+4fsr46n5lyBzjU8XeLbXw3r0guY5JDqHgbT9Pi8rB2u9lbkFsnp8p6c0gPLo9N1RmjC2V43nWz3cYWJvnhUNulHHKLsbLdBtPPFRppmqyfZAljdP9riee2AiY+dGpYM6cfMoKOCRwCjehruNL+KmmWcuitJazt9i8K3+hSHaOZplugjLz90faEyTzw3B4zp+APF9tr3iLwHYQpLFJovh/UrGZpAMM7G+nBXnptmUc45B+pVhnmltpeq3D2aQWV1K97uFsscTEz4JB2YHzcgjj0p9rYaneR2bW9ldSi7nNtbFI2bz5htzGmPvMN6fKOfmX1Fdd4W+J1j4fvvh9czwXMieHZp3uNoH7zfKXwnPYEdcUng74mWGgQeAo5obhv+Ef8STaxcCMDDxP9jwEyfvD7M/XA5XnrgA5aK21OS3hnS2uJEmlNtA4RiHkGNyKe7fOvA5+YVUfT9T2ys1pcqsM4tZGMbYSY7sRsccMdrcHn5T6V6Db+IodN+H/AIW1R0k+zW/i26uTGuN21YrNiPrj9axtW+IljeaL4jtIYrhJtS8RQ6xCxAAWNFuAVOD9798vT0PNP5iOUnsdUs1uzPaXEItJhb3HmRsPJlO7CNkfK3yPweflPoadc6fqlt9qWayuYzaMq3G+Nh5RboG44z2zXX+LPiVYeIF8epBBcJ/wkHiGLV7cyAfJGpuiVfk/N/pC9Mjg89K1/ix4qtrHxJ8RtLkV3m1O5tTFIgG0eWdzZ+oPGKLDueaTabqMLXKyWNwjW8STzK0TDy432hXbjhSXTBPB3r61HcaTqMcchksrlPJhS4k3RkbIn27HPHCsHTBPB3jHUV22r/FGw1CbxdIsFxnWNAsNKh3KvyyQNZFmbn7p+yvjGTyvHXGs3ii28WaH47vbWOWOOLwppNk3m4B3wzadC54zwWjYj2xSsu4HjzsFJz1pnnY46fSkcdT29ccUzcvp2rMZu+DvGF34J8QW2sWAje5gLKY513xyxujJJG47qyMykehNafjr4jzeOI9MtI9I0/RNI0yORbXTNOEiwozndI5LuzszEDksfuqOgxXGkjtSFqd3sFuorFd3yg49M5opfLcdscZopDOo8z7wyVx14xSXGoTXUNvBNcSyw2ylIY3YkRKWLEKD0BZmOB3JPeoo5wq8g5PHWo5PvfKuSa0JB2RT8u73rpPh3Y61qHjTSl8N6dNqmtQ3C3NtbQxGQs0Z35IHYbcn2BrmeF6kE17H+y1JFffES90ya2mvbfUdGv7aSxs3EdzdfuWdYoGPAkZkUDIOckYOcEjqxPY4P4i+D/EPhHxJcQ+JNKn0vULr/ShFImFdXJO5DyGXORkEjgiuWzsxnOfQV6R8aNF8Q+FbnSNJ1s3VjbLDNc6dot9KHu9Nt5J32xzgIu1zt34wMhg2BuxXmJyc/mfWiW41sXGvLm3t5bUTypDMyvLCHOxmXO0kdCRubHpk+tVOW785pZG86R36sxz+dHRUwqrtHUZ59z+g/CkBa07T7rWtStrCxtpLu9uZUgt4YlJeRydqqoHUk4Fdz8UvAPxB0W1s9b8XeFtQ0WzjhttLhubi0eKNvKhCRrk/xFI8++Ca5fwFotp4k8caBpOo3w0ywvtQgtp7xsYgjeQKz88cAk/hXrHx30vxJ4f8G2un3fhxfAXhm31No7DQrsP9tvnCHdeSOwzKANq7xhAZMIMbqpLRib1PBmb5eKktb640+cTW08lvMoZRJE5VgGBBGR2IJH0JqGRlPSo92O2agocxHTGTT2cxrhcc1GmW69KRuSSDnnpQB0GoXurQ+DNLsLm1aLSWu7i7tp2jI82RljSTDdCB5afQk1gbht6ZNeseKNDW7/Z98EaqdV06JrW4v4v7PefF1JulT5kTHKjuSR0ryViF6cjH0psSF3FjgHH6VLqF9PqM7z3U0lxM33pJWLM31J5NV+D3phJJ59KkYrD5tvUj05ruvC/hnxn/AMIL4i1XStAu7vw7eW/2a9vVt2ZFSOWOYsCP7pRcnkAHnHFcGB+FfT/gDSdRvJvhd4qtEc+DdB0aePV7sH9xbFZ7priGQ9A0iSDCnlhIoGaqKuxN2Pl9ug/Wm984yPepZhuc7cdeKb5e373X0HWoKE4ZVUHJz2X6d6bhV6/MfQU8s20AfKvoKaueirk96AGsdx54X+7RSqCzAAUUAfqYv/BGEDGfjBn/ALln/wC7KfL/AMEZ/MXC/F8KO/8AxTHX/wAnKKKm7AhX/gi/tx/xeLj/ALFj/wC7Kkj/AOCMjROGT4xspHIx4Zx/7eUUU+ZhYW6/4I0TXs7TTfGYySN95m8MZJ/8nKgH/BFvnP8AwuP/AMtj/wC7KKKOZhYVf+CLpXp8Yv8Ay1//ALspP+HLn/VYv/LY/wDuyiildhYT/hy2ck/8Ljwf+xX/APuynTf8EYZbjBl+NDSYGBu8MZwP/AyiinzMLEX/AA5W4/5LH/5a/wD92Un/AA5V/wCqyf8Alr//AHZRRSuxjj/wRX4x/wALk/8ALX/+7Ka3/BFTOcfGTH/cr/8A3ZRRRcBR/wAEViMf8XlPH/Usf/dlN/4cp/8AVZP/AC1//uyiii7EJ/w5TP8A0WXH/crf/dlB/wCCKWWJ/wCFy4/7lb/7sooouMT/AIco8jPxkyP+xX/+7Kli/wCCLMkSFB8aG8snJUeGCAf/ACcooouwGn/gir2X4ybR/wBiv/8AdlWtD/4Iwpo+tWF/J8XVuktriOZoG8MYEgVgSufth64x0PWiii4F/wD4c527aPcWL/FVd0t+t4Jl8NAFVCsPLH+ldPmzn26VrN/wSh1TT9b12/0L4yDQl1W8a5dLfwuC6KWZhFu+1jKDdyuMHAyOBRRT5mKyOe17/gjLFq2sXt7b/FqOwiuZDILWPwuCkeeSFxdgAZzgY4HFFFFK7Gf/2Q==) | ASR 951 x034 0404 Digel
Digelskår, bund
Tykkelse: 5-8 mm |
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hsk5A7+nWvDpL7VYNa1LTtE0WbUWjHn3F1HAZNoP3URcjLAgNkZ6gYOKUW7LnWx0WTb5DP1bV9C1PS/Ek0ll9o1VNOZJNOaYmOIhX2MAD1LKOg429RxW54O0vT/ABvcao9xerYfYLC1mmsYYhskc8qhdgPug7jnvLjtXM3nhZJbm9tfKuZfE99H9kghaMb4mc8LJFjJyCe2Accc19HfCf8AZDvtN02B/E2tMLiWf7Td2unooE/X5XkIJx93gdAuAa7oRfQ55Hn0sev+OIbzSvD6TXepFwjvp6EwxnAOTIRtAJzzkdvSvrP4G+F/EfhHw2bPxJqdvqN3JO8yLbxFVgVjkpuJy53EktgdfxPV+HvCtnodolpY2kdpbxjCxxqAPr7n3roLey2MMV0KKM2zd05sqAeTXA/tSMI/2c/iIzAMP7EuhhhxzGRXdWfyEetedftXSH/hm34hhTz/AGPP/wCg1tBamUj8VvAwhXxda/aF0lowJP8AkOeZ9kzsON/lnd16Y747UnxPW3h8S7bdNDWMQLlfD5mNtnJ/56/Nu9e3Sl8C30el+Kre4uL6302NN2bi405L9BlSBmBwVbJ45HGc9q6fxnD4V8SXTXl549jN0kQRY7PwyLRDjJA2xFV7/exn8qS2MTyORtynB7VC2K9s+FFrptj8NdY1xdL0bUdWg1a3tPs+t20lx9tikjci3t1RW2yMUbLELgbcODwfJPESxprmoLFZPpsYuJAtlKxZ7cbjiMkgZK9M4GcUraXA/cb/AIJo/wDJkvw4/wC4l/6crqil/wCCaP8AyZL8OP8AuJf+nK6orEZ9O0UUUAFJS0nvQAhpppxptNDPmr9ojw/Hb6pdSNtEF9sbyXYjzHII4JPXcAeOwrwS60loLpLcRRTIqEAsSuYyo6jsWxwPwz6/aXxi8GSeLfDkb2cCzanYyrNApUHcMjcv04B9eK+ONW8+11O7SW7H263Yie0mkx5bHDNuQHKADnkdAvvXHWi09D0qU1KKNPQ7G40XSxLYyQm8YKwaRyGOAQy5C4HQAcVw/wATrzWItMg+0QedqErmQSqw2SEbhtOBjbllye/HSvUtJ1TTI9BGqXV1a21v5fnrcGQBfLJyh+9zw2Py6VxEniT/AIWRcJp+j2NxO1tIZlmRQ2/cASvlgjOOOgI+XNcE4Tj8Op1QlGW5826x5ljIl7qVheJrkVzI1jJbMzBmwCuQWI+UcnPGCcc12nhvxFp1/o+nrY3v2LWbp2hQG3ZlXLbuhXHLdM/XrxXcXX7Pvj3xrqLLcaQlhDyTLcmNVXc5OAPvYAI6Dt07V738Jf2eNI+G8LT4W+1iYDzr54wvQYCoP4VH581008PKestDOVaMfh1Pnrxl8L/E/iLQzbxf2zcalMU8q4hRkWPDcZBGD8uepwK9N+GfwF8QXK2s+tNa6JZRDZ9jt4zLPKuMfM7MQmfbJ+lfR0OmxQLwKmWVIxgV3xowjvqckqsntoc/oPw80jw+ubazi+0Hl7p0UzOcYyWx1xXRW+nonGKVbpd1SrcDjnmt7rZGPqSLbhSPWpto5x1qFJM/WrEK7qAEjOxia8x/aukLfs3+PwJGjB0qUF0XcQPYZH869W8ndjvXkX7XUfk/s0/EE5IH9luODjuK0juRI/HP4WNfwePLM6S3iBr4iTyj4XDfb/uNnywvPTr/ALOaT40T6pJ4yJ1h/E8l99njBPiwML0Lzjhudvp+NZ/w/sIdW8X21vPZtfQlXzbx6nFpxOFJ/wBfKCq468jnp3rc+KHw7utJa51a10+20zTI1RWgl8R2eoXAYkDIEbBiDuHATgZPSoWxkcr4T+IXiTwMtymg63d6StyVMi277dzLnY/sy7mww5GTg81zk0hmkZ2k3MxyWOcmk6qc9egqL6VIH7tf8E0P+TJfhx/3Ev8A05XVFJ/wTP8A+TI/hx/3Ev8A05XVFZgfT9FFFABTTTqQ0ANpM0GkqgGtXG+NPhf4c8ZrO9/plv8AbJU8s3iRJ523GMFiDkY4wciuzNQuuc0b7lptao8EX9l/wdCso1CK41UMQQkkphjXHfbHtBPuc/hXW+HfA+jeELV7bSLCOyifG4rlmbHTLEknGTjnjNd7dQbu1cV468TWvg/SZZpZFFy42wRdWZjwOPrx7nil7sFzG13LS5W1jV9M0IA311Hb7uQG5P5CuU174veE9BjQzagzFxkLFBIx/lx+NeI6/wCJ9U1O9YPcMt9PIxlbeC0cZ5Cexx9McdusR0cXlvCd+xlJ3K4bY56Aemf15rJ1JNaGiglues2fxl8N655ghv8A7Ls5/wBMXycj1BPFaP8AbfnN+6lSXIDfIwPynofpXikXhaS1hLi5ikkOOJGdgPXB3ZAxn696ij0+DSc3FtbON4NvIbT5WYck5OMleO57Vlzz6o05Y9D3KHXN3Rgw9Qc1aXWgvBavmm81JNEjg1LRJZ7NU3CSBmLEH1HJyCM8HPTFdNpPxZksZNPXUZDfrc4EnlooaIHGDgAZHP6Ue11sxOnpdH0HZ6oJMc5rdsJxJiuNsow8aNG2R1BHeum0n+GuqLOc6OOMHmvHv2yQsf7MfxCYjI/sxhx/vLXstvyorx39s9tn7L/xBI4P9nHp/vrXRHcyZ+K/gW1t7nxVbCaHSblCrkxa5NLBan5Tjc8bqwPphuuKb8TLeC28TMttbaLbReUp8vQLmWe1z3IeV3bd6jNT+A9Qi0/xXBcTXtjp8cauDPqOmJqEQyp6wsjBj6ccdai+JV/HqniiS5gvLLUI/KVftGm6UmnRcDkeSiKAfU45qOhmcbJlcDv1NJIM4cfxda7n4d/Cq4+J10lrp+uaTZahNP5ENlfPKsspIzkbY2GOvJIxg545riry2NrM8RdJfLkaPfGcq2D1B9KVuoH7p/8ABM//AJMl+HH/AHEv/TldUUf8E0P+TJfhxzn/AJCX/pyuqKyGfT1FFFACU2nGm00AU00ppKoBrUxqeaaaCjM1vVLTQ9PlvLyTy4Ixz3JPYAdzXyj8TPFTeLNaupGXeqMhhi3cKwYFfY7doPJ616D8cvF51DUvsUUoTTNPybhs4y+cHt7Y/OvEborqMwmJWctzHGw+7kEg+meTnvXNJ87t0OuC5Y36k32G03NE0nlTTAsrMo3OcDdgnqcf54q/YiKSBCU2RAlC/VBgZzgdvw71hyeG4/EEMdu5mQxssoVpiojZScNkcj0x0PerNvq13Es9mYGba/lGBDkgEDBDE4I6ngjgim+wI0LpRMpCZMm0gbc5Y9gB+PU1Zm0ma4sXjCLBGw2tjJXB9RjntVmHVI7FY54rWR52cw+TMhULxkndjbyR2PP89O1lvfL4gUnGDhiN3GPT61zdb3NulrHmy+HTa6Zcm5MYht9wMlwQVkG7A4z0PHUDjIriNQ8MyabcQ3un3n2e0UYb90r4zwhz1Azx15B717lq2hLrulS284aNJQQfLbIBB4PIFeZeMtDvfCPhe4ns4jL9nimkjhgU/vQEYiMAdCdoHeqlHRWCMu57f8O9ReHQdNt5ZvOeOBEMn97Ax/SvStPkzhq+cvgj4qj13wlpMw3LJJCJcP1IJ579jX0Hoz+ZCpz2ropu6RzzVmdXZz7h1ryD9tKQ/wDDL/xAA6mwAHv+8SvT4ZvLI5rx/wDbOusfsx+PCCAfsa4JPQ+amK64PUwkfj78LZL638YQNp15rmnXyLIUn8O2hub0DaQQib04x1+YcE1u/Eb4oeOPD+q3OjjxV4v+yPCA0OvI1pOysOQ0XmONp7c8iuY+Hti2peMEhbTL/Wflcm306+FnI3GM+ayMAPw56VU+J1odO8WXEA0+/wBJGxP9F1C/W9lQFQeZVRQQeoGOPektjI674a+PPDGj+B7nRdYvtV0dpr/7Rfto9ury6tZ7FH2RpTIpiUMrHoynzMkHYoPkdxIHmcxrtQsSq5zgdhQyDylfzFJZiuwZ3DGOT2wc+vY0zpz+dTfSwH7t/wDBNEbf2JfhwB/1Ev8A05XVFH/BM85/Yj+HB/7CX/pyuqKzGfT1FFFACGm05qbVIBDTafTWpgNNQ3Uhht5XUZZUJAHsKlPWmSKJFKnlWGDQNHxd4wvp7yzgDziaW4ud8r7M7toYk8ZHXFclpVjPNPeMl2WlRzuVwBGrE8Db1Jx3+nqDXq/xs8Gt4O1iz+zSO9k7NNCpJACnIdCB97bwfXkVylnYRPbQ3CS7lkBIkY5BGOoz61y8tjt5rjtHsxNCGuVYTMQZM4ZT17n6DrzW01rbsok2gSMeSw4K9v8A9fFZmu29tdRyRSrFNCSv3xz0BO7nJPPNXrOEWtn5sEqwRxIzYK5UKOuAO/pR0uxdS21vHdLDz5UAUADJOCO/41axJht8i4X5dpJIPqT6dP61n2XkWdittHNcSFvmWaQfMQw3d+/+cVefT55Lcs86xnaQfMGcjjJPvjJrPS2hdu5HNcGOOUtbNDhgFUHfGwyB1wCPp+tZMqteS3EUkbuGjZI8Drxzgeo9TxyK3biMrcHawlhJCgIdpbjv04z9T2rFkd47j7NDbQkRuASz/dQ5JZfU8DH19sFJ6jtpY8/stWh8Mma9VMpasxm2oeRtBOMDnjHTrj2r37wD4it9d0uG5gbMbD1B/UV82eM7GWS81C2J8yebJ3vlI/4tv55PI5FenfBNZtH8H6ZBNDJaZUssMow6IT8obnrtxWsU4yt0M52cb9T3lcNyK8N/bccr+y3494/5dYh/5Hjr2rS5RcIK8d/bjhMf7LHjxxxi2h/9KIq7ILU5pM/HvwGkTeJI0uLXSL2PY+Ydbu5La2Jx/E8ciHPoN3Pf0rS+IuuaUrXGlweE/C9lc4Q/2lod5d3AHQ4UvcOnTg/Ke/Q1meALqKDxUktzeafYRlXHnapp/wBthBI6GLY+T6cceoqv8RbqC58STvBdabfJtQefpdj9jhPyjgRbE2kd/l5PNHQyOX47jj69aafm7YGcZpzYY5AP50MnyjB78/pUgfux/wAEz/8AkyP4cf8AcS/9OV1RR/wTP5/Yj+HH/cS/9OV1RUDPp+iiigBKbTjTaaASm05jTaoBGprUpNIaYGdrmkW+uaXc2dzDHPHLGy7ZBkAkEZ9j718ZXDXPgvxQNIvLd5bd5d6q64aAnORtI+7xx6fz+22rwn9oLwvcpcf8JDFGZIVt/s7PGMtC+ch/y49O3es6m10bU3rZnl1/5X2pmjhAhHPzDqT2qfSYxDM1ukTRl+EVRzycnjp15/PrWVa60LdY7K6dZ1YFFmCn58YB/H/EVqTW7vNaTpIcYIc42/KO3Tr2/CueRutyysUk0cJlmkldSpby13bjnGTtA/HAH4Crlxff2ayABri3UEbQ2SuTjn/9dZj6pBbxgRyxq0mflUghjnPIycH7vpVfXPEsVhbb1ngjVBukRsu0gz91QCOcE/N296nlfQq66mx9uDXSRmRYtzb1beVIxjsTzwfcV5Z8XviVY+EdIuBHLtuWkAdlYE46IF7cnGD7Vy3iX4laj4v8UQeHfDNtLqE8u1Z448AxRjLE7sHoQPl6dc12vhT9nyXWtaGu+KImcjBh0yR9yqRnDORwTyeMY/lVxjr5icrIxvBPgi/8eQ22t6xNc21rKfMhtXAErpuyCxHQEY9yOcivdtM0l9y/LgVtaX4ZWFVGzAHGAOK6Sz0oRgfLiulRMHIk8P25jVQa8w/bmVF/ZS8eFjhfs8HP/bzFXsljCI+leLft5Ff+GS/Huenk23/pVDXTFWMWfj98Lbi7t/GUbadea3p9wIpP9I0CyF3dYxyBHvT5fU7uPetb4iW/hq81a+n1vxL4wm8QiIfu9W8PRQuxCfIrk3hKrjHO08c4NYXwy019W8WLBFp2qao3lO32fSL5LKf6iRo5Bgdxt5qj8TtPk03xlewSWOoaayrGfs2qXyXlwuUU/NKqIGz1HyjAIHOM1ktiTV+Hfg2Xxd4N8eyWulTapf6dYQXMH2eFpHhX7TGJHwo4AQtkngAmvPm71cs9YvtPs7y1trqaC3vFWO4ijchZVVgwDDuAwB+oqk3Oc1IH7t/8Ezzn9iP4b55/5CX/AKcrqij/AIJm/wDJkfw3/wC4l/6crqisxn0/SZopuaYCmmmk3U0tVALSE03dSbqdgFppNBamlqYCmoLiFLiJ45EWSNhtZWGQR3BFSFqYzUwPn34m/A29uJLt9ChhktJuYraMrG8DHqVLcY64+v415tpPwu8a6g0kBt7y12Hb9ovJhEqgEHgKcknGMj1PNfYU67hWNeW+CSBS9mmae0Z8jyfAXx1DblY4tPbcdgVbs5C56tke5OQSc1uWf7N+r39qY9R1W2sugHkK0/oTkNtHUe9fRrR4NN2gc4o9lG4/aS2PMvhj8CvDvws06S30m3aS6m+a5vrjDTTt6k9APYAV3S6XGuOBWnx2pVjLGtOVJWRnfqylHZqnGKmWDPQVdjt+fWphbj0pgVIoiteCft+MY/2SfHh/6Z2g/wDJyGvonycdq+df+CgzeX+yR46P+zZj/wAnIKtCPx5+HNlHfeJdk9rol3H5THy9fvXtLbtz5iSRnd6DdzzxVz4jeDfsLz6tDN4XtbZmRBpuh6uLrYcYyoeWSQgkZOWOM9hxVH4e3sFn4l8y5vNJsYvKcedrGnm9gzxx5YR/m9Djj1qh4/uIbrxVeyW93p17C2zbNpNmbS2b5F+7EUTbjoflGSCec5rBbEnOfypnfrTqZk1Az93f+CZv/JkXw3/7iX/pyuqKP+CZv/JkXw3/AO4l/wCnK6oqBn09I21Sag81fUV4J+35ql3ov7JPju8sbia1uo/sGya3co65v7cHBHI4Jr8hF8eeLVJe+1bXEjQplnnlwpkXcnXplQSB3FbQimtRXP3z85fUUhmX1FfgFe+NfFz3UcB1TWXcSfZwgmmyZeMpjP3snp15qi3xA8YyJF5erau4kjd1KzyfOq8s3XkDacntg1fKhXP6CTMvqKaZl/vD86/ntbx34wC+adV1fCRCYsbiXCxkgBuv3SSBnpzRL4+8Yxqxl1bV41TYMmeRdu5SUHXuOR6gUWiO5/Qh5y/3hSecvqK/ntbxl4zacRtqmtGYym3EfnS7vMHVAM/e6cdai/4TnxdNMsq6pqzCRXkXE8pBRcliMHkAA5PbBo90Ln9CpmX+8PzpjTr6iv57JvHfiyRCW1XVFRU87meT7rEAMTnoSVGfpUjeOPGGmq+7UdWQqEjYSSyfKXG5Op4YgZHsKegXP6C2mU/xD86qXGxs/MK/n7bxp4zgkCLqmsrK8hhUedLuLgjKdfvZxx1ql/wmvi6VVZdX1dhIrSLtuJSGVc7mHPIGDk9sGjmQXP6AJoU67h+dRbV/vD86/ACXxn4t2uTq+rsixLKzGeXAQkAN14BJUZ75HrUf/CXeLIc/8TTVlCsqndcSDBYEqDz1IBI9QKOZAf0CKqY+8v51KgjXncPzr+f3/hMPF7MiHU9Y8wy+SqmaXJkGAUAzy3K8deRUrePPGEkKONX1dvMjZ4yJ5OY1zuYc9BtbJ7YNHMguf0BKyf3hUhkT+8v51/PbL418XMrStq2rFQgkLfaJcBCcBs56ZIGaT/hMvFce4tqmrKFKqf38vBYZUde4BI9cUcyA/oRaZP7w/Ovmz/godcIv7JHjgZGSbIdf+nyCvx+Pi7xX5ioNT1je0hhCieXJcdUAz15HHvVG+8QeINVsWhur7Ubq1kHmbJZXdGUHBbBOCAR19RRzoDV+E811D4tL2l9rVhMIH/e6Dpy31xjI48syINvqc8ccVN8RvCniXUvEGpas+n+I9StAqu+parpLWshVUGS6qzqoGCM7jwAeOg4uz1K60m4860uprSfG3zIJCjY7jIq1N4w1q4heGTWL+SJ1Kuj3LkMD1ByelZq1rMR2XgH4SWni/TNKe81uTTdS12+l03RrVLPzknnRYz+9fevlKzSxoGCvzuJAA580ddjEdCDivSvAvxYsvCel6XHd6NJqWpaHeTaho11Hd+SkE8ixjMqbD5iq0SOAGTnOSQcDzaY5yW3Bic9KTtZWA/dv/gmb/wAmR/Df/uJf+nK6opP+CZvH7EXw3/7iX/pyuqKyKNT/AIKGS+T+x78QHPQCw/8AThbV+SOrfFWDxFDqFoLFoX1C70mUMzghPsltJA3b+IvkemK/Wf8A4KNNs/Y0+IR/7B//AKcbavxm+HPg/VPiT450XwzpA/4mOpXKQRM5wqZPLtjnaoyTjsDW9N6ESPR/E3xMi8I/E++WayaY6X43udZYxsB5irKBsGeh+Tr71yGj/EiOxtdGi+yO5sNL1OxZgw+druKZA3I4CmXP4Vj/ABG8KeJ/C+teZ4r065sr7Ut92st0ObjLnc4PQ/NuyfWuXVtwIxuUDI5qrsD1TxV4uh0fS0tCsdw2q+ErPTwyNxEVuopsnHXiHGP9oVjav8TINW03ULZbMx/apNKfO/gfZLV4SPfcXBHpivPWk9V6euaYuWY4Tr04pcwHt1x8Q4FSz8ZfZpPI/wCE3uNWFpvG7BEUmzdjr2zXG6T8R4NLtdIhFoztZaZqVg7K4wxuopkB6fw+aCfpWlH8NZJPh3aT3virT7CW6tZtZstFuPMUSohdGPm7fLEjCFtqZy20DgkA+WNgE5IY+lDuB6np/i6DWvD3idzEIXtfC1pYAO2d7R39pyPw7exrP174rRatZ6hCli0ZurnSrjcz5/49LaSFs/7xkB46AV55IwVV5yzDJ9qYqn5SQcHkZHWlcZ7V4R+IsXij4naDDHavbrceMm1cb33BRNJGAn1G3rXH6f8AEeHTrXRoDZu/9n6ZqenMd4w5uknUN7BfOGR321m/DjSTrfiq1ij1xNBvUYS2t19nnndpg67VRYUdt2TkcY4+lQfEjwW/w98Y6hoEmo2uqSWewSXFnvCbmRWZCHAYMpYqwIGGVh2p62uI17v4lQ3Gm6harZOpuvD9rou7eMK0VxBKZPofJIx/tVpePPGEVjqGp6eqGYTzaNfiQONoEFmylfqTMPptNeWMfmP1pGbd2Gam4z1KH4u2/wDwkenal/Z8vl2niifxA0QkGXSRoW8vOOo8ojP+0KJvFaeHdG8IXckDTJLoOqWgjVsYM73cIP8AwEvn8K8uZsBVBx61ueKNM1DStN8Oi7uluLe6sPtNpGpJ8mMzSqVII4O9Hbj+9TuxG5dfEaKbSbuyW1kXz9Cg0jO/jdHcxzb/AKERkY962bzxlFrPhfxDqQi8o/2rozeQzAsfKtrlCc/Vf1FeVs5+n0pN2FPPJ60rgejQ/FiC38QaZqH2GRo7PxNNr5j3jLLI0R8v6jyjz71J4X8SJrGhT2SwtG+meHb2Fm3cPumeTIH0kA/CvMDj8a9D+Hvw7v8AxHpqXFtrtrpFzq1xJpOnWs4k3ahMFQtECqkID5kS7mIG517AkNSdwPPJB36jPWmEj0p0ilTg9utN56DnNZlCE7c0KrMCRjinv94luSTnAOaa2WXHRfQUDP3c/wCCZv8AyZH8N+c/8hL/ANOV1RR/wTN/5Mj+G/GP+Ql/6crqioAt/wDBRxtv7GXxDOAf+Qfwf+wjbV+Mvwz8XReA/iL4a8QXKST2+l6lb3s0UIG90jkVmVc8ZIBH40UVrHRXJZQ8f+NpPG2vNdLCLLT4UFtYaejbktbdSdkYPc8ksx5ZmZjyTXPxyvtAXPXtRRTALhfLOWOf9nPWovMY8jiiigD1if4neH9U+EOk+HdTi1Sa90eC4itLJHRbOSaWWRlumb74ZBLjy/unYpzywPkTsCw7j2oopt3EJuycE+1KzDB4NFFSM7P4U+NrDwbqGsG/e/tI9R097FdQ0rabq0LSRsXj3EA7lRo2G5flkbnsed8XalpWoeILmbQ7KWw0sqkcMNxJ5khCoql3P95yC5A4BYgcAUUU76WEYbMdxoX+8TmiikUJI3qMd66/xd4003xF4X8KadbaN9k1DR7I2txqDzMxuf30kigJ91QPM9MnB5oooEcdu/L601ju54oopAN969P+HPxI0Tw3pujLq9jez6h4e1OTVtMFsUEU0rrDiObdyqhoI2yuSQWGBwaKKE7ajPNZv3kju/BJJx3qxY6bLqFrqE0RVI7KAXEm48lTIkeB6nMg/DNFFPdh0NC78F39nBczM0Xl24tWZtxA/fx705IxwOvpRr/hRdHto7i21az1a1aUwSS2e/EcmM4O5RwRkgjrg9MYooqrIVz9vv8AgmhgfsS/DgDp/wATL/05XVFFFYFH/9k=) | ASR 951 x036 0404 Digel
Digelskår, bund
Tykkelse: 5-8 mm
Det ene med gode bronzerester |
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XpNrofwpbT45Lrx94qS9eINLFH4ciZBIRkrvN4MjPfH4V5hINk+0Yc5wMDOTX0layfEBvBqwr+z7ayKYE26knhu6USQ7Dl2I++xyrbs4GDwc8NbmZ8wyLGQ5D8g8DHUc/8A1qba30+n3MdzbSvBcRMHSWNirKR0II6GmyN8xAGOah/iGelIDR1zxNq3ia5W41bU7vU51UIJLydpWCjtlieKy+p9qdjr2FJgn/dHWgD9QP8Agih0+Mg7D+xh/wCl1FJ/wRRK7vjLsJK40XqMdr7P60VLA/TW4++PpUVTXH3h9KgGdo3dcc4plA1NpTTT+tIYFq83+Onht9e8H/aYdzT6fILhUzhSOhJ4PQc+3Neg20ks1tG8sJtpGHMRYMV9sjim3tpFfWc1rOvmQzI0br6qRgj8qiceeLTNacvZyUux+c/izxZJqeg23h+7ZLcx7oftVxMI3VTIM7vlxktvJbnJ9BXoepaf4atNL0iw8R+Nmkmt1WazstPBd44QhwqAsQOn3uO3tWH+0Z8F0h8W/aYYWuZY540+8qI0fmKVLgjB+U8keg9TTPhjYaZ8TtP0SVtUtbHxH4dvfKvLyeHct3ahwwQrnsQR2xkHNfPqmnUlR5VdrS7dnbpuvU+nlJOlGsnonrZK+v3mv8Y9ENn8P7V9E8H3FjYsvnG6nnBnO75VZ0B+Tpnrge1fL19q0nhnxNY6zJZiX7GCzbRvDHfnce+0KdowR2OTg19SfGHx8dP8eS6p4W11dRaOD7Nd2szebbBcfKhCnB3Dec/T1xXgPxOuvDWtaoJfDME8NpeQDdHIgRYrk7g6Ar/yyOB26549McXGMJz9jK7Vk10+Vvx6hhZycIqrHR636/O57PZtPq8KSRRMtjMobHlgHoT6Zzj+dR3PiR9Pth5yzBWdkEbY2EYxknPA4FcT4D8Z+I4dHewj8u7Gl2/lIvlNib5TtIYenA/A10lzY3ckNnqM87i6VtzW8Qyq/KF9ckZGcDrzmrpuU4qZEuVNwLkbjVL6NJoWEXVYRkEOcdR6YX/x0VHrlvBdWIggO6R0CqUUlt4YfNwOxCfiPwrGm8eaFoc0b6gf7OZp3jSKSUb2wCM9eDjnkdxXS/DbxLY+PPF0J0xHmtrWQSNNGCEVQDgHPX5gBkdc16MJXt3OGScG30R7rp8csNnDHI5lkRFVpD/EQOT+NXYIy0gpIU3DgVpafaFpBkV32PKNrSIdqivmT/gpw7Rfs4W+1mUnWrcHb3/dzV9Xafa7QD2x0xXyn/wVAj/4xxtOcf8AE8tv/RU1dUEYyPyV8xtwcyBWByCw5z+Ve02Ok+Cbqxtxd/GTUIJpIxuij0q5KxsRypzJg4PGeK8UulWObbjPCnr3wK9rW/uo9EAHwA018W4H27yNWyRt/wBYf9I25/izjHtRHcg898deFfBmi6Ws3h3xrJ4ivvOCPbPpUlqAhDEuHZjnBCjGAfm9q4MfLhs7SOQRUkhPTkHuO1RN8vLdfSkAmwn5uMexpjdCfwoJLc96GACqRnPfNID9Pv8Agibn/i82Rj/kC/8At9RS/wDBE9tzfGY9z/Y2cDH/AD/0VLA/Te4zuH0qJhU1x94fSojTKGGm4p9IRTGMb3ppp9NYUAecfGD4Xx+PtFlktGFvq0SHy5McSD+4319evJr4b8TeC3XWrKMy/ZFn1NLW7t03FpC21d6Y6kc5GP4QSTX6UsK8g+MPwnXV4X13QrRRrdvmTyo8jzj6gD+Lj8c+vXhxGGhWWp6GGxU6OiZ5ub7wFoPjKTwPpfgyK+vr2Dc93LGCA6xAopYozBtufm7H1ryX4ofEnwHrHgqXTNJ8DJouvylH8+0ii8qJkI5DLgscA8Fcc5962de/aQ8WeE3Nvf8AhOzttRWUWpu5kaOQNt+UmPrnr04GefWvCjrLxXU6y7ftNxIzMv3GZWO7A9AeCBgdR2rzsbjIpOFK3W65bWT/AKep6OFw0n78/Kzve7/qx0Xwp1bbfyG4af7QrkgMu2MkjJU8dcE+3IxyK6Hxx47tPDenxusi32qTyH90iLvO0nKoCODzyOvAPavM5fEmqaX5cFkfK1S8KsG2nakKpkAAjqeT9O3FdZ8FPA9r4k8eW1xqazXbXBzO8z7hJiNnx1+UHj8qrCcqpR5CMTdVHznC6P4D1b4ha1LqjaZO8s0m+O2SIuEGON2B1x69CK+0/hz4Lg8G+GbGwSKNLhUzM6KAWYknBPfGcD2ArpdM0ez0e1W2sbaK0gByI4kCjPc/X3q9FD8wruhR5Zc7d2cNXEOpBQSsixY2u6tyztcMOMVWsYNoBxWzaw/NmuyKOJl+0Taor5H/AOCozeX+zrYHP/Met+M9f3M/FfX1um1RXyH/AMFRlz+zxpoA66/b54B48meuiJkz8ipG3zbjyc5r3lWDaIm39oGNW+zZGmhdW2p8n+qz5W3/AGc5x714U8RDbmHGfu45NevN4q8LTaKluvwXXzlh2G7XUb3LPj75AOM55x04qI7iPFbmZmck4PPUDA/AVCzKY1Xb8wJJbPXpgY/z1rSufD+pxo8j2F0saDLM0TAKPUnFVdLs11DUba1JKmaVYw/93LAZx3qQKn0pZEHGOBgZya6L4keD/wDhX/xA8SeGftX27+x9QnsftXl+X5vlyFN+3JxnGcZOM9a5vcxz16YNDVnZgfp9/wAETiWb4zZO7/kCgH/wOoo/4Imnj4yjHfRuf/A6ipYH6cT/AHh9KhJqW4+8PpUNMYHNI1Lz+FNpjCmt16UtIaAGmmFQakphFAzxP44fBn/hKoZdVsLUX90z/v7QgZdCuCVORz0r4i1DwLLpupzw3T4jt5nITILDDepBIbPOD03V+o/Xr1rxT42fBaPxLDJrGj2wF/nM8EaczZ6sB/e9fX+fBiMJTrNSktUehh8VOl7p8P2Pg27upM3IRGVAkLKpUogHc9zjJz717X8DNCnTxM80cW6KFG86T+6xGAPrgj8K5618Palfa5/Y9skt3PNMIEjU4bPTBz0xzyenPSvq3wP8M7HwT4dt7G3ixOyq1xITks+OefQdBRSpq+itYdWpZO7u2UFt2b+GrlrYlj0re/skL0FTQ2O0jiuvlOG5Vs7MqAOta8FvtFPhtQvarKx4rVKxAKu0V8a/8FTrj7P+z5pJ2qSfEEAG7OQfIuOR7/X1r7O24618Xf8ABVUD/hn/AEbcOP8AhIIT/wCS9xWkSD8kpmLydec9a+iY/E3jqx0RZbf9pO0VYbcMlnHreqiTAXIjA8jGeMAZxXzrJt39ePQ16jN4i+G8mkyxw/DPVvtn2cqLn/hIywWTbjzNn2fkA84z7ZqI7iMLUP2gfiXqVncWd34/8TXNrOjRSwy6tOyOrDDKQX5BBIx71yPhVgvifSmZlUfa4iS3T7461myDaTnimVL1GezftY6Pomn/ABp8V3WkeJLfX5b3Vry4uYraB4xZu0pPllmGHIJIJXj5fevF+FzmlaQsTk5pnFVJ8zuI/UD/AIImf81m/wC4L/7fUUn/AARM/wCazf8AcF/9vqKzYz9Obj7w+lRVLcffH0qGqARqSlNNzTAGptLmkpjCmtzSlqbSATFIy8U+kosO5z8Xg/R7XWptXg023i1KUbXuVTDNnr+J9aszQ7TWowzVeSPNO1tgvfczNoPahI+elTyREHjrSrHQA1UqTbTlX5adtoERla+J/wDgq4f+LA6EMkf8VDDx6/6PcV9tGviL/gq8pb4E+HgFJxr8ZOP+vefn9a0j1Efkqx/ecdc19L3/AIo+KjeGZ45PjRoEtl9kZWs111C8kew5jC7ckkcY96+amx5uSOO9et/258E1hQN4R8amQL8x/t62AY/+AnFZx3EeMSA5IpnTqa7jx7qXgK9sbZfCOi67pd2HJnfVtTiukZccBQkEZBz3JP0rhjipegxdo8snPzDtUW6njpgDIpnPpQB+oH/BEv8A5rN/3Bf/AG+oo/4Il/8ANZv+4L/7fUVLA/Ti5P7wfSoM1Ldf6wfSoN1WtgFPuaTNJmm7qYCt096TduUGkJ96TdQAtFAooAKDSFqQmgApjLlaVjSUAQsgzTNoqZqbQBHtoIpTSMeKAI2r4d/4Kvybfgh4cGTzrycev+jzV9wtXwv/AMFY2/4sr4YA/wCg4p/8gS1pHqB+ULsfMBHrxX0trN98W7jwvfC48ZeBZ7E2jiW3t9V0VpWj2HKqFO4ttyABznpzXzQxHmcjjPOK9Nv3+D39k3H2RPGv9oeU3k+c9r5XmY+XdgZ2564qI7iPKGzzUfepJMbuOlNzuXaFH171AxjEhcU3NPZdoAIxTduOTQB+n/8AwRL/AOazf9wX/wBvqKP+CJn/ADWb/uC/+31FSwP0Z8UeOvDnhjUI7XV9e0zS7l4hIsN5eRwuykkBgGIOMgjPsaxl+LXgqT7vi/Qm78alD/8AFV+aH/BXC8kt/wBpDw4EOB/wiVsev/T5eV8Spqcvk4MjKM8nP6VrG1hH9BR+K3gvYX/4S3Q9i9W/tGHAz0/i96QfFbwazbV8WaITjOP7Rh6f99V/P5deJrvUtoeQgooUbcDcAMDPqcd+tV/7auY1JjlYM3Gehp6Af0FP8VfBiNtbxZogOcYOow//ABVH/C1fBhbH/CWaHn0/tGH/AOKr+e1tWuGJ/fOPxpP7Tud3ErMfc0aDP6FT8UvBwXJ8V6IBjOf7Rh/+Kpg+LHgpiAPF2hk+n9pQ/wDxVfz2vq06yNiZj1GQeD+dR/2pMuCJWBz60aAf0Lf8LU8GNwPFmiH6ajD/APFU0/FbwYF3HxZoYHr/AGjD26/xV/PbHrFzHnEzD8alfV7hlwZ3c/e6+v8AkUaCP6Dl+KHhB0Lr4p0Zl/vC/ix/6FTD8U/B/P8AxVWi8Haf+JhFwfT71fz8R6/eKu1Zn54GCQabca9cnbGs7lE/2j8x7n/PpRoB/QJJ8WPBcblH8W6GrDqrajCD/wChUxvi54I3bf8AhL9CDen9pQ//ABVfz5Pq1yxyZXPHrTRqkzD77cn1pXQH9BzfFrwTz/xV2hcdf+JlD/8AFVE3xe8Dj/mcNB/8GUP/AMVX8+/9qS7T+8K568moTqEmB+8b86d0B/QTJ8X/AAOBn/hMNBx/2Eof/iq+JP8AgqZ4+8P+JPhR4YtNI13TtTuF1jzHhs7qOVlUQyDcQpOBkjn3r8z5NQkf5jK7HvuJqvc3DyqCz7vxzRzLogI1z5qkdc8Z6V9PXmk/GTVNGns30f4fx2l1A0TNDB4difay4O1lwVOO4IIPIr5cPrmjzMfxZqYu2oHo+tfs8eMtB0u81K7h0kW1rE00vla5YyvtUZOEWYsx9gCTU/wN0+xsLfxp4svbG11STw3pIurS0vYhLC1xLcRQRs6Hhwvms205BKjII4rzBrhmUjzOD1AruPhX4407wpca3Ya5DcXPh7XrBtOvlsyonQB0ljlQHgskkaHB4IyMjOQ1a6EdV8Srq3+IPwZ0TxvNpunabr9vrE2j3kmmWkdrHdx+UksUjRxqqB1+dSVAyMZ6V4mTXqHxM8b+Gp/COieD/B0eof2JYXE1/cXmqKiT3dzIqLuKKSqqqIqgZPVj3rzBlG3IYH/Z70S6DR+n/wDwRMx/xebHT/iS/wDt9RR/wRL/AOazf9wX/wBvqKyYxP8Agqh4Ts9Y+Jl5rMyubzTPDGkJA6vgKst/qIfK9+FFfJdp8PtEvPEHwWtzZyiz8RQW51NhISJHbU7q3JBz8pMcKjj0Jr62/wCCqmtWln461SxkuYoru68NaK0MLSAPKFv9RLbV7gZGfqK/PlPHmtxXnh26W+ZJfD4VNMIRf9GVZ3nAHHOJJHb5s/ex04rVbCOx0jwTpV1pHxSuTG0s+gxRPYOsh+Qm+ihOR/F8jsOfrUl54L0d9L+FtysUiSa88qah+8JD7bwxAqP4flxxXn9j4q1S0t9aigumSLVYgl8oA/eqJVkGeOPnVTxjpWx4P8SX+peJPB1hdXJls9MvYktYyAPLV5w7DIGTliTzT0Edcnw90b+3vjHamGRofDVncTacPNOUZNRt4AW67gI5HBz65rB1Xwnp8Pw68EatDE63uqX19BdSFyVZY2hCADt99vrTfiL4m1DR/iT8RILG4aCDU767s7tMKfNh+1iXacjj54kPH930zXIzeJtRuNJ0/TJLgtZafNJPbQ7QPLeTZvOcZOfLTr6UnYD1zUfhn4ftfi18XNCWCX+zfDsGrPpyecSyNBKViy38WAOc9a4nUPDen2vwl8O68qSf2hfa3qFjOwb5WhhhsnQAdiGnk59x6Vj3HxD1+617XNZk1Bm1LXEnXUJti5nEzFpcjGBuPoBjtitvVtatZPgd4Y09biJr238QapO9urgyIj29gFZl6gEo4B6HYfQ0adAOuk+G+g/8Lm8Z+HVhmGladpOqXdrG0p3JJDYSzx5buA6LnPXFck3hfTk+Dttr/lsNVm16WwMm87fJEEbgbfqzc1z0nj/XP+Egvtb/ALQZtUv7ea3ubgKAXjmiaKRSMY5RmXj14qmviLUJNBXRDOf7NW5a8WHaOJSoVnz1+6oHpxRdAeup8N9Bh+LEGieTN/Z03hmPUVUyHd57aKt2Wz6eaTx6cdq42Lwzp9z8INV8QtGw1KDXbWxSTccCN4Lh3GOn3o159q2PhT4m1DxJ8TheanctcXEegX9sjHA2xw6VNHGuB/dRFH4etedL4l1GHQ59FW4I0ya5S8e32ggyorqrZxnIWRx1709APWLH4c+H2+K3gfRJreZ9O1fSLK5ukWUgmWW23swPYbucVxmj+GdPu/hf4q1uVJP7Q0/UtPtoGDYUJKtyXBHc5iTHpg1ir8QNdTWtM1cXzf2hpsMVvazbF/dxxpsRcYwcLxzVCDxBf2uj3ulxzsmn3k0U88OBh3jDhD68CR/++qWgHqul/DnQrv4h/B/Snjkey8Rw2LaiqyEF2lvJIpAp/h+VQOO4zXH+G/DWn6l4F8b6lcLIbzS1tTaFWIUb5wjZHf5a1PGHjKTTZPhvq2i36JqWj6PAyywsrtb3Ed1O65HOGHytg+o9a4G18RX1lp+o2ME/l2uoBRcxgAiQKwZfphhnijRf15Aei2/gHR21D4RROkhTxHAkmoAOcuTqVxbnb/d/dxKOO4zVC88G6bD4Z8d3wjlE2kalbWtqS/Co7zqwYdziJfyNcgnjTV45tBlW8YSaGoXTyEX9wBM8wxxz+8d25z19K7PRr6bUPg/4+vJ5N882pac0hPG5ibliePrQrBqeZSNuYmmclTj+dPY7izAqhHzAc+o4H/1/SovfFQUGOmDmkpSxIAJzjgUSRtGwDKVOM8jFACq20hsbsHo3So6D1p6oCmcndnnjgdMc/nQB+n//AARMx/xeYD/qDc/+B1FH/BEzH/F5sc/8gX/2+oqWB57/AMFhP+TlvDI7/wDCI23/AKW3tfC3OSTX3P8A8Fhf+TmPDJzz/wAIhbf+ll7XwyoRY2G1i/BDZwAMHIxj6d+35WthABtjPck46V1PgDwH4t8eas6eEdEv9Yv7JVuGXT4DK0YBAVyFHHOOa5R5CNoBIwK9E+D/AILsvEU2uaxrep3Ok+G9BtFu9QlsV33EoaRY44YgSBud2AyThRknpg0txFH4lfDTx34KnGp+NfD2q6TNqU0ji51K3aPz5PvOQSOTk5P1rhs5B+lesfGTx5e+MvDvh1NP0GXQfAljLc2+kxyStM0s37trh5JTjfKd0WcAAAqABXk8mMZB4xQ99AGZ6HNAb/OKbmk3hcEZDZqRjt3IAHfvT5GKrweT29qZH83XpTWyfmP3SSKANvwzHrcMl5faNHc+Za2srzzW6k+VAy+VIWPZSJNpP+1WIWycnrXrX7P+m3utW/xGstOtJr68l8K3Ajgt0LyOftFvwFAyeK8tvtPudMvJ7W8gktbqBissMylHRgcFSp5B9qfQCFm4wAFpnDMQOnvSZ454NG0464pAOdsDaDkZ65qLA2lsjrj3pGb3prfex2+tIByk9Rx2rvo/hx8QbH4e3OtxaDqkfhS7VJproQHymVSwWQ8Z2ZZhu6c4zXCW6hpkBzszzzX1JDd3a/tnXGm+a50aOZ9KeEk+V/ZYtzGUI5GzyRnHTv71UUI+Vm+7j+lN6jjrU1woDsF5AJqEA5xjmpGG7KgEgAe1L8rN8obGO/Pbn9aVlCHJ6+lDSFvlH3R0FAxG2qf7x/SmszSY9B+VLxgdzSMffNAH6gf8ES8Y+MoH/UG5/wDA6ij/AIIl9PjLx/0Bv/b6ipYHnf8AwWEx/wANMeGcnH/FIWv/AKW3tfDO4tntzRRVrYkjduuT9K6v4c/EzUvhpqV3cWNvY6ha31sbO907UrcT211CWV9rofRkVgQQQVGDRRTAf8RvipqXxH/s2G5tdP0rS9MjaKy0rSrcW9rbhjucquSSzHBLMSTgc8CuLz8p57UUUNtjGHrigYzzRRUgSMwBwvHNRfdJyPpRRQB03gP4ka/8NrrU7vw7fPpt5f2T2El1CxWVI2ZWbYwOVJ2AZHYmsG/vrjU7qW6uppLi6mYySzTOWd2J5JJ5Joop3drAVmPIOaTO3vRRSAa31z34pM+nXrRRQMOeTx8vvivVU/aJ8SN4fOni10tdRkshpr66toP7Qa2CeX5Zl/3MIWxuK8E0UU1JrVCPL2HzNvPzddoqNn7KMD9aKKQzasdBivPCWr6u0pWWyubaBY1xhhIspJPuPLH5mtYeBVlvPBcUbzONcgSabaufKzdSw8f8BjB57k0UVVtPkIZp+i+G9I1zW4tenupoLKVobe1tJBFJOwYjJkKOqgAc/KSSQBjkir4w0HTLGPTNT0Z7l9J1JHaOO7KmWCRG2vEzKAGx8rBgBkOOAc0UVUkk2hI/Rz/gijt/4vIFIx/xJuPTm/ooorEo/9k=) | ASR 951 x044 0404 Digel
Digelskår, rand
Tykkelse: 1-4 mm |
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) | ASR 951 x044 0404 Digel
Digelskår, bug
Tykkelse: 5-8 mm |
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) | ASR 951 x044 0404 Digel
Digelskår, bug
Tykkelse: 9- mm |
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) | ASR 951 x044 0404 Digel
Digelskår, bund
Tykkelse: 5-8 mm |
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) | ASR 951 x044 0404 Digel
Digelskår, bund
Tykkelse: 9- mm |
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) | ASR 951 x050 0404 Digel
Digelskår, bug
Tykkelse: 5-8 mm |
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) | ASR 951 x050 0404 Digel
Digelskår, bund
Tykkelse: 5-8 mm |
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) | SJM 952 x189 0404 Digel
Bund af digel - uden sintret overflade. |
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) | SJM 3 x0837 0404 Digel
2 randskår og 16 sideskår til glasdigel.
Sideskårene med kraftig glasbelægning på indersiden i varierende farver fra transparent grøn til mørk rødbrun. Ydersiden varierer fra glasbelagt til sort sodet.
Et af randskårenes glasbelægning er markant mere gulgrønt.
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) | SJM 3 x0285 0404 Digel
Usædvanlige skår af grov, tykvægget gods. Indersiden med nærmest et slikkerlag af støbeformslignende, lyst gulligt ler. De to randskår limet sammen. |
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2smsWr+TKIEaV5FfednmFvLUN8uQ3IODnmfDlrpGg65pr2mpeJtLgaV0nW3KR3McMiSKnlg4Ei4Klz8mRJgAda64RhJaGcpyOA0vwi0dqXldokDBPljZt2T0PPB2nOCOw6k1+vn7Afhuw8JfAGy02GHytUNzLdag24sJHdv3bg+nlqg4/u+9fl1/wAJwsHimfQdDefxAkl4kFk0ESZnTzVwqxL/ABNtxxn72PQ1+sP7I+pR6v4J1C7gtZre2mnjeL7RFsdR5Kjyz15Ug9z97PeqSSvYyqc3KrnujGo2NPNRmqRghjV+Uf8AwVeZl+Nmg/3P7Bix9fPnr9XGr8o/+CquJvjjo0fddBhOPrPPT6FR3PhKbmQ9h0r0zwr8F/EviLRLS9s/EPh23trhN0cFz4itYJVGejRtICp9iM15tcRlZMV6J4d8CeCL3R7S61H4mW2kXsqbpLJtHu5TC390uq7T+HFEY3eo5Psadx+zn4glkzN4p8Fu3q/imzJ/9GUVwnjrSdH0XWDBomvr4jsvLVjex2sluNx6rsk+bj1opXS6Cs31P6QaSjNJurlKENFFJmmMGqvMOTVg1HIuVqoiZnTR1SkStWSPdVWWL2rrjIm9jPqC4t47qGSGaNZoZFKvHIoZWU8EEHqKuyRVCy1oVc+PPjd+z/qHge8m13wvBHe+HZmJubEqfMs+4ZT3QfQ4/WuL8NeKLDXNL+xxJZyXEIJdo4/nZgw6fNxjnK84HtxX3oyhlKnkHg187eMP2PNO1rxNdavoutLoImcyrapZCRFY53Dh1+Xk8Y449KwlB3vEej3PNvPt9RvI4gEeISZj/f4KkrgAAdDh2HX/AOtneINBsdUsdR0+a4SyVk2faBGg8tiRtbJxk8Y69fpTviRo+pfCq4XStcxFFJhodRt8iOYZwCO+QTyp749qoapa3WoaPLY6Nq9rDqMrAJ9pRZYnUEE5Qkn5umfftWPkTY8j1/RLW38UNpsjjUZ76IK8InUCUkYxuySCScjPvXMeOPhda3elaTcWOnta24neG9VJwZyxjChjhCfkZR8igk5wOxr1L4i/D1NT0+W5ee2GoRFZLcQqLZJG4LKx5YkHGOfXOKwNP0e616CZpbqGePBZ7K7QyypMuBhSnOSB7tj61i4tP3TaM7Hl/wAOP2ddZXxJZweI9Nu9P0a+2zrcvG8KXMGRh1LgEZJXBIyN4IxkZ/Yf4X6TZaJ8P9CtNPVUtFtUKBFwMEZx+HTPtX5h+JvEniZtQttKtNYljMiqkcPQW3llc7QGwOh6deMA5xX6l+C7CPS/B+i2kTFo4bKFAxGC2EHP41rTd09LCrTc7X6GxUbVI3SmNzzWqOdEbV+UH/BVFv8Ai/ejDOMaFAP/ACPPX6vtX5Of8FUsr8eNMkxwNCtwP+/05q3sVHc+IJmHmHNej6DY/CZtFtH1zUfF0eqbP9JjsLK2aEN32M0oJHTqBXmkhDbs/nXpPh3xh8NbPQrO31XwDqOqalFGEmu49faFZW7sI/JO0e2TRGS7jkjkfGi+GodaePwrNqU+kFF2vq0caTbsfMMRsVx6d6KTxtqOharrLXHhzRptA07YqiznvDdMGHVt5VeD6Y4oqOoz+kGijtSVzDCkPQ0tFMQU1qUdKGoQMgkT0qF491W6iaP0rVMkoSQ9ciq8kNabL6ioZIc9OncVspAZbRkVHtrReGq8kPNa6MdzI1bQtN8QW4g1PT7XUoFbcI7uBZVB9QGB5rw74t/sw2XiK3mm0C0y075ms/tHlBBjgw8YGD/CSPYjGK+hfJNSww0pJSWocx+bN/qV5o+vapo2sy3lvFaOXe1u7cnacYHyt8235iRjuBz3rK0+3066uGurS6JtpJXil87e0nmL8p3K3zfK2MZOSG5NfoX8UPgT4V+L2nmPWbBBfKhWO/iRfNXjgHIIZfYjjtivkjWv2YfEvgjW/wCy7XTb6/jnffHfWiPPE+WKoXwmAw4G5iDjGR3rjcbOyK5kYXgLwnbeI/HujWOmyR3krXKLIs0m1pl3gs5HRmCjJ9B3zX6LhdowBgDpXg3wL/Z1n8IazB4l18LFqtuZEt7VGV9ikFdzMOOhOFA4zyew9/ZKu/Qz3ZDUb9amNRtyKpCIWr8m/wDgqrOV+OelIRlP7Ehz6582av1kavyW/wCCqrD/AIXtp4JOBotvn/v7NVPYuO58Ptjp1+teh6D8YF0PSLSw/wCEF8H35gjEYur7SzJNJj+J23jJ9688fnJXtzXtXhP4mfGjT/Dun23h+01BtJhhVLZofD8MymMDAw5gJb6kmnBPpf5EyPMPFviZ/F2stftpGm6MCioLXSbfyIBjuFyeT9aK9L1L9pL4uaFeG01XUpdOugAxhuNItoXCnodphBwaKXu9bh73Q/feiiiuQ0CjvRSGmJi0UnpS0AIRTafSU7hYYyg1E0fXFWMUm2ncVioybu1RND+NXmTNRNGR0rRSEU/J9qkji71Ltpyx1XMIdGvOalpFpayYwooopARstRkfhUrCmNVoRXkWvyN/4Kqtj9oCzHY6Jbj/AMiTf41+uklfkT/wVSUP+0LbjP8AzBLbj/tpLV9CoHxJuO41714N8H/HXUPDGmT6Drup22jyQKbOKPxRFbosePlCxmdSgx2wK8G2FWB6V6loXwL/ALa0ez1A/ELwTp32iIS/Zb7V2jniyM7XXyzhh3GacV3QpHM/Eqw8U6T4sntvGV3Nfa2I0Mk1xfresVI+X96rsDx2zxRWf428MDwhr0umDWNM13y1VvtukTma3bIzgMVGSO/FFR1KP6Q6K+T/APh5p8F84+1a0T3/ANAH/wAXUg/4KV/Bpl3fatYx/wBeA/8Ai6y5WWfVmaD0r5S/4eV/BtkLfaNZ47fYRk/+P1C3/BTD4OKCTLrnH/Tiv/xynysk+sCeMUuTXyS3/BTT4OrHvLa9x1X7Cmf/AEZTG/4KdfBxe+vH/txT/wCOU7Csz663Uor5Kh/4KZ/B6aRUB1xdxIDtZRhc9ufN7/17VHP/AMFO/g9b4Bj8QHJI4so//jtKz7D1PrmivkEf8FQ/g8cZg8RD/txi4/8AItKf+CoPwg3Kot/ER3c7vsUWP/R1KzKPr2mV8iP/AMFQPhEsxjFr4iYYyGFnFhvb/W9abJ/wU++E0cjr9h8RELyGFrBhvp++p2ZNj68K0lfGs/8AwVO+E8LYOleJiM4yLWD/AOPVE3/BVT4Uhc/2P4nz/d+zW/8A8eqieVn2jmgGviuP/gqr8KpN2NG8TLjn5re3/wDj1Mf/AIKt/CtWYLoniZ8dCLe3Gf8AyNSHys+16K+IW/4Kw/DBY93/AAjvib6eVb//AB6mN/wVj+GSrkeHfEhz0/d24/8Aav8AnNAcrPt81E3U18QS/wDBWb4bIP8AkWfEhPptt/8A45US/wDBWb4bsQT4Y8Qovdj5HH5PTuHKz7gkr8hf+CqEgP7RUCg/MNGth/49JX0fd/8ABWjwDEfl8I684xwfMgx/6FXwh+2D+0Jp37RnxWbxTpmm3GlWa2cNqsF06s52Zyx28clv0quZbDjFo8LDq3Ue3NeraD4F+G95o1lcal8UG029khV57IeH55vJkIG5N4cBscjI4OK8rbaylsfMTXpmhap8HotFs01fRPGFxqixr9qe01S2jhaTHzFAYCQpOcAkn3rWLS3ZEji/HGl6Louuy2ug6y2v6aoUpfNaNalyQCRsYkjByM55xRXftrnwQ28eGPGjH/a1m2H/ALbUVDUb/Evx/wAgu+x5n9qk67uBx1pY76RflDHH1rqtY8Dwab8MND8TiaU3Woane2MsLAbEWGO3ZWHfJMzZ+gqLx74JtfCVj4NuLe4lmOtaMmpTebjEbmeaPauP4cRA885JrSzDmRzq30gHBPuKf9sZsHJwetdV8RPAcHg7x1a6Ha3ElxHLZ2FwZJMbt09tFMw44wDIQPYCukt/hDYTftFS/Dtry4TTo9Zl037V8vmlFdlDdMbsD0xmnyvYXMtzy77ZIMjefz4qFrt+metdn8O/A9n4y1rWLS7mmgSy0i/1CNoduWeC3eVVOf4SUAOOcVD4P8F2fiTw7411G4mljl0TS0vYEjxh3N3BDhsjptmY8Y5AqeVsfMjlLe+blGOVPTmnTXUm0fMTgcc10tl4NspvhTqPihppxfWusW2nJDx5TJJDPIxPGdwMQ74wTVvXPA9np/wo8NeJ4p5mvdS1C9tJoWIMaLCkDKV4zk+c2cnsMUWYcyOMS7ckDJFKbxxn5jmup8XeD7Tw34b8GX0M0xfXNOe9uVlwQjrdzwgJgZ27YlPOeSeewsePvA+neGPiFa6HbXEz2UtvYTNLMRvzPbwyt2A4MhA46AdaOVhzI4/7ZI3BJ9Qc1Ot8zKFLV6NafCnSbn9pL/hXpubwaMviNtINwHX7QYRcGPdu27d2B124z2rnfhv4Os/F3je50m7kmjt4rDUbrdCwVt0FpNMg5B4LRqDx0J6dadg5kcv5zTfKz4qpLcOrA556V2ng3wpY+IfC3jbVLmSZLnRNPiurZI2AVne7ghO7I5AWVumOcfQssfB1lqXwn17xK7zC/sdUsbKJFYeWUmiuWckYySDCuOR1PXtPLcfMcQtwVfIP1p/2hlbgkV1WoeDrK1+EWj+Jleb+0bvWbzT5EYjyhHFDbuhAxkNmZ889hwO7fGnhSz8P+H/BN5ayTNPrWkNfXAkIIWQXlzCAvHA2wr1zzn1wI5WhqSOVFwyvlhux/C2cH8qiaVtv3q7L4k+D7Lwjr2l2VpLNJHcaRp19I0zAkST2kUzgYA+UNIQPYdTXS3Hwr0eH9p1fAIkujoP/AAkKaX5hkHnGEzBCd23G7B64x7UODvYOZWueT+c3HNNaZiAMk+ldt8L/AAnYeK/Glxp95JNHaw6dqN4rwkBy8FpNMnUdN0a5HcZqPwB4RsfEek+N7u7eQNpGim+twjbcyfareIbuDkbZW49cVKi2DkkcYZGZRhjTVnbkNzXaad4Tsbj4Ua74hkMg1Kz1ixsYgGGzy5Ybp3yMdcwpg5459ai8VeE7PR/Bfg7VrdpWutYtrma5V2BVTHcyRLtGOPlQZyTzVOGgcxyMlwcjavHpQk+49ADiljA4DD8ac0fPvU2KI+smRwPSinyLt5oqRH0VrfwZ+LepfC/QfDK/CD4gC8sNSvL6SZvDV55bLNHbKAP3ecgwsTxjBHvit49+Cvxd8V6f4Pt4Pg94/iOjaMmmzGTw1eYd1uJ5dy4j+7iVRzzkGiin7Ri5UW/iF8Hfi54x8Ww6xbfB/wCIFvGllYWu2Xw3ebt0FpDC54j6FoyR7EdK7bwf8JPij4i/ast/F83wq8baVpN74ge+8zUPD91EIY3kZh5jFNowDzziiiqjUk2S4pI4z4e/Bn4teCta1e6uPg/4+uI7vSr7TkWDw3d/ent3iVjmPoC4J9hVbwh8E/i74d8P+MtPl+EHj2Rtc0xbKJk8N3mI3W6gm3N+76bYmHHciiij2kh8qI7P4J/F22+F+p+Fm+D3j5rm71e21FZv+Eau9irHDPGV/wBXnJMo/AGpdV+Dfxevvhj4f8MJ8HfHwudN1C9vJJ28N3mxlmS3VVH7vOQYWzn1FFFT7SQ+VF/4k/s8fFjUvBvw2ht/hf40nns9FlhuY4vD92zQudQu3CuBH8p2srYPZge9Zvjb4LfF/wAUeM7TXI/g748hiS1sYTC3hy8Lbre3ihbJ8ruYiR7MKKKHUdxRSsbNv8Ovi7F+0KfiKfgt8QDZ/wDCQNrP2L/hHbzzPLM5l8vd5WM4OM9KxPA/wW+L/hHxdc61J8G/Hk8c1jf2nlR+HLwEG4tZoAeYugMoP0FFFHtJD5Uavw8/Z3+LNj4F+JEFx8L/ABnbzXmkwR28UmgXavK4v7VyqAx5Y7VZiB2UntWXZ/Bf4wWXwy1rwuvwd8etLf6laX4m/wCEdvAqiGOdCuPK6kzA/wDATRRQ6j0Eoog1L4K/GG++Gul+Fx8G/HiyWeqXOom4/wCEdvMMJYoIwm3yuCPJJznnd7VB4q+Bvxj8SaR4Tsk+Dvj23fRNMbT2kbw7esJSbqefcP3XHEwXH+z70UVHO2VZDvHfwS+MnjTXdPvv+FNeOrVbbTbHTyn/AAjt4d32e2jhLf6oYDeXnHbNdn42+D3xa8O/tR6l4vsvhJ411rT7HxGdQhNroF2UuESbeNriIjBA689c0UVXPK3zFyrY4bwL8EfjN4N8SXGqn4M+PLoSWV7aCMeHb1P+Pi2lg3Z8k/d83djvtxxnNL4R+CHxm8L6b4ptR8G/Hk/9t6Z/Z27/AIR29Xyv9Ihm348k7v8AU4xx97OeMEoqeZoLIWx+B/xltfh3qvhg/Brx4xvtTtNQ+0/8I9eAJ5MVwmzb5PO77RnOeNvQ541/HP7OXxcvPhz8OrWD4W+NJrizs7xZ4o/D12zxFryVlDqI8qSCDz1BBooq+d2Yrao4Rf2W/jKy8/CTx1kdP+Kavf8A41Sr+zB8ZuR/wqTx0B/2Ld7/APGqKKnmZQN+y98Zf+iSeOv/AAm73/41RRRSuB//2Q==) | SJM 3 x1799 0404 Digel
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) | ASR 974 x055 0404 Digel
Digelskår |
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) | ASR 640 x011 0404 Digel
Digelskår? Med rand |
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) | ASR 640 x049 0404 Digel
Digel. Randskår |
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) | ASR 640 x083 0404 Digel
Digelskår? |
![](/grafik/intetbillede.jpg) | ASR 583 x0160 0404 Digel
Digelskår. Randskår. Tykkelse: 5-8mm., Det ene med gulddråber |
![](/grafik/intetbillede.jpg) | ASR 583 x0160 0404 Digel
Digelskår. Bugskår. Tykkelse: 5-8mm., Det to med gulddråber |
![](/grafik/intetbillede.jpg) | ASR 583 x0165 0404 Digel
Digel. Bugskår. Tykkelse: 1-4mm. |
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) | ASR 640 x234 0404 Digel
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) | ASR 640 x376 0404 Digel
Digelfragment. Sammenlimet med x371 |
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eSPY6/Ky7wjHhgc+vQ1vCipRi2vmKWIcJy5GYX2Hwfq3iaVfD/jv+yJIFVlj1iyMUYkwCB9pTIHzFVIIHT2r1H4K+OLz/hI1hYXCWs7EyRyFSmWPBUqOR1Oev515/4m8K3+rq+pax4Xs21aN2ij1xDsnjdsv+/gjJVn29mCsffrUGg6pqVyza+9zZzmK7aGSGGRleBVB2vtB5Uj+939exOKptNKxlKTqp8zufbO7jNTedjbk96wfDesx6tpNpJ5wllkhWTOMFgQDnH48+9a6twPSuyLUldHlNNOzLfnc+9SCbI61R3YbjpS+Zt71ZBdMvHWvyA/4KWMG/aZvSc8aba/yav1z82vyD/4KUt/xkxf88f2da4/75NaLYiR5B8NfG3/AAjWi3MA8f8Aibwozzl/smi2nmxv8oG8n7RHhuMYx0A59PPdUn+06hdzfaJbvzJmf7RMMPLkk7mGThj1PJ69TXefDjxNPoujXMUfj6Twpun3/ZEs5JhJ8oG/coIHpj2rI8QaD4dW2vL6DxqmqX5JkEH9nTRmViefmYYHXPNPoQcURXqX7Kp/4ye+D4/6nLR//S2GtD4WXkfhnwvFrGuQaVPos188VtZSaNbXt9qMyqheJHkQ+WgDRgsTxv8AlVjkU79nm4e5/a/+GkstgmlyyeO9LdrGOPy1tydQjzGFx8oXOMdsUW0uB/RVRRRWYBXm+rf8hS8/67P/AOhGvSK811b/AJCl5zj98/8A6EaBoqMT9aZnp605v0ph/KgoTp9aa2OfWlNM70AfOn7QgSTxcSsEkjQ6fHvYttU5d+B69RmvnG3uJtY1l7NbKD7MSwadQHZmC/LuHYY/rX2v8Vfho/jy3R7OeC2vljMJa4j3I6HnBxzweR1r4a+P3wn8dfBua0XQ7e2nkvYsm/tidpK9Uww4IG3t0PtWDTudkJLlSMrWtN0+98V6T4Zk+x2UEdw+oSKJ8gyJgIjIBtBLOjEHsvvWz4y1zUtFuGtbGKaOedFRRANpuJ2lPzIi567sbRwcfhXzPFosOkfE7SPtl/fXWpXbGW98lxH5UjjO3ccj7x5+gxXuNh4mlTxLoutTJNdXWk3ERETDLuI5A64GODgHJOa5a8dmddCfK2j6f8CwnS9Qu4fEfhG5s/EdvYSXcOmatFFcxXMjRlg0RQAJIWPzAgHB5PHFL4Q/ELSNB1zUraz0e38PQXNou5rCWTEcschY43F+D1PQAA8VYjl0/wCIVh4p1Lwl43sdM1jVr2C9WbUZ2hkt7cEyTW5lwRjdjlScqmCOK8r+J/i7TdW+It9d6d4haBdLgtcfZ7ZkGoTEgXEkW7ACnBbPfnqDWk3KMU4PY0pRVRuMldv1O+1PxZpU3hu6laweLU9R1GC6uJrJSImIZj5zsDhiwZ124B556CsDT7G40vT9eEQgn81QXmEQ3YC5+YfdbIJJOPlJPXk15HD4y1DQ9Fv1sdMgktpRhLeYvKsjeYTvY7xsfGfu8e2K6f4d+OtBtbPVJfEFrLplpJxYSK5YliB8oYDbncOnGRkcVgnzJKW5cqcov3ep9FfD1r/RNL0eWxv472KSVXkUbmKKyg+2DuDcdMEV77puoRalYxXMWdkgyMgivkjWdUvvCfhnSLvTm0+C51S9UR2d82MxgMxMYXndn+I/3q+nvh7HqEfgfRv7VCrqDWytOqkEBjyRkcHr1roo6aI5MT/M9zpN1MZsUdhTWrqPPEaSvyK/4KSEN+0tftkD/iX2o/8AHTX63SNgV+R3/BR7a37SV+Qfm/s+144/umtERI8c+HeuHS9JuEHinQND3TE+Tqui/bZW+UDcH+zS4XtjcOQTjnNcDqL+ZfXLmWObdKx8yJNiPknlVwMA+mBj0Fd78Pb+8s9HmSHXPCulxvMSY9c0yO5mY7QMhmt5CF9sjnPHOT5/qBLX1xl4pP3jHfCu1G56qMDA9BgfQVXQg6fwr8U9c8H6aLGxNlNBHObu3+3WMNybacgAyRGRTsYhV6ddq+grqP2X7qW+/aq+ElxPI008vjTSHkkc5LMb6Ikk+pNeUV6l+yr/AMnQfB/t/wAVjo//AKWw0gP6PqKKKgArzXWF/wCJpeevnP8A+hGvSq821b/kK3n/AF2f/wBCNA0UGphOalZahcGgoRqYW9Kduz1FNPoKAGNnNc9448LweM/DN9pU6qfOj/dSMP8AVyDlHH0OPwyO9dCxNROvrSHc/Mn48fsxeK/B/iS18Qtp6S2MNzHNcXUc6mDapJKoOGzhSfu/WsSPULP+yru/e7S1ztMUsON0h6YPTaThevTnHt+lvjvwPp3xA8OXOkaipEcqnZMgG+J8EBl/P8a/OT4y/Ae9+Gt3f+HZEaS5urkT6dcRkf6RDkDdjPBwpUg9O3Y1hONjspz5vUxfDOq2Vvp14PsazXbRySoZrgrBHGQ4MihTkuAoIU8fNyDVzxZ49tm1GL+3QyXexminXvCGJCs5AwzZPWp9H0+48Pw2/wBoscyxRM4jhJLj5TlRgc89gOcY71h2+n6t4tkuptZsWm3ED7OdsZVVBPQ8jnb34x0rm5UndHoKtLk5A1LxhfzTJ/ZsEcKAo8UVxI6iYjnsvXgdT61c8C/GOf8As37Nd+AodUW3k2+dZuqb1LjGQAcnPAYDI4PaluhBZabpltrKS6ffTSNEl0wVi6gjkqT6d/8AZ96u2+m+HLHyNQuLy2ufs7Atex3ACxg8gvsPIyOeBzkelVsnZGMpSk029j0jVPjVqUMltPe6Xb2CSMsMtjKBNN5SnKxoNw3N9/5ugCjjOa+5vBoC+FtL2klTboRk5xkZAr8j9U8fjxB8VvDcVlFM2kWFy06RYMYdk3EEk98dcetfqf8ABnxFa+J/h5p19ZDbAS6bcMNrBjuHIGec8961p35tTmrO8dDuuuM0yTrS7uKbIa6TjIJa/In/AIKON/xktqX/AF4Wv/oFfrrKa/Ij/go4T/w0vqX/AF4Wv/oFWiGeO/D28ubfS5xBP4UhBmOf7dhieboPul1J2+3rmuf8UeKp9cP2eay0i3WGRiJNMsIrfd2+8iglfrW54BtTcaZORYeFbv8Ae4367eiGUcDhV81Mr74655ritQwt9cAJEmJGG2FtyDk8KcnI9OafQkr8dxXqX7Kp/wCMoPg//wBjjo//AKWw15Z716n+yr/ydB8H/wDscdH/APS2GgD+j2iiioAK841Zf+Jpd/8AXZ//AEI16PXnmqL/AMTK7/67P/6EaBoobeKYyjGDU7L6UzaDQUVmj701o+tWWjHSmFDQBVaP86jZauFKjaPINAFPbwc15h8bvg7D8TtPtLy28uDXdNEhtpnUnerKcxZyNuW2ndzjHvXq5hppipNXVmOMnF3R+Y3xQb/hCxcweJba80+/uB9ljja3KsowxVyM5IJ5O0/piuQ8E6qbWxkt9Ila7vMq7tKhXeNh3lW5BGf4cHGK/U/xF4I0PxhDFFrej2WrRxHdGt5Asmw8dMjjoM+uKyLj4EfD++0qXTT4P0e1tZSWP2KzS3YMRgsrRgEH3BrD2J1e38j85NW8MjxTqFtdXz+RFp5VJIVQZifvtOQRnpyO1ZT6bbaDd34gsY57B7VrHaXGxtrMu7O3IbIAOQeO/UV9SfEj9jPxZ4bvr/UvAusNr1hcopl07VJFF0pXgCNtojbALH+E/wC8a+e/il4du/Dd5cW/inStS0PUbhl2Bo2EQTacyLhsHJ7AdsVm4uO5rGaktGedDwmPEl1Yf2Skks9rKQ4WQKDwwI+bnjevB6c8V+qvw38IW/gXwTpOj28jTiGFTJMxP7yQjLNz0yc8dq+I/gP4Xhtfit4bvYPsOqC7ljniZ1LNGd6qTgZXcFYEZII/Ov0GeI1pSXUxrPZEQ6elI5p5X1qNgT0rc5itMeK/I3/gowP+MlNSJ6fYbXt/sV+ukkRI6V+RX/BRpGX9pjUx2Fha4/74q11JZ438P7CS70u4aPw34a1gedjzta1U2sq8D5VUXUWV98HknnjjJ1z4e6tptvdahMdHjt0JcxWus2kzKCeioszO2M+5rW+H2h3GqaTPJF4R0rxAonK/aL7UXtnQ7QdoCzxgjvnHc8+nCXymO8nUxrCVkYeWjblTnoDk5A+pquhJt+HfDsOteH/E9/JJJHJpNlHcxqmMOzXMURDe2JCeO4Fdj+yr/wAnQ/B7/scdH/8AS2GuY8CeOofBtp4hhm0e11kapZLaCK8LeUhE0cm8hSCceXwMjkjqOK6b9lY5/ai+D/GP+Kx0f/0thpdAP6P6KKKgArz7VP8AkJXf/XV//QjXoNefap/yErv/AK7P/wChGmgKZ+6fWmstO6Uje1MY0j3oopu75iKQxCuaaVp+aTPegYzFJtFPFNoAFUZFTR43VGtSR9RTEWV5WszxH4Z0zxZo91pWs2EGp6ddJsmtblA6OPoe/v1BrUQU40xnF+EPhX4V+HtssHh3QbLS1UbQ8MeZMAYALnLED0zXQtb1oso4NNMeam3YDIktjuIqP7L6itZoR6Uxo8DpRYDKa34r8f8A/gpIuz9p7VBx/wAeFpjH+5X7GyL1r8df+ClC/wDGUGq/9eFp/wCi6tbMlni/w78N/wBs6TPN/wAITdeJtsxX7TDfmBU+VfkI2nPXOfeuA1CPyr64j8k2+2Rl8pmyUwfuk98dK9C+HXhD+39FnnHw+8T+LNs5T7Zos7JEnyqdhAt5PmGc9Rww49eZ8WXXh+XZDpGhaho11FIyz/btQFxnHG3aIU2kHPXNHQk5uvUf2Vf+Tovg9/2OWj/+lsNeXCvUv2Vf+Tovg8f+px0f/wBLoakZ/R/RRRUgFeeaof8AiZXf/XZ//QjXodedapIv9p3gz/y2f/0I00BWNNY0FxjrUbSDuaoB2aSmeaPUYpyuD3oAWjbTwy+tL8vrSGRbc0vl04svrSh19aBCrHU6RjGajVh0yKmjkAyMimA8UUwyL6ikaZfWgB/akB5qLzl/vCk85fWgdyRqjalMynuKjaRfWgCGXvX44/8ABSj/AJOh1b/rwtP/AEXX7FTSr6ivxy/4KSSB/wBqLWMHOLG0H/kMVS2YjxfwD4ettW0maWbwf4r8QMJiguNCuhFCvyj5WH2aX5uc/eHBHHc8HfRiO8nRYpIQrsBHMcuvPRjgcjvwK73wBY29zpMzy23i2ZvOI3aCoMPQcNkfe/piuX1bwnrVj9oup9G1O3tFYsZrq2dQFJ4LMRjPI/Gl0F1MOvUf2VT/AMZRfB//ALHHR/8A0thrN8IeCtBvdH0y+8Q6he2f9sX72Fn9iiRxFsEe+WQMRlQZUAVeThuRgZ3/ANnHR5/D/wC158LtMutv2my8c6XbS7TxuS/iU4/EUraXA/oyoooqBhX8/X7TXxm8d6X+0l8VrO08Za9bWtt4t1WKGCLUplSNFvJQqqA2AAAAAOgFf0C1+B37UkWkWX7UfjuW8t7WKKefxMzGSNcPcG81JImPq+4RgHrkL6VURHkv/C+viC67W8aeICB6anOP/ZqY3xv8fPwPHHiLH+1qk/8A8XRpd1oSf8I6Zlszt0HUEud6D/j5P2zyd3q/MO09fuegq34Th0i/1LwTbiC1uJTb3YvYyqks26Ypv45IXbjPYCq1Aov8bPH7Lg+NPEGP+wnN/wDFUL8bfHuPm8Z+ID0/5ik3/wAVUnh280JbjwSLv7IFjmmGob1X7pf5fMyORg8Zp3hC80GNfAw1AWZ8vXpm1DzlU/6Mfsu3zM9U4l4PH3venr3Ahk+Nnj6Rix8Z6/yc8anPx9Pmpw+N/j5GDDxr4gDDof7Tm4/8eqbwwmlWel+Br6+htxCfElwt3LMilWgUWR2vnqoDPwePmPqag0y90NLPQfOW0MkfiGWS43IufsuINu7jlOJOOnWlqAJ8bPHsfK+NPEGcf9BOb/4qo2+NHj1mz/wmniDP/YTm/wDiqmgm0aeC4hRLWS4fxFC0QCDJtiJAQP8AYzt46dKd4qGlWdn4vtUjtob1PEaC3jVFDrbgXIcLxwoPl5A4+77U9e4EH/C6vHm0geM9f/8ABnN/8VTf+Fz+POv/AAmWvk/9hOb/AOKq14wvNBmj8bmw+xgyeIo5LDyUUf6L/pefLwOE5i4HH3fQVP4o/sm9/wCFh3enQ2rWi6nC1m8MahUjaSThMDgEY4HHAo1Azf8AhdHjvv4x14jpzqUx/wDZqP8AhdHjrzN//CY67u9f7Sm/+KqfXr/QZpfGzWy2aLMLc2CxoBg+YhcR8ccbs47U7WL7QZZvExgFmFk0KwS02Io/0gGz83Zxw/yzZI5+96mjXuBV/wCFzeOhz/wmGuZ/7CM3/wAVTT8YvG7Nk+LdbJ7n+0Jv/iq09a/smxuddimitoHl8M6abVTGB/pDR2Tsy8cMR5pJ6nLepqrPqGh7pggtMN4cjiGIx/x9AJnt9/g89etGvcCp/wALd8Z/9DXrfPP/ACEJf/iqG+LnjGTr4p1o/wDcQl/+KrR0VdK1C90+OGG3mMfhm+M67B8twsNywY+rABCD7D0qtp9/oazaCZhasqeH7+K43Rj/AI+mF55W7jl8tDg9vl9KNe4FBvip4uY5/wCEp1k/W/l/+KrA1TV7zWrxrq/u5725YAGa4kMjnHTknNddpF9oUf8AwjPnC0zHpl8l5vQH98ftHlbvVuY8HtxWP4qt4INB8IvFEiSTaZI8rIoBdvtlyuW9TtVRn0ApAZun+JNV0eFobHVLyyhZtzR287xqT6kA9elOvPFms6hbvBdaxf3MD8NHNcu6t9QTWTmkpXGeg+EfGXh+30TS7DxBaX1wNHvpL+0+xMiibeI90Uhb7q5iU7hk/M3HTHQfs46tLr37XXwt1O4INxeeOdKuJMdNz38TH9TXj1epfsqf8nRfB/8A7HLR/wD0thovpYD+kCiiioAK/nQ/a81q41T9pj4nwTlNlh4p1i2h2jB2f2jcyc+pzI36V/RfX84P7VX/ACdB8Yf+xx1j/wBLZqaA8uz71seENaTw94gtNQkjaZYS2Y1OCcqV/rWLXpXwXkjh/wCEpuPt8ei3Ntpgmi1iSDzvsn+kRKcKAWBfeEDKMjd6EkWtxM84Y4PPBpN3vXReOtY1HXdXgvdUtI7a9ltYi0scXlm6GPlnYf3mXBJAGevUmuapDNCbWLibR7bTGKm1t55biMAc75FjVufTESfrVLdTaKALWn3P2O+trjG7ypFfHrgg1Z8Rakus6/qWoLG0SXdzJOqMclQzFsE/jW78LobxvExntNSOkJa201zcXixCVkhRcvtQ/eY9AOOTyQMmtD4ueLLrxdd6LdSWcttp6WZjs57kJ510glcNLIUAGS4ZcAYAUDnGS+gupwOauW2r3Frpt7YxlRb3ZjMoI5+Qkrg/iao5pM0hjvrRn2ptKv3hSA1fE2tjXtRiuRGYglpa221jn/VQRxZ/HZn8ayia7n40eHb3w/48v3udOl0+2u2E1qXiKJLGVHzJxgj3FcJTYF/StWuNHuJJ7cqHeCW3bcM/JJG0bD67WNUt1NopAO71q61rH9pafodr5TRnT7RrYsej5nllyP8Av7j8Kt/DuxtdU8e+HLO/CtZXGo28U6scAo0ihgfbBNdZ4q1rU/Ffw/1G+1/95e2WtQ29nI8YRo43imMsK4HCKY4iF6LnjGapCPNJFCnbkEjqVORTKOc+9LjHWpGAFep/sqYH7UPwf7n/AITHR/8A0thryz26CvU/2Vf+ToPg9j/octH/APS2GgD+j+iiipAK/nB/arI/4ag+MHr/AMJjrH/pbNRRTQHlmc9uK1PDvifVPCV+15pV29lcMjRMVAIdD1VlIIYcDgjsKKKoCHWtcv8AxJqU2oaldSXl5LjfNIcngAAewAAAA4AAFUKKKADrSn60UUgL+h69qHhnUodQ026ks7yLOyWM84IIIPqCCQQeCDT/ABD4l1PxVqH23Vbt7y4CCNWfACoOiqBwoHPAGOTRRTAzDT7eYW8wcxpKB/DIMqaKKQDKKKKALOpapd6xeSXd9cSXVzJ96WVizHjA/SqtFFABS0UUACO0bqykqynIYdRW54i8Za34tWEazqlxqH2fJjEzZwTjc3uxwMk8nFFFMDE+nFbGl6SL7RNTlWFnuIXh2NnGFJYMcemdv6UUUCZ0GseDU02TxP5lq8a6fZW0i8NiOR2gBOfcO/516T+yzbx3X7RHwwim0KPTxY+KNDljusMJNxv7YDcxOG3hiRx6EYANFFUI/oQooorIo//Z) | ASR 640 x371 0404 Digel
Digelfragment. Sammenlimet med x376 |
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) | ASR 640 x374 0404 Digel
Digelskår, bund? |
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) | SJM 799 x0148 0404 Digel
Skår af kraftig digel. |
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NKcEsFIyRyOvqOKqWeiz6tqE82xbWG3bzp5JpGMVxg5BALfIcduhzx0Nbvh+1NvGbyVoH1XHls0MW3zIyASGyf4cY7fpzMiz3K6mllbRyQKi7o1lKO4O0Yb15YZGM4UkA1lOKtdnZTqSu1HXQ8T8YeOruTVJ9HsxPp2noBHN9mDPNIxGUXO7oTzwOSPwrrfAtwWjXTo7lHhG1gS4aSWYkLzxnkjjA71yHg3wzdXXirVrieN/tM22O6huySPOLYbazcALgcV33wwtbOz8c+GTPBDKkN8olY4/dmN1C8AdBksD05NdMfI4aqsr3uz69+Gfha78LaG6X06yXNy4maONNqx5H3fc+9dnGTxVSOTNW467kuh4zd3dl+3B4q/H90VUt14q4grVEknavgP/grwu74YeCT6arL/AOijX33XwT/wVv8A+SX+DTt3D+1JPwPlden1rWJmz8yPh3eT6f4wsZ7XX7XwtcLv26tfRySQw5Rh8yxxyMc/dGEPJHQcj0Txt8Y/GfhmS1On/FWy8VGcMZG0q1mj8kjGN/n20Wc5ONuehzjjPnvw7iu5fF9l9jh0We5+cLHr8kEdmfkbPmGZlQcdMnrjHOK3vjNb6nDcaUuo2/g6H5ZCh8IzWcin7ufN+zs2D0xux1bHekiDn7HxgniX4i6VrXjaabVbM3cH9oEYEkkCsocDGOdgIFegfG6aw1ex1DU9R8c6f4guvtKw+HtI0BmFrZ2e5i+6No1EKgbAEGGJLFgcZPh8jjcccCoyx55ovYBGbOB6UU2ioEf0555xim/WnGmNQaiU1qU01qBjWPt+NfJ3x80O/wDhbeT6+LT7XoV5dFTJGob7PuYMqvxlRksO46cjpX1i1UNX0q01qxmsr63jurSZdskMq5VhWNSHtI2OnD1vYzUmrrqj4m8IeJ18UW8txJay2l8Gmby2lO0jPIXgHtjAHc+pp8OoPe6kNPltooVKFXZ4slWz34OO3cfrWz8Yfh5deF/HTWWlahtF4FvYmlLiRFyV2Fl5wCCMjnkZ6Vk+GN9rdpptzYTW0U0Rnkv5QHR8O275s8khehHTpXnOLi7M95yhKPNBb9Cxqnhuyv5LLUZmW0gtCw8+IjcjsSuSTjBwDkc5yPYUkmsQ2Ph9JNQuonhjkSHc215pXII3KDg7SSefcA1S0fRUvU1DRZlljmkuJobSOb97EezvN7GUuEXACgjAORjR8RaPfeF7638Pz2gu7EtGsLTyM023DMW3qgyqjYMnnpkms3f7JjCKlrIW31S3jtlvHiEUAXBC/wCszgMqHnBY7h0/oaztP8NSveajqL6jay6S0iTRSQyncAVIZTnO352H3f7vXFWLqa5vfFVlp9wkCQQI/lpC7sseBwzkqOApxx0zn0x5R8UvH1nZwN4R8LPHOnn4v5I5mAiTYWCxnoPm2j2weOlNRdRrmK9qqUX7N2uZ2t+MrCxuL/TtNuY5b6afBuFmTaiAlmBY8lju6Y9fSuk+DtpJefErR41RLq1mu0kC5ySwbe5PrhAh5z9014R4O8DQ6RHHaSzT3qrOZGZ5MMGbo+f4h759K+y/2aPBi/29e6s8Y8nT18iHcct5pBViO2Nuc/Wut6tJHn3cYuTPpSJvm6ZrRt23YxzzWdEOfatKzXtiuo8817delW1FQW6jAqyBxWqIG18Gf8Fartbf4Y+DQyBg2qSD7oOP3R9RX3selfAX/BXcH/hV/grHA/taTP8A35NaRJZ+afw50ca54wtLMeH73xXJKH2aTZM6STEITwUVm+UDdwOi133jz4F+MdUezXRPhDr3h/aGMoUXF15uSNv3lG3HPT19q8p8OPpa61AdZ+3HTvm83+ziom+6du3dx1xnPbNX/Gk3hpXtf+EaGtR/e+0HVjH7bdnlj/ezn2qUQclcQPbyPFIpSRCVZSOQRwQaj29qlZmbJz+NRljtwDxSAay44H50UciikI/pypjU801qDQibNJzTyaZQO4yRVkUqyhlYYKkZBprCpaYaAueI/tBaPML7w/qsTxCMNJazxOmTKGwVAbIK4HmHj17da8E8ReKpbOa40Wy0+SKfZ5v2zYfIRfmVeSchsqecccn0z7/+0H4kXTbrR7MhmYRzXQVeMsFKqc9Rg+gPUjvXhn2qPWrWC5nkjtLm63KiuDtZiDuP3cY9zxnA+nnVmlI9vCxc4JNX0ZN4NWfVpDbXErw3g0zYZiAAXcBRNk9STng4xjGOK2fFEyeG4Uu7x21G6jQW+5gRtUD7zDPJJzn2IxXI+Gbq2tdeu5r258u5twZ41muQN7YKoevRcvwPQ5xxjlPib8bJNFkl0qytftV95ka7nO5U8wkjO3HykDI5/hIxWKi2xOVly9Dz/wDaC+ODyeJl8M6Wz20FkyS38cMWWaYj5UZhzgHPy+prlfh7Z/Y7h5bKK4naZyZY3k3J5ZBwmCN2cnqfSuUh02/1TVtU1SNYmmZhcTTXCDG4sW4b0OQCCOe3NeweA/hv4t8YRRWmhaS5V0CXE6uVQMQBncflQADOc5PAAroXZGN7asypRBovirR9SSVrUXU/2PyZQZCJCpfAX0O1h8vcD1r7k+Cfh+60fwas17FJBc38n2nypE2NGpVQoK9jgZweRnnmvP8A4S/snL4a8TWHiDXZrO5ubMmSOzgRpVWbAG/zH9OTgL1Oc19KW+n56itoU9bs5alRSXLEqWsJbFbFrblQOKkgsgmMCr0cQWtkjnFiXCipxSKvtTq0RLGtXwH/AMFdv+SW+Cv+wtJx/wBsTX343Svgr/grXG0nwu8HEHaq6pLk84/1J61pEln5h/D3VJNE8XWV7H4hvPCkke/brFiHM1vlCPlCMrHOdpwejGt74xeKLjxB/Zhn+Ier+PvK8za2rRzK1rnb9zzHf72OcY+4KxfAM9zb+MLBrG50mC8BYpca9FDLZr8jZ3rMrIeOm5euMc4Nd7458L6x44e1bVPFfw7iNuX2f2WbKwzuxnf9nhTf0GN2cc4xk5lbEnhxYs3tSVreItDPhrWHsvt1jqflhW+0afN50LZGcBsDOK3PiZ4ZsfDLeGPsUbR/2hoVrfT7mLZlcNuIz0BwOKmwHFlqKT8aKQH9OzCo2WpmpjLQUQkUwrzUzLTdtAyLbQVzUu2k20AfM/7Rmnaxa+MF1ia0uW0gWS20FzaoXVSCzuJOy5J78EKK8QbUtW1a1tbKzZYJLrzA7QgPJAikbggz94gge2Twa/QVlDAg8g15X4y/Z28KeJpJbuyil0DVGO5bzT3K4PH8Gcdu2K5KlFzd0z0cPilT0kj4SmuruCe9tXspNR1Sa4j8uHY8swfaFVFVfvMzknAH8Xet/wAC/sifE3XPGmrav40ez02G5uYri3aOZZjGqIVRfLXjIDY6j+LnvX2J8Nf2fdG8B3kup3oh1zXWl3x6jNAQ0Q5A2hmbDYY5YHPavSn09W7VpGlpqY1cQ5vQ8X+GvwN8P/DvSha2djFcXUmTcX08YaSUk5I5ztX0UcADv1r0fTNFgsLdIbeCO2hUcRxIFUfQCugWwVe1SLbgYrVRSOVty1ZThtAvarUcO3tip1ixinhKoBipUqqKULS4oAMUUtI1NCI2r4E/4K5KzfC3wZjJH9rSZwP+mJr77avgL/grwxX4V+C+Ouryc/8AbE1cSWfmT8P7O41DxlYW9roVp4luG37dLvpHjimwjH5mSSNhgDcMOOVHXodz4xaPqGjtpf27wPpPgvzBJsGl3M032jG3O7zLibG3PGNv3j17c14Lhtb7xNaQX2l6lrdq27dY6TKI7mTCkjYxjkAweT8h4B6dRtfE/T9K0ttOOl+EvEXhkuJPMPiG6Wfz8bceWBbwgYyc/ezkdO8rYRwO8r2BzxyK7jx78Uj428N+GdHGi6fYLothDZ/bI4gbq4KBuXkxnb83C9Bgda4TOaQ96V7CEY5JwMCikopDP6e6a1LTTVANbrTTSk000DEooooAbSFaeB6UYoAhKijbT2FNoAbtFJtFPpKBjcYoxTuvNJSsAlKO9HagUDF9DTaU0h6UxEbV8Af8Fes/8Ks8FY6f2vJ/6JNffzV+f/8AwV4J/wCFW+Cv+wvJ/wCiTVREfmF4OmsrXxJaS6hq2oaHaLu332kwCa5j+U42IZIwcnAPzjAJPPQ91rh+HWt+UdR+IvjfUvLzs+1eHYZCmeuN2ocZwOlcX8P76XT/ABhYXEGtWPh6VN+NS1K3eeCHKMPmRIpWOfujCHBIPHUb/wAZNZudXbSzceNtF8Y7BJtOj2Etr9nzt+/5ltDu3dsbsbT07pbCPN51RJnWNi0YYhWYAEjsSMnH50wZYYoNA+6c1AhvSij7w96KBn9PBamsa/OyP/gsHosjYb4c3UfudXXH/omib/gr5pq5MXw2mmX+8NaX9f3FaWA/RAmm7q/OiX/gsFp6kBfhlcbvRtZA/wDaFRzf8FhNPQDZ8NJmPvrQH/tCjlA/Rylr84/+HwdmwJj+GUhxj72tgcn6W9R3H/BYW3jZlT4Z78Y5/tzGT3x/o9FgP0gzSE1+b3/D4WJgMfDHB6ndrmAB/wCA9Mk/4LDRmQhPhn8vHLa3g9s/8u/1osB+kLGmbq/Nqf8A4LEIv+r+Ge713a1jH/kCol/4LDO7cfDKNR760T/7QpWA/SndS5Ffmg3/AAWHnzgfDOL6/wBsn/4xTP8Ah8Rc7f8AkmkGf+wy3/xmiwH6Y9DSV+Z3/D4a6YjHw4tx14/tVj9P+WVNX/gsLebW3fDi3B7Y1Vv/AI1RYD9M91G6vzLX/gsHe9T8O7ce39pN/Py6if8A4LAanu+X4eWWzHGdRfP/AKBRYD9Od1M3V+Yv/D4DWWYj/hX2ngds6i//AMRUc3/BX7XV+58P9NP1v5P/AImiwH6dOa+AP+Cu7f8AFrfBf/YXk/8ARLV51J/wV+8Rn7vw/wBLHpm+k/8Aia8G/at/ba1b9qDw7o+k3/hy00SLTblrpXt5nkLkptwcjpyaasgPB/h/Fc3XjCxjtLLStRuDv222tzxw2j/I2d7yOijA5GWHIHU8Vv8AxitdStW0v+0dF8KaMSJNg8MXltceZ93Pm+TNLjHGN2M5OM844zw/qFjpesQXOp6b/a1imfMs/OaHzOCB868jBwfwrspPHfgNjx8NU/4FrdwaS2EebqrSOFUbmY4AHU12Hi74ReKfA+jjUdXsIobUTLbSmG7hne2mKlhFOkbs0LkBvlkCn5Txwak8P+INCj+Knh7Vo9JXR9Et9RtZprNZnnCokilzufk5AJxXpHibwvrXgXwb8U5/EVu8Fvrt5DDps0x4vpBded58J/5aII1f5xkfvBzzRGNwPn+ilbNFQM7yx8C6nqFj4du43gWLXdQk0213OciRDEGL8cL+/TkZ6HjjmKbwfqNnouq6qZIhBpuoR6bMA53mV1lIKjHIxC/P0/CWy+IF1p+meGrNLeFl0LUptShY5zI8nkZVueg8hf8Avo+1QXnjq5vdF1nTngjEWpapFqjsCcq6LMoUex88/wDfIrQk0774e6xpt94rtLiS1eTw5bpc3hVzhlaeGEbDjk7p0644B+hb/wAK41KTWIdNE1uZpNHbW1beSvkLatdEZx97YrDGMbu+Oa6LS/FsvjSz+Lus3USwz3mhwyNHGTtBGqaeO/0rl4fihfRa1FqP2a3MsWiyaGF+YAxNaPa7jz94I+fTIHFGgEuifDfVNcufCEFtNbLJ4muTa2bSOwCOJRF8/HA3EdM8flWSvhu8k8NprheIWTXpscbjvDhA5OMdMH1/CtLQ/ihf6Dc+DZ4YIHbwxeG8tg+f3rGVZdr89MqBxjgmpW1BP+FOLAJVE39vGQx7hu2m3AzjrjNADvEHwz1TQbnxjby3FrKfC999hvDC7ESP5rRbkyvK7kPXHBFNm+Geq2+sXGmG4tWuIdFj1xmV22mB7VLoKMr9/ZIBjpuB5xzUGu/FDUfEF34yuLiC3R/E96L66EYbEb+a0uEyem5j1zwKJvilqM+tTam0FuJ5dFTQ2UK2PJW0S1DdfvbEB9N3bHFGgyTTfhpqeqah4UtI57VJPElrJeWjM7bUVZp4SJMLwd1u/TPBX3AoWvg29vNI0fUY5YfI1LUpNLiUltyyIsLFmGPukTpjGTweOmeu1bxdP4PsvhJrNnFHLdWehzMqTAlDnU9QGDgg9/WuKtfG95Z6PpWmpHF5OnalJqcTEHcZHWJSDz0xCvTnk80gLd/4Dv8AT9P8SXks9uU0LUotMuFVm3PJJ5+GTjlR9nfOcHleOuH33w7v7GbWopLi2L6Vpdtq0u1mO+Of7PtVfl+8PtKZzgfK3J4zX1L4hX2qWviO2khgSPXNRj1O42hspIhmwF56fv365PA5652/iF4u+x+INSSwaCeDVPD2l2MzZ3bQttZyNtIPDB4Qpz7jrT0Az7H4b6jfahoNol1aq+saZNqkLMWCpHH5+Vbj73+jv0yORz1xV0rwJfaxb+HZ4p4ETXNVk0mAOWzHIgtyWbj7v+kp0yflbjpltl8S9Ts73Q7lYbdn0jTptMgDK2GikMxYt83Lf6Q+MYHA4650fh/4mubrXvA2iukaWljr63kcgB3l5nt1YE5xgCBMcdz14xIGTN4QuodA1bVTNF5Om6hBp0seTuaSVJ2BHHQfZ3znnke9XtS+HV7ptx4mgku7dpNBtIb2baW/epJJDGAnHUG4TOcdDVTXPFFzaw+ItBjWNrG81WO9dmU7w8InRAOcAYuHzx2HPq3UPiNqWqXmv3E0dur61ZxWVyEVsBI5IXUrzwc26ZznqfbFOwFyz+HV9d6hp1qt1AHvNIn1lGJbCxxRSylTx94iFgO2SOaZo/gO81qfwpFFdQofEV6bGAyE4ibzEjy/HTLg8Z4BrS8D+MmvvEtm2oyQQRWPh/UNOhdiEBBs7nYCSeWLyAD1yB1rntO8e6jpMnhxoFg3aBdm8tNyk5cuj4bnkZQenel0Aavhe6bw3f6x58Ygtb+KwaPJ3M8iSsCPYCI/mKveIfh/e+H5PFKTXcE3/CP6imnTFCf3rs0oDJx0/cnr6isYeKrxdBvdIAj+y3V7FfPwdwkjWRVwc8DErZ+grsLjxJc+KvBvxA1e88tbvUNWsrqVYxhdzG5J2gk8Zb1o0A84Zz60zcaVqbUDF3N1yake6lkUB5GYKMAMcgVDSnoKADmigDNFAF/dtqMsc1+nx/4IoHGP+Fzf+Wt/92Uf8OT/APqsv/lr/wD3ZTuhHwH8PPh54q8U6HqdxpM9hpmkXuNMnuNU1K3sorpg8cwgVpnXewZImwvT5c4zzxmvaHf+GdavtJ1O1kstQspnguLeXho3U4ZT7giv1p0v/gknpsXwyufCeq/EU6pNFdy3ul6kmiNA1jJLGiS5QXREobyYTgkY2H+8a43Uv+CL93rF5LeX3xvmvLuU5knn8NF3c4xkk3uTxT5kB+XG7HWjf6V+nv8Aw5N6f8Xm/wDLW/8Auyj/AIcm/wDVZf8Ay1v/ALspXQH5g7u2afDGZpUjBUFiFBZgo5PcngV+nf8Aw5M/6rNj/uVv/uynx/8ABE8KwLfGUkZ5A8L4z/5OUXQHwd4i+Dni638Iz6vc6noeqaT4ft0R107X7O8e2iknOAEilZsGWY9urmvMHxu4HGK/Xjxd/wAEoZdc0UeHtF+KUPhrwujrJ/Z1r4Z3vO6jAkuJjdhpn5PXCrk7VUHFcKf+CJuf+ay84x/yK3/3ZTbXQD8vi3vSFhtr9QP+HJf/AFWb/wAtb/7so/4cl/8AVZv/AC1v/uyldAfl9vOK1vCOlanrnibTbLRs/wBqzTqLYhwhEgOVIY9MEV+lX/Dkr/qs3/lrf/dlb/gL/gjofA/jHSde/wCFu/bPsE6zfZ/+Ea8vfjtu+1nH1waV0B+UVxM81xLI7M7sxZmY5JJPU1Gx6V+ob/8ABEvcxb/hc2P+5W/+7Kb/AMOSf+qz/wDlrf8A3bRdAfl9uAye/am1+oX/AA5H/wCqz/8Alrf/AHbR/wAOR/8Aqs//AJa3/wB20rjPy9HP1r0Wz+E/iSbwfJeQX1in2mzOqHQ/tgF5NaxBj5/ldwqh2AJ3bQWA2819+j/giP8A9Vn/APLW/wDuyvQof+CUHk+PtN8Sj4pHbZ6Zb6b9kHh/hxFYLaFt32rgNtLlcfxEZ71Sa6gfj01HuK/UVv8AgiSG/wCazYP/AGK3/wB2Ui/8ERx3+M2f+5W/+7KkD8uwCx4Gadx0xuP6V+oX/Dknt/wufj0/4Rb/AO7aP+HJPp8Z/wDy1v8A7toA/Ltsk80V+of/AA5H/wCqz/8Alrf/AHbRT0A/USiiioAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//9k=) | ASR 640 x326 0404 Digel
Digelskår |
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) | ASR 640 x265 0404 Digel
Digelskår. Sammenlimet med x269 til næsten hel side af digel |
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) | ASR 640 x269 0404 Digel
Digelskår. Sammenlimet med x265 til næsten hel side af digel |
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) | ASR 640 x266 0404 Digel
Større del af digel |
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) | ASR 640 x244 0404 Digel
Digelskår |
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| ASR 640 x208 0404 Digel
Digelskår |
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) | ASR 640 x258 0404 Digel
Digelskår |
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) | ASR 640 x084 0404 Digel
Digelskår |
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) | ASR 640 x086 0404 Digel
Digelskår |
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) | ASR 640 x281 0404 Digel
Digelfragment. Tykvægget, ca 1 cm. |
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) | ASR 963 x1 0404 Digel
Digelskår, rand |
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) | SJM 952 x142 0404 Digel
Randskår. |
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) | SJM 952 x140 0404 Digel
mikroskår. |
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) | ASR 1357 x001 0404 Digel
Digelskår, bug |
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) | ASR 1357 x012 0404 Digel
Digelskår, bug/bund |
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) | ASR 1357 x038 0404 Digel
Digelskår, rand/bug |
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) | ASR 1357 x072 0404 Digel
Digelskår, bug/bund |
![](/grafik/intetbillede.jpg) | ASR 1357 x079 0404 Digel
Digelskår, bug |
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) | ASR 1357 x108 0404 Digel
Digelskår, bug/bund/rand |
![](/grafik/intetbillede.jpg) | ASR 1357 x148 0404 Digel
Digelskår, bug |
![](/grafik/intetbillede.jpg) | ASR 1357 x153 0404 Digel
Digelskår, bug/bund |
![](/grafik/intetbillede.jpg) | ASR 1357 x156 0404 Digel
Digelskår, bug |
![](/grafik/intetbillede.jpg) | ASR 1357 x161 0404 Digel
Digelskår, bug |
![](/grafik/intetbillede.jpg) | ASR 1357 x163 0404 Digel
Digelskår, bug |
![](/grafik/intetbillede.jpg) | ASR 1357 x167 0404 Digel
Digelskår, bug |
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) | ASR 1357 x168 0404 Digel
Digelskår, bug/bund |
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) | ASR 1357 x192 0404 Digel
Digelskår, bug |
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) | ASR 1357 x216 0404 Digel
Tap
Uden gennemboring |
![](/grafik/intetbillede.jpg) | ASR 1357 x219 0404 Digel
Digelskår, bug |
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) | ASR 1357 x233 0404 Digel
Digelskår, bug |
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) | ASR 1357 x255 0404 Digel
Digelskår, bug |
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vk81JEMxi8tt+EfafmPy84OAe3eumtdQt760g8yZbWPC7QkpDMOOdv8WQTwBxioLPwTo3izT4b66t4Vv1IcSSxD59uQV7c1BcXFsNctpFktbe0iAlvIbhjHMDtxsU9Dg4J9cHvXFzc0rWsjpnGycXrJHTfDjyI9QvdTmuUtrRYmU/KQV2kktnPGeeMZP5Z7bwH440fXo45Nfhs71oCsa58stOCSucf3hs6Z9K8a13xJBa6PNHZxR3K3FykkVpDDz5YY5QM3zDn8yBz3pNO0e/1Ka3vrXSRYaoqspun37X3E5B/hyM49QB1rpldpcqvYwoqnC8qraufR2sXljcWcpurC1s7dXRII2CHJBypyudoXPp3ry+5itNW02B5IfNkvLlnWKJ9quqnJ3Me2PX8u1Vrf4Y3mqRW63eq3U5ln8ySCIsFVg2GySePu4/Cuvu7i3tVEX2eCOaOExJu5Kk8Ahc/UZPtXNVcor39Li9pGcrUW9Pl+pyvirQZbXw1eQwtHbxMq7VVjymAWbJ78H/Jrnvhv48vPhz4sstTGnpqAXdGzGUr+7bIxkD1B7Hkd60fiB9ph8ixulu7aawiKo0oCxup2klcHvjvjkCsey01YNObUltYJBHthjgl+XexGd27kjpngGvm55w8PWVGC67+Z6v8AZMK2H9tUlp5dj7f8D+Lbfxx4XstatY3gjuQcxSdUZWKsue+CDzXRI3vzXy5+yl4uS11fVtFutTYR3KpNbWkr/KJMndtz0JBH1wK+n1NfoWFqutRjN79fU/PcZRVCtKEdunoy5G1Tq1UkY1YRhXYjjLKtX5uf8FZVZvEXgMhd2bS5B4/20r9Hw1fnL/wVcjB1zwLK2TstbnG3/eT/AOtW8DOex8gfCXw3/wAJA+pKvgPVfHPkiMAaXdvALbO4ZbajZzjjOOh61N4q1fwToMmo6bffDXUtL1mEGJ1u9bcvDJt4LKYhnHBx71U+D/g//hIW1KQ+CvEfizyhHgaLeGAQ5z98+S+c446dDXH/ABAsk0zxVqVr/ZN/oQhkx/Z2oyeZPCcD5XbauT1P3R1FarYw6nqHwF8PTN4T1/xFYaPf+LdVsbu3t7bw/YySBMuGPnzrGdzRqVAwMAlhkivPPjE2uRfE7xEviK9ttR1p5SLuazOYg+Adi8DAThcdtuK5Wx1q70t3exuprR2GC0EjISPQkGqbStMxLdc5LMc1PNpYdj9d/wDgkHn/AIZr8SZGP+Ktuf8A0jsqKk/4JEtu/Zt8RnOf+Ksuef8Atzs6K5pblH281QyVM1RtUlIrPWH4v8S2fg3wxquu6i5jstPt3uJWUEnaozxit5q5f4leB7b4keBdZ8N3UjQw6hB5XmqMlGBDK2O+GAOO9J3tob0+VyXPt1Pz+8H/ABGn1+4vtTF5MNPv5WYIxDNBMSwUuB1AU/dPoCeBULfFm38Gq2lRRXV5dSSsJL6/lzIAw+XAKkHkk/h+A6HVv2aviZ8F7eSCwtLfxLo16XWVNNhaY5BDK0iFQVIDSAMvTBHAbnK+Jmj6B4g0fS7q6tYtL1DSbaMXDXCi1kLKMpGy7hlhzyQOvT08eMGtGrNH3Ep0Y2lCSlCXbdW79T1v4A/CmPUtH1G48RCWG3cAWskLAGQMWOQMccAY9a0fit8ItJ8H6Mt/ph/s5LZT5s0u15p9xywJPC9cDj6+/A/DX9rzTdG0XRNM1i9jWyWPaFvLeRZUU42NvAKkDnqOynNdX8ePjFoP/CodPvbK9/taG8vbcTywjzf3QYGTac4ZsADGR1qvZwcLbnLVq1lW9pLS7+R4Zpel29xr9za21u0NlEhje6baWeQsSMYLYCAnHrxXvvwY8a6LbatPpN5p0bT4jNreStncoKqyHPAxwencmvmqP4nWLeIrk2g+0W00jNHvVokAJJyS2TzxkAd6TXtNTxfo+manJcTwBZHjf7CrKRJvK7eD147kD35Ncft5UZ8yWi+Z2VqdKvT5ZPV9b6f16n1f441TQ/E/jAwaHBHNZ2wnkfU4du2SV2VmSNs/MMjJPTgcntwvgPwlqn9svqesXTKtrcMsMTj5XQjIZfzGMZ5rhfDfjC98A6f/AKRazwRmLf8AYpZt7vIDkLuxnGDzgDHr0FV9W+MXj/xbexzWLRaNHAjIEtrZZ2bcVABMg9MnhQAQPU448VPEYzSEOV97/wBdDClGlhYuKneL8rv+tdTU+JHjDS9H1uKcWFxKtwzRGS4lVVQ7uWbv3AA68dRxUGhWum6w0dwZ5bxSmFtoVaP5VJ5JIx0Ye4waxvEmiyahY2kOp6lPJdSJ9qlEzBnkbccsdowgVVHB4BBp194gTw/4TjtQyWTxjzDPcXZjJwMH7owCSeMHOOcd68TC5bRquOIk9U9bKydn6bfmerXx1Wmvq9NaNaa3a0/Mp+KtQm8K3FzfabDfRpaTtMHyVOxG5CuOM4IYYGODzX2d8EfiB/wsXwJa6m0nmSqxhdmBBbABDHPqCPxzXxDrnjLU9U8NeSkcep20hZGjMgUqrDYEHrxkc8jr2r7U/Z/8N/8ACNfDPTo2tfsj3ObjyWHzKGA2g/gAefWvsMukpt8itE+UzCDUU56yPTY296sK3pVNamjf3r3DwS0rfhX52/8ABVe8ih1rwPE4JaW1utuFz0aP3r9D1NfnL/wVgh8zXfALEkKtredPZozW0OpnPY+R/hRoFtrLXyNo/inWGUJhfDeE2A5/1hMb9e3ToawPiR8Odf0O+v8AUm8NeItL0JZAEn1q3fcucYDybFUkn6dqufCue0aTUftjeKiuE2L4bxnvnzM/p+NYPjrWppdbvrOC41qOxVgEttZmZp+AD84HAOefyrT7Jj1OQXPI+UA9TinJHgBmwBngEkZokkkGNzEHso4/Oom82bJdue5rMo/Xz/gkG279mvxNzn/irrn/ANIrKim/8Efht/Zp8Tf9jddf+kdlRWEtwPuVqibvUrVE1BSI2qNh2p8jLGrMxCqoySegppplIjrkvH3wt8KfEzTvsfibQrPVox9x5o/3kf8AuuPmX8DXXmmt0otdWZrGTi1KLsz5p8SfsO/DrXE2FtXtgEWMeTdKcKO3zIevevPNY/YNh0uzn/sHxJNOFZpYLHUIvk3bSFy6nG4ZPzFe/avtGWPNUprf2rH2FPsd6zDFW5faNo/Nfxh8Adb8BXUVprK2okkjEsTQPlHXJyDkAZBzx6EVT8Gwa54XvpHZTe2DT+UbVD8pi67unOAxHTPGMkAV+inijwbpXi2xNpqtlHdR87GZRvjJ/iRuqn6V47qH7K1tcRxQweI7q3gjuRPlYAJG252hmDANgk9gD6cV5lfC1FK9NXTO+hjqap8tTf8AM8F1G3gk0e41e2uGnnnUJCWAdII17Nu4ycnPoAuaXR4bfw9pgu01CZgEWKOCSBJCyg4XCj14/CvY/EH7MOpWuln+yNe+3SRx4+z3UPltMf8Arorjn0DD8RivL9W8F6tYXOlaTrWmGwuriTyEVoiqeWvJAfkOMbTkMcbsHkGuSnRq0U6dSN03vubupSxEk6UrW6HP67ceVeWtzolsZruZNmqGL5oo/wCHK5xtfOSQTkbuK8+1LT5bvWEk1e8Zgnlxi2WNwWUZKvtI3NhVGWGcDHavqnUPDkHhrw7e3E8qxxwxM5UcBgRwc5yR7e1eLR6kmnxWuuxeRd2ctul2WeJo1nhYBiro3HOB1GfzIpqCotORvyup7t/67G98A/BOgar8StMtriaS5EcXnJErNIkkiKSUlD8YAXnqSVGfb7VSERqEVdqKMBQMAD0r4U/ZfjTxH+0Jpd7HHFbQ28c8yLCxC/NAwK4zwOcge7HnNffPk17OFS5G0eFjn+9UeyKm2noTmpzFQIua6zzxYzX5x/8ABWpnTVfADJnBt7tSf+BR1+j6R4r86P8AgrIkY1TwCZDgfZ7sdeT80VbQ6mU9j4w+D2sQ6W2opJq3izSjIqH/AIpdAWfG7/W5dcAduvU9K5n4haiLzxVfvFd6pfJvG241lQt03yj/AFgyeffJ4xXT/CXxVHo1xqf/ABWPiLwckiJz4etzMZsE8SYmjxjt16npVjxRD8PdZvL6/vvHXizVNYlBYzX2iRl5XC4Xe7XRPYDPPFUvhMup5P8ANzkZ9KGyFbnJ2/1Fek/s/wCiReKPGWp6fNZJqO7RNTeG2aPzMzLaSFCq/wB4MAQRzkV5zf2c2n3kttdRS2s8LFHhkGGVgeQQehqOlxn67/8ABH0Ff2afEwP/AEN1z/6RWVFL/wAEf8f8M0+Jcf8AQ3XP/pHZUVg9xn3I1MantTaaGRMKYy1M1MZaZRDjNJtqXbSFaAIGXNQPHVtlqNloKTKLQ1C0PtWgY6jZPagq5mtBWXrPhnT9dEH2+0jujA++IuOUb1BHI/8ArV0TR1E0dJ67jjJxd0zkdW+HHh3xDbpDf6VBcJGGVGYfMuRg/N1rn/FH7NvgTxV4bGjSaU2nwKixxzWErRyRgdADyCOOhBFenpFUwSl7OEt0X7WpH4ZM848Afs/+BPhhqr6l4c0NbG9eIRGZp5ZTjnJG9jhjnkjmvQfLFTbaTbVpKOiMnJyd27kJjpPLqY02mK4wL6Cvzi/4K2Iv2zwBmQxkw3Yxjg/NF/npX6RV+b3/AAVyUNqHw5UnGY70cnA6w1rDqZy2Pi/4P+IG8Nz6mB461jwUZVj+bR7Vpzc4zw22RMYzxnPU1x3xH1D+1PF+oXZ1m88Q+Y4P9p6jGYp58KBllLMRjGOp4ArrPgz4qfwzc6ow8ZP4OEwQb00z7b5+CeP9nGfxzXKfEjUn1jxhqd6+sv4g85lP9pNbfZzP8oGTH2xjH4UfZI6lPwb401nwHq51XQr2Swv/ACZYFniwGVZEKNg9jhjgjkdRWVf3lxqF09zczNNcSkvJLKxZ2YnkknkmqysoGO59qk2nzAecY7VF+gz9f/8Agj6pX9mjxLnr/wAJdcn/AMk7Kik/4I+sW/Zp8TZGP+Kvuhj/ALcrKisXuM+5mptEn3aZupoBzU2jNJupjENFFFA7jCKYy1K1NoAhZaYy1MRSFaYyBo6b5dWNtG2iwECx0/ZUmMUGmBCy0wrU7CmMKAICtJtqYrTdtAEeK/N//grpGHufh224hhHe4H4w1+kTV+bH/BXzif4c84+S+/nDWsOpMtj4w+C/iKXQrjVRD4x0nwh5iR5fU9MN75+C3C4hk2479M5HWqnxP+LniLXDfeHp/ENj4g0jehW7s9MjtkmxggjMSOMHjt09Kf8ABXWJtMvNTaHxR4d8NM6IC/iDTftYlwTwn7iXaR36ZyOtcp8Sr1r7xpqU0mp6frLuy5vdJtvs9tL8oGUj2Jj0PyjkH60XfKZ9TmV3Hrx+HNTSbWARWJYe9MRRj3pJl/enbnIrMs/YH/gj6Mfs0+Jev/I3XPX/AK8rKik/4I9tu/Zn8S/9jddD/wAk7KisnuB9u6lf22nQCW6uIraMttDzOFGcHjJ+lZbeLtEX72sWA+tyn+NfI3/BWi4lt/2dvDPk+Zuk8W2qFYThmBtLzgV+SH9oX8i4HnMWfYvJ+ZuPlHqeRxWkbW1Ef0SN428Ppndrmmr9buP/ABqF/iB4ZT73iHSl+t7GP/Zq/nk/tLU2XO6fG/yyeR83936+1Me61Dc7sLhVV/LdsNhW5+U+/B49jVWiB/Qw3xK8Jp97xPo4+t/F/wDFVG3xT8GrknxXogA4J/tGH/4qv57prnUYROWS4Ty28l2YMNjHPyn0JwePY1Gz6pZyXBeGeMwN5c29D8jHIAb0PB6+lO0Quf0Iv8W/BEfL+MNBUdedShH/ALNUZ+MXgUY/4rLQORkf8TOH/wCKr+faaXUYpJzLBcI1uFWRZEI8vPA3Z6ZPrUrSa3psk8nk3cM1uiyTMUYeUj4CluOA25cE9dw9aNAP3/k+NHgCN9jeNvDyv/dOqQA/+hVDJ8cfh5E21/HXhxG9DqsA/wDZq/Ab7Nq0Jmke2ukMESzyho2zGjBdrn0U7lwT13D1qNbbVhckNa3W63hW7kzE2ViOCJDxwp3LhunzD1osgufvw/x6+G0TFX8feG1YHBB1WD/4qon/AGhvhhGpZviD4ZC5xu/tWDGf++q/AZ7PWHZv9EuyTbm7/wBU3MPeXp93/a6UR6brEnkoLO7/AHlu13GPKb54VDFpBxygCMS3T5T6UaBc/fNv2jvhZnH/AAsPwyT6DVYT/wCzVDJ+018J48bviL4aGeR/xM4f/iq/BKHSdYuJLdYrK7driB7qFViY+ZCm4vIvHKjY+SOBtb0p1vo2s3f2HybC6kN6rva7Y2PnqhIYp/eAKtnHoaNAufvN/wANPfCckgfEPw6xHPy6hGf61Xk/aq+EUf3viJ4fH/b8h/rX4TwaLrF4mnrbaddSPqO5LXy0Ym42t8231IPHHpUGm+HtZ1NtP+z2N1Ol/O1tamOMnzpF27kT1YB14/2h60aDufuu/wC1r8HUzn4i6B/4FrVeX9sD4MxY3fEXQxn/AKeP/rV+F1rousXiWbW9ncSx3lybO3ZUJEsw25jX1b514/2hTm0PWJFiYWU5SW7NjG2w/NOMZj/3vmHHvRp2DmZ+40n7ZPwWjUsfiJoxHtKT/Svgn/gpt8bvBXxam8DR+EfEFpry2S3ZuTa5PlbjFtySB12t+VfFbeH9ZjWZm06fbDdiwdipGy4OcRn0b5W49qZq/h/VdLt55b2wlto7e5aylaRSAkyjLRn/AGh6VSaWyFe52fwXvha3mp41LwjpmUQ58WWX2lW5P+q/dSYPr07VoeKvh3pniDUr7V5/iL4HhmkG/wCzabDcQxZC4Coi24Vc4/M15DJOvXbk1H54Y/dz+NSmrWYrHr3wrmt/Cnw38W+Lk07T9V1e1vLLT7calapcxQpL5rO/luCpJ8oKCRxk1lftCaLp+i/Eq5Gl20dha3lnaXxs4RtSB5rdJHQDsAzHA7DArB8B/ErV/AM15/ZsVpcW14qrcWd/apcwS7W3IWRwRlTyD1HPrWZ4p8Taj401+91nV7gXGoXknmSybQM9gABwAAAAB0Ap3XLYLO5+tv8AwR5/5Nm8S/8AY33X/pFZUU7/AII+Db+zP4lx/wBDdc/+kdlRXO9yjqv+Cluu2vhf4ZfDLWL5illYfEHTbqdlXcRGlvdsxA78A1+amk+IbTT/AAT4O1uXjT7Tx5c3juF58sR2jE4+i9K/QT/gr7/ybX4aycf8Vdbf+kd7X5ISa3dyaPHpRu5Dp0c7XKW/VRIyqrN9SFUfhWsHZEtXPTm+I2jrYXMIMjSN4uj1lBt4NuA4J+vI496XXviBpOrab4ss7dpTPqni2LV7bchAMAW5BJPY/vU49z6V5ESitwSTVrS7G7vtWgtLK2mu72SQJFbxIWd3zwoUck57VfMLlR7V8ZPF1naeIfiroEpka8u/GC3sQVfk8uI3avz2OZk/Wsjxt8UNG1ub4oi0Wbb4i1W3vbMtHj5Y5JGbdzwcOPWuY+MWj+KbXxrqOreLPD914f1DWJ5L4W9xA0anexJ2buoBNcKpwCWBBNNyYJHuut+LrPxhp/xh1uxVja3n9nzRiQbW4nQHI+uayvEfxa0rVj42MKXAGtaLpdjB5iDiW3+y+YW54H7mTB5zkdK8oi1K8sbO6t4bp47a62pPCr4EgU7lDL3AOD9apqzN+eAKXMHKe1ax8WNIvpPElxBDdD+0vC1jooVlHE8K2gZjz9z/AEd8HryOOeL3jTxdZ+G9Wu0ukkkbVvAem6fF5YBxI1vbMC3PAxGf0rxbT7C71bU7fT7KKS5vLmRYYYYxlpHYgBQPUmu/+KPw/wDiFp9rYax4s8M3mj2UEFtpUNxJCUQ+XEFjB5PzFUJ/A0+Zisi3D8VNLEkQa3uDjwg+gN8o/wBed2GHP3eRz168VseCfGVp4m1zRraBJY20rwTqumymQDDSC2vZMrg9MSL175rxFk8sE9cHJ5606xvLizuN9rPJbyFWjLQsVJVlKsuR2KkgjuCanmZXKeoaH8VtP0u78KyvbXEg0nw9f6PMF2/NJP8Aa9rLz90faEzn0NP8NfFiw0efwG0tpcSL4etryGcJt/eedJKy7ef+mg615YyiPAA3Z6k0rSMqoikD1OafMxWR7TpvjOHwXofwl1+7he4gsLq/leGIjcyiVeBn61znhH4sWfh2PwKklpNKfD2uz6rKVIHmxyfZ/lX3Hkt19RXL+J5Nat/DXhyy1KEw6esUt1p7bRl0kkKu2e43xsPwNc4Qvljj5j0JocgSPUfhz42huNQ8CaEIXSW08WDUfP42lZWt0C49QYifxqHV/iBDotx/ZhtZJJtO8VTav5isAHXKrs9j+76+9eZwzNG0bCQoyHKsCcqRyMenNMkmeV2kd9zE5J7mlzOw7Ho158VIri11WJbGRBeeJU11WZx8qqJMxn3/AHg59jWv4616PxR8M9Y1iOMwRah4vmuljJ3FBJEzBSe5AIrx4ENxmvS9X+G/jbR/hit1cQQDQN0Wpy2yXETXMAddkc0kQPmIjBgASMcj1FUpNi0R5ruHHU49aFPcAD8KaW+Y+9KX28VmWOXLSDJzT4z8xYr+QpkRckNgKv8AeNTljt/dqc92NAH7Af8ABH3I/Zp8S5GP+Kuuev8A152VFJ/wR9z/AMM0+JcnJ/4S65/9IrKisnuAv/BYA4/Zp8Nc4/4q62/9Ir2vyA8wHnkmv2A/4K/qG/Zq8Mg5A/4S626f9eV7X5ANNHGpVAc/3jVx2AVdqn5jzjpivUv2ZLxI/jh4YQNtW4lktXYNsYLJE6Hy27PhvlP97FeT7kPc/lUkMnlMjpKykcgr1BFWnZ3JZ6/8dNH8QeG9L02yvRq2n+Gpb66m0rStf2/2hF8sSyyOAAQjMAB2JRuO58b3Lg8kn6VZ1DVLrVLjzry8uLuUDHmTOXbA7ZJqruj4OWz9BRJ3dwSshWZWJJ3EmpYSisDjof71R7kVuA34mljZTnarA49akZveC9Ps9c8ZaJp2oXn9n2N1ewwTXZP+pjaQBnz7Ak/hXtnx+07XfDPglNOn0m38IeHbfVTFp2jvJ5l1f4Rt15I5JMmAFXdwo8zCjrXzqkghboA5984p11ey3G0SSeYVGBu5wPTmrUrJoTWtxss/mNhR19BQJHTGCS/8qYspjU8fN9KjVnLDuagZZgDcse3qaWRurEqefSo1RsYJ4+tMaMrzuFMD2H4mWemXvwn+G+ox+ILGXUodLe1k0hd7XCj7Zct5jEDaB8wGCc+2K8hkk242sOPbmkjxg9jikhxl/lD7hjJ7e9Nu4loRMwZuBjilVCwPHHrUnljaCxH+6Kcm3ax5xxUlEUaAMGI4Br6a8TTafb/8Jt45GsadPo+veHYrCxsortGuGmeOBDE0IO5fLMbEkgD5RjrXzWyllJA4PfsKktwkUiKzeYW446c1UZcpLVyBYGfkDC469qfHavLlYkeaRQWO0ZwoGScegFWWtbhkw4EYX++doro/h7cWNjrsq3t/FZR3Vlc2fnMrFI2khdFZiBnGSM4BpDOai0u6kaLFtNI8sbSRgKTuUZyR6gbT+Rq/aeFdd1DQ5tXg0i8m0qE4e6jhYxLjrlsY4yK9g0248KaP/wAI5PJ4osJTo2l3dlOkccrO8z+eybPkAKHzlG4+h46Vy/grUrLTYNO1i98VqIbGKVX0Ty5BI2d37pQBsKPu5JIxlsjgZvlFc/TL/gj2pX9mjxMGGP8Airrn/wBIrKinf8Ef1C/s0+JcHP8AxV11n/wDsqK53uUN/wCCwhI/Zn8NAcZ8XWo/8k72vx6Zh075ooqlsIfG0Xz7y33Tt2j+Ltn2pM/KQCOfeiiqAIVLNkMqleRuNDKysSQrf7pzRRQMZ5jLwV5qwvmeSZdh28jI6dqKKBFZid3Tmj7vJBLUUUhjo1abgcn04pY/lBbnOcDiiigA/jxuwAMURqDknkfXAoopgOVWCuRwDwKfFDJI2EVuOm1TRRQBOdPfbukaKJcdXcZ/IZpFjt4YzmRpDn7sa4B/E0UUADOHVRHCdo/vtn9Bio2kO4bG2k/3Vxj8qKKQDr1mdw2/cGO4egz1/Wo8L8hH/AsfyoopgPZQoYg9akg/dqSMsOmD0oooA/Xv/gj/AJH7NPiXP/Q3XX/pHZUUUVmwP//Z) | ASR 1357 x271 0404 Digel
Digelskår, bund |
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) | SJM 952 x144 0404 Digel
Rand- og sideskår fra digel. |
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) | SJM 952 x162 0404 Digel
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) | SJM 952 x140 0404 Digel
Rand- og bundskår fra grov digel. |
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vDMR07c1oXXw3VdU0m00/VLOK6t7CVpntJ/3jM+UVlGc7iWGMgceua4zw/oAXx5f2d+b2za8lkFjNazg4JJO1yFxtUKemMiu0tdD1HwZ4ssRdanb3L38DQ/2lFBueNuq7FTgswA+Zx1b6VXNrpsVGLSvJ2Z2nhjT5dBsYLm5kt7e8nAeUKSDdPnmRkKrhmJboBjcByBzzt9p+q2Piu7nt7fTZtO1IQxPZzOI1QrjJY89844/DOcUdYk1OFfPlSR5EVWjvZgQ22MhFYg5GWJ5GeSOKq+JNJ1vxHfCygurK0soYftfmLcGOYMpyzbuNuN24HBAxj1NQ3ze6tEO1ruTublnoV8sH2jUFe5be2yWRR5UeAQQuDzjkH1/OpNdbTv7Yt9PtIBBOYClx+6+/gMDGWUZDcAhsdB71xPjjxtqfwjs9EuBZX3iMavJHaP5iySNDMf9Zh8bQMKc+5OOBmu10S/l8TaxPFahbN4ZBIYy5VtgOw7WxkEgnryc8d6j4dzaGq06G38MfGl3rml3El3ZPZJFMLKH7RITI23AVm5wSfnyc5wFFVNTVdWVdMj83UNP0yTe8YkMf2hZBwFOMkKCSB3x9K6rSmgvoZIVt5rO7U+YBs2yK4Ubn6knB6kkg5xkniuR8TalL4T0ifWIZWDLL5k9tgDcpOAo5OAWPTI6VvFXdojTVnNsX4K3GoQfEbw9eafKpt7u+kt5reNPlVPJdnYrxjG0r7EdPX7MBNfN/7P/wBr8YfEDUPE9nEkXhyC1W3ilAwbiZlUsf8AgPIJOeRj1x9HbiCo2kgnBx246/59a76KtA8jF1PaTT8iQdqdu/Kmg0VucQM3Ffi/+3qx/wCGtvFuGbPm2n3XCEf6PF0Y8D6mv2cZq/F79vHc37W3i0AMSZ7UAKgcn/R4uing/Q9aBo4L4iX2jyyW/wDb8et6lciFvs7R+I7G7VAT0JiibHJ6EgmisH4uW1zYXlgtxbXNs7RMQtzoltpZPzDosBIf6nkUVnLcuK0P6EWphp5pjVSIIJO9Zt5jBrTkFZt4vWqEYN534rOkzyOlad4vzc1nSD0raImVZF29q8G/aa8Ht4qOgKn2qQo5Q28FwUV0Z0DkqBzgY6/4171OwSNmPQDJrwK68eQeKvGep3M8GzTNPtkeBrmMZi+YhmyuTkrk47Y9cVhimuTlfU6MPFud10MHwUxtIbu6Fgv9rWdw9nsV95UIAfmx1KgjkcHPua1l1KTxP4huprCCK0luZTb+ZKpKGRYwSBkYYlSp9Pl+tZ1nrGm+Cbd9WTVrq40uR5Zylw+5FJyGyCMtlmYgHHOOK4f4lfEDU/GegPaaNfjTbcTWyabNZxGMKWK7wMc5AyuQenTrXkOKeiZ6esdWjtbjwHpeh6tpdzqEks7L5txJu2yQjapDLjAOSF9ue2emJrXjmXw9pt4bKzvtN1Ged7+1tmiE2UkJHmZGTlV52kEfL3HFem+I/CT2uj2M6rbzXmwxPMseMg4LDOeMsOG5I/E1FPBp2sXCTXl2s0CQtAII5hE7Iy4IBDKSevX3I9KhRcbxRbqKdnI4zwzcXMfgfTNRO57mFXurlnl3GUAnepJzx+GOOMVft9c06/1eGR7OOGZj5o3qxDRnC7cMv8RxkDBwWGMdcT40aXpWi2Ohafpj3VuLNy+y3j3M8ZBDliOHbAAO4/xckjNQ6/JptteW/wBnuZhGqxw26XE6mRonG5mwg28ERqAfU9cZpNWlZM2pr2iVw1/x9rzXM0JgsordmDi3WBZfkUYWNyOgw3THHPSrvw51K2fXIjHv06W6VjLFakYaToqDPUcE89yfrXLW8L2trci9EayOSd0bEPwoA/EZ9+nvVz4d6Xdah4h0NnH2nTDcMQ5cNHHJGM8EHIyvOM9T2quXU6ZRXK76HeeI7WfSWvb6a4YzxyK24r91WJ+RRnPr1GOtc5obXnxK1jWvDyWF1Kk8wYNCoLEsG5lYZTYMn6cEVNdXMviPxlOftMc1nI6oszLhxhiBlSc4wSNvXgGvqTwL8K9E8B3k97YRO17cxJHNLI2QSoOSB2zmuijDmZw4ir7Omovdlr4WeALT4ZeCbLQbTbth3O5TOCzEk4zyQOgJ5wBXYr0z61Ft6elSLgY9q9I8Jtt3Y/tRRS0CIn71+L/7eELn9rTxcNu/fNahVCls5gi7Dr34r9oWGa/GT9vC5ij/AGtPFrS7cK9uh35CjNtHydvPftzSY0eTfFK9/siGOwGiWdut1HnzpdDexmTDD7hdjn6iisv4oNaXl5Ztp50uaIRtu/sltQdRz/F9r5z/ALvHrRWUtzSOx/Q6aa1LmkJrQyIW6VSuY81oN0qvIm72qgMK5tyc1k3FuV5xXUyW+6qFzZhh0qlKwjites5dQ0i9tYJmtp54XiSZeCjMpAYfQnNfOOmXVroumLDJeW9nLDKY7mCdgJHwSC5J+YjO7r2A4ycV9YXGn+1YHiXwTZeJ9JvbC8gUx3UTRNIEG9cgjcCR1GeKirTVVLU3pVnSurbnw14y+L2maLY6tY2+oWsixy7r2fKSRKD8xSMIDtwSuDySFHHNedTeP00vRoJLezv7cw+XOnnsqEEYIIOTzkKeOcjoSK9R+MnwHuPA11exNb5sJuYbuOHCXLgAruCkYYFRleM9uBXBaB4Z/wCEg1qDQEtW1C9uoUVreM9HxgEsxwvQ8nnC81xezcXY6nV5lc7Hwr+1BqN7ocOn6/auJFTypZ45BJJjnLKSSDxjlsA881xGufF/XrvWLuCGCaSGGTCrDBHvYjO04JP8O7OMHrzjgw6D8K9U0XxFqun+IIZ9OuN2UtZ5S6omPlwwO3H04OOorTk+HUslnHFJdyE9RIBgNtHC56//AKqhxWt0PmZQ8P8AjC5v7yPULrULrVHhgeOztVjCRwDJOMKuAMYHJyfXArpI/E2jf2XcajKHhG9ImlaEbskKFLbQVBGBz6ZNcHB4N1bQGn/scJcpJKGMMhA6kA7WxxzjHXqcjtXQ6VJlhFOZrGaNdk9qY/MimTdkA+uBkbs9Peo5UbxquL0O11XxFdappNrCDbi1jXeZUKfvTyPvDvuUg44yRXe6fp5utBEllE8duiGRGErFSQQrtjsx79M88U34C+D/AA74u8Y3uja+t6sskf2i2tYw6QSAMd+W/hOMcLjPJzmvp+x+CPgjTbX7PZeHrWyhLrIy25ZN5BB+bB+bOOc9ec9auFBzjds3nmHI0oxOE+D/AMMV1DW7PxRqenC3SBC1rA6kKr9FZVJzkAE5Pcj0Ne+qOoqKFFjjCqoVRwABgCrKoT9K7oRUI8qPGq1JVpuchyj5RUgX88UJHipQlWYjAtLipQtG2gCBl9K/GL9vIxRftaeLXyQyy2pZt+wqfs8WCG7fXmv2hZa/Ff8Ab43f8NceLSPlAntMNlV/5d4u54/Pikykeb/Er4h69p89tBpvizWDbSQsJUXxO+oK3bBKqgXjsQc0VF8WtFvtTt4dS+1RTwWsRV/tOs6dPLywxsSBgT+RP4UVnK9y42sf0AZopOKXg1ZkNNMYZ7U+kqgIWjzUTw5FWvam4oAoyWg9KjayGOlaG2mstAHM65oVvqNo8NzbxXMLfejmQOp78g1x914VsY9QjvBYW4u4VKRziFQ6KewOMgV6hNDuWsq70wNnirjKxLR89/Gz4ew65oNxrMNvJJqtjDhfJ5Zot2WGO+Bk8e9fPaasLTS0tdRnlECIqFtqlieMHAz15746198SaMG6rkV5P4y/Zrg1OO5n8O3n9l3crbjbzDNufYYGVx+I9qxqx5nzI1pzsrM+ZLzSLS/jRfIWK4J3JIkQVj79e3IyDkVVufC9jfwiWZmubl12oTyp3c7jj24z1HHTrXvEH7MfjFoVIm0uN1JGyS4cjGf4SI+ARxiuq8C/sv8A2FvN8S3kc4U4jtLEnb2yzSEAnOBwAOg57Vz+ykzf2iRhfsy/D3U9NvrzWNQhKWaDbZO6HMgZRkgnkqMEZ75r6NRc0+302Ozt4oIUEcUahERRgKoGAB+FWVt+eldMYqKsjnlJyd2RxR9RVqOP5afHDjtU6x9KokjCU/bnin7fanBaVxjAtBWpNvSkIpXCxXkXivxT/b2XzP2uvFyruJM9rwEDk/uIuing/Q9a/a6XvX4mft5qZP2t/GAA8wtdWy7dpbP7iLjA5P0FNjR5L8YLWez1DT0nt7iAmEkC40O20s/e7LAxD/U8iitH4geHdLt5YWv7gaBOIiYraPQbi2E3ufMbnnjNFZy3Ljsf0AUCm7qN1amQ+kpN1G6gApGo3UhagAptDNTd1AAaayA0u6k3UAMMC+lKsKjtT80ZoAdto2ik3UoagA8sU4R9xRup26gByrTx7Uzd2pwapGO9qWm7qXPFIY4gU1qM0jNSAil71+Jn7eQT/hrTxiTt2/abfcJC23/URddvOPpz6V+2MxHNfiZ+3TMyftceMSHKhby3ORJsx+4i53fw/XtVvYEeL/Ez7D9uszYtpZTyjuOltfFc5/i+1/Nn/d4orc+KfiK0voI4b1rrVtR8rEF83iL+0EhG7JUjyx154yOuaKyluXHY/fvdRvr8gF/4KhfGLpv0X8bD/wCyom/4KgfGP7udGjbv/wAS/wD+yrS6I5Wfr/5lL5nNfjxH/wAFOvjKv3rnSXJPT+z1H9aT/h558ZP+fjSf/ABf8aOZBys/YfdTWkAr8fj/AMFQPjGCR52j/X7AP8ahk/4Kc/GbnF5pI5P/ADD1/wAaOZBys/YTzh2NJ5lfjv8A8PNPjOeftuleh/4l6f403/h5l8Z+MX+mf+C9KOZBys/YnzKPMr8e5P8Agpl8YpFBF7p6N/0zsI8fqD/Oov8Ah5T8ZmVj/bNip7f8SyLH40cyFys/YrzB60vmCvx1b/gpP8aec6zpo/3dNj/qKa3/AAUk+Nr/AHdY09Mdxp0J/pRzILM/YzzBThIK/G5v+CkXxu+XbrVnn/sHQYOen8NR/wDDyD459tes/wANNt//AImjmDlZ+y/mU7zK/Ghf+Cj/AMc2bd/wkFoExnH9m2/5/c6Ukv8AwUc+OasoPiK2XH3tulwZ469U7Ucw+U/ZkSU4SCvxk/4ePfHGPcP+Ehid+R82l24A4642dR1prf8ABRb47uieX4ljByAf+JXbHJPI/wCWdHMg5T9n/M96TzB61+L/APw8U+PMiZHidcdtul23fp/yz71B/wAPEPj0fmPizCY3HGl2vAzjP+q9ePrRzByn7UeYM0jSD1r8WZv+ChHx72rjxW6FQyuP7Mtuq/e/5ZdhjPpUX/DwH4+/Mz+LJu4A/sy2HQZJ/wBV2HNFwsftLMwxX4j/ALcUxP7XXjNgSD9utwCJAhH7mL+I8D6ngVdm/b0+P1wSq+MLoNlQAmm2/O4ZUf6ruOR6ivA/HHjrX/HHi668R+Ibpr3Wrx1uJri4hQeYQq7SVwFxgL2wRUyY4o2/jBczXeqWLTzzzlYMAzatbagR8x6NAAq/Q80VlXXxR1u8t5IZIdHCSIUPl6JZIcEEHBWEEH3FFQ2my1dKx0Hij4jWceoeILC3tEuYXuNRjjuo5AVZZp0ZXHHIAj4553Vd0Px9b+Kta1GMWAtQ8WuX4JYN/rdOZQnTsYs5/wBqiiq5ncnlVjIt/ixBb3Cyf2TuAeybHmj/AJYWbW5/h/iLbvbGOetXtB+I9na6St9JbR+dpk+klLVpAGuBbtIXI44zkZ4OM0UUuZj5UYlv8SIotNhs204Nt0xdPL+YBki/+17+noNmPxz2re17xxE3h6HVPsQA1abV0EW4fuvNaJgc45259s+1FFHM7MOVaGXdfFiK4vLib+ytoln1GYL5o4+1WogA+7/Bjd75xx1rQ1H4lWei6xZfZ7aPUYo/7HvGkjlAG6CwEbx9Dzuc5PYqeKKKXMw5UJ4I+IC3+ueGtKNgE/0vTYDMZB/yxuHYnGO/m46/w981l3vxGW3sLnSlsVJFi+necH6/6f8Aat+Me2zH457UUU+Z2DlVzTh+Jlt4gm143EEenC4XVryMtJuy9yIysQ4HI8vAPfPQVQn+L3n3FxL/AGYB5r3bY87p59n9m/u/w/e9+nHWiilzMOVG1pPxCMfh64177GrNYanocf2cyffEFncRZzjjdsz04z3rD0r4rHTfsCrpwk+ypZpzLjd5E7TZ+7xuzj2xnmiinzPQOVE2pePoLfQLGCBEuHutIks51D4MDf2k1yM8ckhF/B89sU3VPi9JqV1eytpyobqbU5SPN+79sVQR052bfxz2oopczHyo1fG3xCfRvFWo2qWqXAS4uZPM8zG7z7NYD27fe9+lReFPilHN4g0iO/ijs7MX2kyy3DOSEW0gMGSMfxBt3tjvRRVczuTyqxm6f8WJrGKyjWxjcWy2ajMh+f7PM0oPT+Ldj2xVrTfGR1nw34jjkiSBrXRzGnz58wvqkMx/EbyPouaKKXMxuKINQ+Lc2pf2kzadErXdzqFydrnK/awgZc45C+WMeuTV6b4qQSaLJdmJDqU9zcq9qHOFjksxb7wcY6E8eo9KKKOZj5UVbf4sXVtNb3MdjC3lTafLkseTaW7QKD/vB8n3HFYvxGljutW0xkkVwNIsFJU5AItowRx39qKKG20JJJnHsxDc5yKKKKgs/9k=) | SJM 952 x141 0404 Digel
Fragmenteret randskår af grov digel. |
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) | SJM 952 x144 0404 Digel
Rand- og bundskår. |
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) | SJM 952 x119 0404 Digel
Bundskår fra stor digel. Alternativt essesten, men den har inderside. |