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) | ASR 6M73 D06671 0603 Forarbejdet rav
6 stk. rav med spor af slibning, hvor af de 4 tillige har spor af slibning, hvoraf de 4 tillige har spor af gennemboring. |
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) | ASR 6M73 D06672 0603 Forarbejdet rav
4 stk. utildannet rav med spor af gennemboring. Største mål: 0,8, 1,5 og 2,5 cm. De tstørste stykke med gennemboring. |
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) | ASR 6M73 D02724 0603 Forarbejdet rav
1 utildannet ravflis med spor af gennemboringshul i kanten. |
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) | ASR 6M73 D07230 0603 Forarbejdet rav
1 cylinderfomet tildannet stykke rav. L : 1,3 cm. Diam : knap 0,4 cm. |
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k7Nma04fFNtIrQNa7XzuDL/ABVNr3h+WGZz9mMQUYDLWBJmGMjZhP8Anpjk17PLCor9TSPvNO1zqRqSXd5D5ZkgkY42rwGHsa6jR4Vt387y8qOrA4IauDhvQscBj+eRfusT2HatKw1K4+0FDKwib+EA/Kc/yrzMTRc4+70O+h+6naUVqtjqdcs2vP3yR+e23ByTkVmfvLWFI55tjp/yyUjd7GtB4LryS1tKCQMlM5BNcbc2s7XTSSRPJKPvdgPesMNJSXLfY6KlNNOdrHSQwG8VfNZRzwzL19q6GxtLja0DMxTYMY+7ntXJ+GWjjvYjczF0PJ2ngH6V6VpeuLYxspjjnWXjcRzxXJjnytJCoe0TtFXMOaPUNHuBBqYaFJG/d7Xyp969H8F+E7/xQba2sURrVpQhLDLpn+LHoKzrDw+mux24ugt1LNKypDg7o+y819U/CbwDZeB9Cji8tftsoG+Q8t9M1w4SosVUXtNo79mcecVI4HDWSvOe3l3Z6B8K/BVtocenabbfv/KUAysvPuT+te9KoRQoGABgVynw80SLT9IFzgNNcEnf7V1lfuWS4V0aHtZby/BdD+cc0xHt67S6fn1CiiivojxwooooAKKKKACiiigBG6V+ZP7QH2Y/ELxlNGvyG+lwR0POD+ua/TVq/MT9oW5MPxI8T6YIfJ3X0rncMHBOf1/rXxXEknGnDTqfYcNRcsTK3Y4PwzatrHh+1uoFCmGR4ZCpPY/LkfSqOpWM0NxINxx7dKboOjaxp8ksmnDNsxD3Ck4Yj1X6V139raI1rtsZWv7xMG4Mg+YZ6jbn9RX57Kjqrn6rRxPJNxirpHE6tm+jwrAOoDFh1PFZVtewQyPHcygSg/L8uM59667UtJFxuuY0VHYHduGMD2rDfSYY7hbqaNZo4xjlQSffFKGHlT80dTxFOotdGVPOsr2KSO6+Z9uFfdwvPXA61gzaPbwsVIW4WTIVsAj6119j4VOoQ3UtosqNjcF2EnHtUI8J3lvZRNdKJoGySr/KetdEG4NmEqkZL3X5eZ5rZ6H5N1KrxyNBk+W64yPyro9F0U6XHJNeyGCI5CxzJhjx1rSj8LzRmW4tnlRerD+EUzUrqfWJlXUX3iNdqsOv6U6lZNuJ20pSm1K+hQs9S+wyTh8lByuR0+vtV9k861F5HECCMFcZ5qtdaZJ5cfmfvk2kRqoG4DPfHWrmnaVqtxG8UETLHgbmb7sY9TXmzpKbTprU9N41Rv7RnN30c8Mizxx+VvP3CvB/CvXvhva2OqeF0W5aN7pN0hO0Zz2FcFr2lSaFf2lu12L1mUM7bCNnqMkYNdn4Gh0//hIoobGbfZzwKxKtkKwPzA1x5lRqVqPJH4k+g6GIhFRnzab/AHHqvgW1h09RfXJYsCWghI4B/vV6n4d8QebMhmmly/yjd90fSvOre3Go3HlRPvbG2NQOAB3Ndt4N8O3nijW7LSrVSyrIAzr0wOpNddPCvDUowpq7f4s+LzDHPHVp1K2lvwR9f+AJTN4R05yoUGP5cdxng10NVNK0+PSdNtbOL/VwRrGPwGKt1+74OlKjh6dOe6SX4H4jXmqlWU1s2wooorrMAooooAKKKKACiiigBjNivk79rf8AZ6vfFV6/jDQx5lwsYW5gHDYA+8PXivrF6rTRmRWGQQRghhkV4OYUY4mLpzPRwWKqYOqq1PdH5oeDvAd74gglsrvVl0q1xhmfJK465rzn4keBLPwhcRajoN7JeTxPiR0cbc56nHQV93fFr4KzWNxca94Wt/Mkwzz2AT5W91Hr7V8leIJQL+7tb6ONGmQq0Sx4P/6wa+Lq4T2acWtejPu8LmU5VFUhK0G9Utzj9J8TQ6hY2kdzPJcalcNsdVjG0DHA9fxrZbRbS1WN8QHqfMjYls+hz3/CuPbRZNK1PzYosMpzHIe3vj1rqBqi2sdvcyrJJdsxDlsEY9cCvmHKpTblFn2lSFOpZJXOr0Lxamhi4MKpeL5XypcDOGxyK43xX4gg8RWsUyrDZOG2SRx5JOPXpmqepeJYYL53SEMnBO0BcnuOKfqGqaVfRwyQq9tcr03xjGfqOtYe25t3uddLBqnaSjqZljfQ78KXkRuqqMA+2D0q/wD2dAVxEPmYHCuOme2ao3Gn3mpQu9rJasyJuPzbc564NY9rJq2lXgkd9qqv3W+ZePSsPaqpNqM1c9WFFKF5Iq6/pOteGdVMZiaKdP3gRwehGf5VuaBeSatF5hilickCWMNhGxW5aeMBqyiKeKGWQ/KJGXbirtxayXjypasrIFB3Rp0PccVbxVWmuVJXOCrh6dZ3kvmcN44sNW1HVIorURgfKqqrBjz06V6v4K8Ov4Z8OpGyRi6uCBtQDr3rN8NeEzp7rfynfOuQmcY5/iPvXaWPy28Ky4Lg5z1NepGVoKVT4jyK9SUrUabvBHUeH9MfTYHkWQA4wX9OOa+k/wBmvQ7VdHvdUWM+e0vlKzLjgAEkfXNed/BvwK/jbUbaW6gaPTbcAsjfx46Zr6k03S7XR7Vbezt47aEc7I1wK+oyLATrVo4l/BH8X/wD8/zzHKMZYdfE9y3RRRX6QfChRRRQAUUUUAFFFFABRRRQAjDNRMtSmmNXHXimrspFWRTludo78V5D8UvgBonxDlN2kS2Goqci5jT75/2h3+texyYI5JqBsjG1sL6d68KrThUXLLVHbRrToy5oOzPibx98EbvwuFfVdO82yxtN5b/dOOhPcV53rXw/gutKtZ7GeNoo3O5kX58Htmv0O1Kzh1S1mt7uKOe3kXa8ci5DD0xXk3iL9nnR7pJZ9GMmnTNz5Q/1TH6dq+bxeUqpG1Jn1mDzqdOSdTdfcfAGseG51klZUkMasQGdOCfY1nXGnPHHHhcluvpX0N4y+G+q6Hrslhfo9tZt8y4QGNj6g+tecXngu9tbhkjBulzwoHSvmMZgp4aKa1/Q+7y3OFirxnp6vc4mHT7uzh4ibbInbn9Kz4/Dur3xJieQdwjL0r046e8d1FHdQvbsPlLMpyKbcWs9lbSXNt/pBXOAAfmx3rz4+y5XUnuex9aqKfJDqcxovg3WdQlTzzbgrtTc0QxivQbrVLbTnGiuiwXC/wCuhh/chgV6Gtb4f6Rdapo7aneXBE3mp5Uca8DBycqeTiui+H/7P+s/FTxxrGpauJrHTmlJFwyYaT0AB9q7qOAp1Jwq0ldvb/gnhYvMuXnjiJWUfzPP9P0m7ubPFtExtd+Qexb0B710mh+D9S1XUII4I/tLNgt5YLbeen1r6XsP2WfDdiYc32qSpFwE81QP0FeoeFPA2j+E7WKHT7JIjGu0SkAufqa+hpZNXrVVGUrL7z5XEcRUowfso3ZT+Fvg9/CPhmCC45u5Bvk/2fRfwrsqSlr9Lw2HhhaUaVPZH59WqyrVHUnuwooorqMQooooAKKKKACiiigAooooAKY35U6mn3rGpsNEbLzTHjJ6GpW574pu33ryalNN6I0TsVXhMajaATmoJlnVSVAP161oUbQ3Wuf2fRGqqNbmJdaLa6pCYL2zjuVf7wlUEVxWs/AXw9eSNPYmTTLrkhocFB+Br05sDtx61C1okinOcH3rGdOM/dkrm0a84u6dj5l8Zfss6h4niMQ1VGwQwlBKEkHvxzXbaR+zT4csPC8FgWmXUI1G653Z3HHp6V7OkHlqAp4FOVSxyyjPauD+y8NKTcqabZ6Es2xfKoKo0lqeZeFvgZpGh/YnnkkvJbZ/MXsmfp3r05YlRQoUKB0AFSY9KcFr1cLgadCHJSjZHmV8TVxEuao7sYqHPPNTKu2haWvbo0Y01ocbdwooorpEFFFFABRRRQAUUUUAFFFFABRRRQAhzTTn0p9FRKPMMjKjsDSfN6VLRWLop9QuReWabtPcGp6KzeFg+o+Yg2n0o2n0qeil9Uj3DmINp44/SnbT6VLRVLDJdQ5iLac96cFp9FaxoqLuK4UUUVuIKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/2Q==) | ASR 4M75 D08619 0603 Forarbejdet rav
1 lille fragmenteret stykke rav med spor af forarbejdning i form af en rille mellem to tilslebne sider. Mål: 0,5 cm. |
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EIyDjd047Ac8141bPqkU1G1/wAj048I4WnJqrJ2Vuq1+5H2bdftm+FrS3L/ANnXjOBym5Rz6Dufyqz8Of2xvDfjXX59HvdMvdJuPvW7opuElXHP3RuBznjBr4D1XU1t4RFbeYIlcMm6UsQRkbiD0b6YHHSui8I+MD4f8X6Drd3atq19EhAg8zylm3IFQ5wSMFhyAPu/jRhuIsdGpFqSt10/pnqVeD8B7CVovms7a63/AC+8/TnQfiN4Y8T3jWema7Y3d6pIa0WULMCOoMZw3Hfjiujr89/2edROvfGvQdTl8y3gv76W42QMxj88qCyEsSw+6Cck5P41+hFfpWS5nPNKM6k0k4u2h+X59lUMoxEaMJN3V9emrX6BRRRX0R80FfKP7aH7TUXw/tm8CaFcMuvXtuZdQuoRuNlbkcL7PJ0/2VOe4NfVN00y2sxtlR7gIxjWRiqlscAkA4GfavyY+JnhK4vvGnirVvFE1xa+L5blm1DS7iYk789V4GUxjaASAMYr5PiLH/U8Oqdn7+l10/4c+v4awFPGYl1KjXuWaXd/5L/I8b8Z61J8QNehjQqlxOyqi9FXnb3PQdPwr17wz8Kbr4f6NF588d2qxPc3EZDPGX2jPlMFHfaCBu6fjWF8N/Avh7wxNDrup6st6UH2gaXkbiQMncScjBH444616prGoeD7zRPMTXNTs2s4nnzAFmjEjEBQzEcgqm0Y9TznivzSrWcWqNKL5O9j9QxdabjGnHRIwY7zUvEWg2wsoFvZ4maVj5pjlZsZMnYkEE8c4I9BzzNvq9nrmo2ltqHmXN85a1u0XgQwq2AM7gOAcjuMEGtPXvHXg7TdFmjs9OuNUWZEDuzjZ5m0gMu0ttIGMdAQMY4rn7hvDXiLwhutLm0XUftHmhVYxzxkn5gyADK/MevI2+xrWjJqNnBrXQ8iWHbmpdGdj4f0N7izDaLcWmq6jZqVjkjy8UaJvfL7cZZiAM57LgGrt9qXhWHULKy1aWPRrmC4Dx2rELHFKx3MhYrlozkAqQcFQcYrynwT/aHh7WbrTQ3k2srAzLIGMeVJYMR6feXJyPmzW5401+/vvFAcWTalqR8mNbcxI0XlqmFdUU5zz9Bu59p9k5VWubTe+39f13HXw/s9EbWsfD/UYPFCarY3djBYwt5f2eIhoOpAJIAVlbn7x6E9yKteH7qW5voJZka5NwRbC6SNTA78LhW67uc5AbO1fmOTWvptjeXWj+bqgNi6XKrAs1vuAmCYEeDlSpJDZPpg+2tdLZ+GbOzlQwzSiF5II7cbmiuAFCAfKoAIBGPUr8wxXLVxGipy1exyxg3dozrHUrzR45rK9gju7DEINvZxhpIlLbmZh2+RiD3zu7rmsvxVoEt48NsjysloWkz5nmhg7fL8hGckptJU5yh+UDNW49LvZdLdnS8fXPI85ZpCFUgAny5AVBzlm574960bS8mW4Pn3K3fCiaG2kwkeWI+Ye/A4B7c8VzxrJS5l/XmauEl6nBF7k29jpk1pGzvKZjJa25kOAw/dysSTsVv4c9CcniqJ8VxeHviI2h3gNqZZGiutiYQNhdu3DN2UAdT8w+ldVqFjfWtndRRQzWM01wFd2YBn+YqyK7LliNmOD0PtmqHij4L6t8QviN4Z0Kz1FItf1Q7DGz4aMBxkt3wsayP1PyqAMcV6+FqwqVVD+a+nn3JaUVeTsl1Pvb9r/wCM83wV+Ceo6tpU3kaxfFbDTpgu4RSOpPm/8BRWYcdQtfj5DrV9fSS+XLM+5mklmYlpJGJyzsepJyTX6E/8FJFj8H/BfwVotqpmtbO6W1jaU5OEt2VSSepwD+OK/PXwr4mvtJnMVsdwuFMLwqo/eAkfKeOmQK+kxjnKUm1sdPC9ClSwPtIK8pN6vstjqvCejx6zexolwfNYE7SQCMdBz1J9PavRtB8C6jZ6lAxRRIIQWkO3IYEFAQp3AnjseDjnHOV4F8PzeGfEltq2podMt7c8WkkE58xyWG1CBg9M8n68Zr6UaO1vItOfUdOhe9vG2GSOHY8RZcYjmbbx19Rhjxxz8Bj8dKlNRgrxfU+sqVnF6PQ870XxY/gonQtUsodNstQZZVvPKDSIABgrhVLYPrye9XfEU2sadHf/ANm6wl1oPyi2upLcWe8kED7wIY7snGTzgjHAHjniKHUbrxU/2/XRBHZ3IXybi6EiKucnAyRgjpxgjHrXrmqyeAdN0PR9N02++33LJvbKtK42FtskWMrn5G43ZJb61lWpqmotq7erstCbRjOMlrffS/zOV1TUoNR1K4vL63e3huLeMRzecWCSBV8wKpIOCyvtB6A45rmry31aDUdOt7iykk+0up2u29myclsrg88fKfmwB2r0jxRaw61CTZX9409rOkEn9tP5BtFkb5ck7QCWABPqfSlsZrK3i1IaxrL3fivR0Z7CS3lW5YN5Z+V2GcfMpxnkgZxjpNOfLrGFz0Y4yMKafbpr8v8Agn0Z+yf8K5V8fyavcS/a7PSLff5zRld9zKoAGCP4FV+gB4Qdhj7Hryz9mnwtqfhf4Q6N/bcsk2tagv2+7ab74eQAgH3Axn3zXqdfuGQ4L6jgIQl8Uvefq/8AgH8857jpY7HTm3dR0Xov+DcKKKK+hPnwrx/9oj4QwePPDT6rpumWtz4n00i4tvMjGbgLjMbepwDt7g8Dqa9gqORq4cbQpYmhKlWV4s6cNiKmFqqrSdmj8ovFNukkdzNqWhRG64Qy2khiILAfKqEMPlwSeRwTXlsl9bWFwLqyfYLRfNEUrMTtIOcBRnHPUcc9etfSH/BRaxl0L4kaLNawpbabqVmZJWT5d9wrMr57fdKE/ia+SZ9EbxFZrPa64be0t3jhEiqYyZCBnvwoPA6DvX5dLCrB3jKVknb5eh+0YDFzxdGM0vi76/iW4fjDb2umjTo7FsQszCN0LoGII3LyAp+Y847d67r4d/FTwmLWGzltbaa7HzH+0oRH5kjEnhwrcAk8d/TtXlGiWsGp3kkFxHLqF6vyPP5i5KlsB+meOB/jXSX3wj1OUWslumyacsIY5F+eVV53DA5X3z2PoayrKhrGordbnoSwjqq8Xa7/ABPXtF8X6b42mM9paW1reQyO8lrMqyLchgwwpbDbeSMLjjNWz8Sz4QvLlbTQY7TWLwAyS28fmySLkA4LY2c445wRivK/h74N11/E1pp1xbzabKLkLJcJGxKr0Y4HPAzyvY17Z4uj8G+Hb77Ra3l5rD25aO4ksykccsuwt8uQRxtJyBjJPpXlVqlL2nJFqStt/XQxlg5xfIott+tiDw7qXinxFGLrTmmk0O15lgv3C28h3YdQhIYkgYAXvnHUCuo8T295feHbex8RXOn6MV3NDazSoHUZwqrHGTJjb8vOe+ck14VF8W/EzafqX9leJG0+1PAsLhUEqKvI5AGBkdAAMmrXhefVry2gbW7m31uEO0z3TnzmyV+TBAzkfN3xyBxWNbCup+8ckuXayd/ve5xVMNWwkrTjv8/+GN/SfEFpcXFxaXhlt9PaNmiuJt8gJYFlQFsrkgdTxhOMcmq1j4gs7PUptPhuZioj2hI3UrIw+c5c5JXC7TjHXvg5Z58Vu2/KQRrJu+zTW4cqoBVCWzuHVyWAA5PeuO1IJqk0biQw3Mkqwfaw4KR5ADZGTggkfUGumFJTvdW/z/rsc+z0Z6BdtHocVtqet3Eos9MjNxFarLI6xyH7iKSduSeDgZG3nPSvo/8AYF+EN7rmoat8a/E0LLeaxJKmjQSliUhJIeb5iTyMxqeu0MejCvkXx7Z3nxE8deD/AAVpGqTasftGLnyk2q0zEBVXu2EJ+Y5+/wBetfsLo+l22haPZabZQR2tpZwJbwwRDCxoqhVUewAAr6TIMMkvrFX4rfcr6f5nzufYp0qSoQ+1+XX7/wBD4u/4KYRLdfC/S5mtTeCHV4wED7TzFKP54r4lT4EX1t4ah8TXVrNp2nDEp4MjY2ggbWHfnr/Svvr9snSz4v8Ah/qemLH5jxzLcIOvKnnj1wTX5/eKtYvptHTR9M1i8vLRoNpsw48uBhJk7Iwc8qoJPA+ZgB2M5j7aVaKouye/oe3w9iI08J7NvW7+49g8H6vq8PhNdPtrr/SrcsLdHtxKrZUMEDONkcgIOV+6eoyeTo2mm+J7fRRY3OnxNZ3dwJH2nzkhYMojDL/CW+ZRuKrnAyM189Wv9qakdO0/SNUu2a1uI4ntUEqRvI5Z8HYxDMfL4GN3ykHGMV7F4Z1Px1Nqcen2NzAk077JZZ5FjbAB3FVTmMkrj5ev518lisH7K7TV7310/r8T6Pm1umkiHWPh/pcNtCXtV066Wfyru81WXZbQKCWKgKSXyRjaDnk8EkVqrGbe9jl0ux0fTbRnMrakpkI3gM2AONsfTCt8x2jNc/qXw31Pw5rlz4wupZtVmV/MW3j8wMJDIB5fmYHUbsYOTz17peabqvxLuNPWWJrNNqr5K3LbCAo3K7Z46ben8JB6UOPNFOUrx6v/AIHX8jaNVTd+YpeLNA1BJYLm6uBeaYsKO0Mq7Y5nDFgQqN3UoASQcZ6Zr1L4A/Dq48ZfFDS7KXSrW2l1DbJctbowt4rYAMUUEctsAznOCQO9aC3UPw98LQWmr6Vi1hkC3JvLrzXSVVwu3naOCcdPpzX0p+yDpMXinUtV8dIiQ2RhGn2NvHF5ewbgzlhtA3YVO54NejlMamNxVOg4+43v3S1PDzbMHRwlSa32v5v+rn1AAFAAGAKWiiv3A/EwooooAKikGVNS0xuawraxsNHjv7QXwL0L46eEW0rVbeF7u3Yy2M8zMBHJgcHHO1sAHHseoFfCknwttfhBBrPh19MmuNbt7rEERVpMxHa+0HGGXHQ4BIPbkD9QLqHzM7cA964H4h/CvSvHlq32jzdP1NVxBqdm5jnjIBxkj76jJ+U8cnpnNfF5lgHjIfu3aSa9HY+pyvNXg37OrrD8j4JvvCWkWvhGxtdF0ux06XUr3zLqR3IDFSSsRO48hiTtP1rL8UeC2TWLO/l1TfIgZnniOZBEcgosgPHU/KM/TnFexa5+xt4tF7Pqt/fw+JnWYmKytJSm9Ap+Y7yoDFiMgZxjqa4R9F1nwre3sPiCxSw1PBWOwdkaV4m5BRT9wAd8djz2r4XF4KtSTrVrq3Tp9/U/S8BmlObVGjNS/PX1OS+JniA+BfAumw22ptqGrRn/AEhXcPJbpkDLDqrdRzjqeK850n7f46t51nt5I7JooLNbqRB5cchOc7gBgYVuxI657V3t/wCGtF8Oa876xZrqUjRzXN9aySZYIFZmlPG47R83GRwTVPwra6LfWN3a6P4hntdMkjX7dJcSeTaq7LtR1UgMXB3jAyMDJxmuKhCNOg+Sm73ve39f8E9apiPq8lJVL/rf0/A848PfC2PT7u4vLtpLmKGRooURSS8eeSQdueecn/69drfeHYptLa50+abbChIWFtgUMcBGGPUkdONp6jmuyvrGS9s7fR9N0hluWjRHuJECJcgYBcbpDtYlRkd+foKmveBp/CNqyTSuEmj8y4XzERQwY7cYOD7fU10Os607Sl8/zOeVdSV3v26nmElwlxcQLqMj2IQokomkO37oCkkYOPm7Dj8a6288AzabbzX1xJeppNjGJizxnZtyFUgng+mCckjOO9SfD3w9bavb3l9r0ws9KOHKFiHm9MKRkk9R9O3WvTfiNfaX4u+HFl4f0K48mxBQzo5Yy3DBQCAAcckZC4PIxnitKtSpGUYU9F1fl5bnmzS59r3/AALP/BOP4dxeKviv4m8a38yX76NAqW53Btk0+4Ak46iNHHp8w9K/Ri6mEMLMegFeA/sP/Bm8+EPwdP8Aa1uttrGtXTX8satkpFtCwqf+AjdjtvIPNe86gxWFsV+g0oOjhI33aPzHNq0cRj58jvFOy+X/AAbnzR8cIZLiO7VU55+h9q+DPiVp0dnNlbZB85Yq0Y6+v1r9FfihZ/ao5FxyelfGPx58Mmx0t7rA+/8Aex68V49OtzVeVnu06fLT5o7nlXh1dJ1ext7+LTVk1PTrxZZokHmK0OCSBET3wRxnp1Fe4aZ4gsNYhmfw3pjM7cP9qeMhI1UsuVCs5brgcA4I7g181eHZIdO/tW72f6UseyJxli2d2UABHUV0/wALPiFrGl69c2kVxBLp+5VlhZGwwLhSCcg9GJ59OTivCzLL+ZynTb93pd2Pfw+MnVjGNTXzOtufE1rousyxT3uoajp2qQiGC5tZTblbjOYiybiuQq7TuUd+D1rvY7hre10+TTLFYIGGy+aS4a3e3lQKSS+3chIBJ2jB9cHIz/8AhKG/tybQZIol0y8eOdg1ikTwzrydqHO3kfQH5h3qHwx41tbTVJxbX8Ukl3eTJMt3ODn7xwpYKoGNmTjoTnpivDqxdWClGOq/H/L/ADO+L5dB3xS0G386KXEgkv7mPNu2UiSXhXZl2/eZSuA5DEIDjvX6P/B3wVD8P/hzo2kRQiFki82VQc/O3zEE9yMgfhXwP8JlX42fFLwxpt7psLWsd0GZbZ28srGCXlDd84OOg59q/SvpwOlfoPCeGladeotV7q/N/ofG8TYhpU8Kn5v8l+otFFFfop8GFFFFACUxvrUlMasKuw0RNjuM0x4w3YVLSYrypRbNEyA264OFxXl/xq+BOi/F7RzHcqLPV4UItdSjjG+LvtPHzKT1H4jFer01kDdc1zVaEa0HTmrpnTh8RUw1WNalK0lsz85/ij+zTrehfZLjU1nR2aSKW8TdLC4wdhO1wFAw33lP3un8NeU6d8BLxYRq8CwyxLdtC+nM7BgNhAdQQhOOe+MgDpX61vbJIpUqCrdVI61Su/Dun6i267sre7bG0GeFXOPTkV81/YlWldUKtl0TV/x6/cfZR4oc4r21K8urTt+H/BPzp1L4J+Kby6VY9MvIBGVZJY7UwguQSd3HBXAHB5rrYfgp4g1+2jbVbHUJ9SDlA0cDMJyFPOSBgds5HUmvvOHT7e1UiGCOMHrtUD+VTBP8muSnw7Vjbmrf+S/rf9DOpxNKS92kvvPifw7+yP4suofLvBa20LR/I45dTk4BDdOD29BXrfwd/ZP0vwWxvfEhg1zUA2Y02fu4wCSOwz16Yx2Oa+gBTwtfS4PJaFJqUm5Pztb7rHiYjOsVXi4p8qfYaV46cVT1CNpIGCYz71fYVDKm4EV6uMo80HY8SErO55D4104z+YCM18q/tLafHZeCLpm2gKy/e479c19e/FHULPwl4f1DWNQcR2lpE00jYycAdvevzR+MXxS1f4rSBrpRaaM5YwWdoxwcE8yMPvMCp6cZxgda+BnH2NdN9z73Bt1qN0eS6fYX1peSXEdwIY5IuUyTuVjjaQCMZBJyc9vqN7wdJb6ZfJeRlVtYf4mfazKCQcN3A545/Gs6x8CmJona8kgs3QSFjICQCAckZz0z2Oau6bFPpV2zboRaRXDrEJkwMZ5BPG0nn16UVq0Kykua9/6senTpyg1poj09PEWneMIpJtGupI44YokhUHY6FSRkhjhiVJH4Ad6foug2l5Z/ZLPTZEjtEf7TcEfunVgoLK7EAZJHRiQTntWBo91f6lcW91aNE0a7XiBtlXqDhdxI43N6Z6HPGK7Pwn8Pb7VdVtdEvINQE2pTqvlwuWiXexO1VUc/wksCMcV4nseSfLF/Ld/pc9D2i5HJn1N+w/8ADMafFfeJXFrLZQp9h014RnrgyNu7ngDOTnJ5r61rnvh/4LsPh74P0vw/psCW9rZxbdsY4Lklnb8WJP410NfsOW4T6nho0uu79X/Vj8px+KeMxEqr26egUUUV6Z54UUUUAIaYacaafpXNUGhOKKOPWlrmtcoTFG2lparlAbtop1FHsxDaMUopy0400wEC07GKWiuyMFEkSmMtSUlKcOZWGfJX/BQjXLux+HOkaNany11m8MUrr1Kou4L+Lbfyr4EfwnNYafczPdzhJQFj3fJECB8yhSASTx0P3c5z0r9QP2sfh+/jT4dw3kMC3E+i3QvTGy7t0W0rJx7Ahv8AgNfnnrXg17SxvXt40gvkdBFZM7XECsygmV8jJGNw5B7++fzHNuajiuR7O1j9IyOUKmEst1e5zGj6hNBp9qjusflxjd8rL1+XAABOSvOe2M8Acy6p4T/t55LO3hklVFI3xtuZCMKVGFOXwc44H5c6/hnw9czyyx65JCjIFj8y1dDFDgcjbhtzZwBxnk9KrX3he5sWuoNTuLezEkj3huoJyJpIS5GDHk5yMMOehJzXhwSlUdnZ3PpfdjHTsdN4V+0x+E4J7RFtbO2m2lW2YcDBIyQMFSuduD2J4FfXv7K/w7k1bxF/wlt3dC6srOAJbJ5Wz9+wHX12oAef4nz2r4b+F3hzXPiR4v0+HTrZrq3a4EKJIG2yP1boNu7GT0x+HNfrt4K8LweDvDNhpUCovkRgSMmcM+PmPPPX17Yr6bJstU8V7VrSOvz6L9T5bPsV7Cl7JS96X4I3KKKK/SD86CiiigAooooASmkfjT6Ss5RTAZRTsUlc3JbUoSjNLSUtUMWkopdtVqIKdikAp1bQj3EFFFFbCCiiigCGeNZFZWAZWGCDzXzX8Zf2U7TxHJPqXhaGGyu5FxLZ52K/GCYz0RsZGOn0r6XYUwr618/j8DTxatUX+Z6GExlXBz56T/yfqfmN4u+B/iDwcjQtpOq2uCG825QrE3PO+RSVcY/2uuOKoQ+F7S/1K2VTgq3y2NwxAAZSuAQd2Twcd/m6Cv1FeESKVblT1HrVK08M6RZ3X2qDS7OG5znzo7dFf67gM18tLhyVSS5KrXqv+GPq6fE0oxfPT18n/wABngP7K/7OkXw+VfEF/FJFNsZLCylUARbiS0xH95skDPIUkd6+lKKK+8weFhg6KpQ18+7PkMXiqmMqutU3YUUUV2nGFFFFABRRRQAnNHNLRSsAlHNLRRYBu2lxS0UuVAN20tLRRyoBKWiiqAKKKKACiiigBKTbTqKlxT3AbspelLRQoqOwBRRRVAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/9k=) | ASR 4M75 D08764 0603 Forarbejdet rav
To rav klumper med spor af forarbejdning. Mål: 2,5 cm. |
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) | ASR 4M75 D08817 0603 Forarbejdet rav
15 stykker rav. Nogle fragmenterede andre udviser spor af forarbejdning. Mål: 0,5-5 cm. |
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| ASR 4M75 D09393 0603 Forarbejdet rav
2 større og 10 mindre stykker uforarbejdet rav. |
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) | ASR 4M75 D09958 0603 Forarbejdet rav
1 fragmenteret ravklump med spor af dobbeltkonisk gennemboring. Mål: 2,3 cm. |
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) | ASR 4M75 D11050 0603 Forarbejdet rav
1 stykke rav med små hugspor. Mål: 2,8 cm. |
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) | ASR 4M75 D11567 0603 Forarbejdet rav
1 stykke rav af flad, kvadratisk form med grov tilslibning af den ene fladside. Mål: 2 cm. |
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) | ASR 4M75 D12924 0603 Forarbejdet rav
1 stykke rav med spor af grov tilslibning på den ene fladside. L: 2,4 cm. Br: 2,2 cm. Tyk: 1,5 cm. |
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) | ASR 4M75 D13543 0603 Forarbejdet rav
1 stykke rav af aflang form overbrudt i begge ender, hvor der i den ene ses spor af en skrå tværgående gennemboring. Stykkets ene fladside er sortbrændt og delvis smeltet. L: 2,6 cm. Br: 2.1 cm. St. tyk: 1,1 cm. |
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hz4kbpp3/keP/4qvcaKAPCH+GniXtpnP/XeL/4qom+GHidumm4/7eIv/iq98ooA+f8A/hV/ijn/AIln/kxF/wDFUV9AUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//2Q==) | ASR 9 x211 0603 Forarbejdet rav
Et stykke stangformet, forarbejdet, poleret rav. Længde: 2cm., diameter: 0,6 cm. |
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) | ASR 10M76D D13993 0603 Forarbejdet rav
1 stykke rav af rektangulær form, glat tilslebet på alle flader undtagen den ene endeflade. L.: 1,7 cm. Br.: 1,2 cm. Tyk.: 0,9 cm. |
![](data:image/jpeg;base64,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) | ASR 10M76D D14020 0603 Forarbejdet rav
1 udspaltet ravflis med spor i kanten af en overbrudt gennemboring. Største mål: 1,5 cm. |
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) | ASR 7 x0787 0603 Forarbejdet rav
1 stykke forarbejdet rav overbrudt på midten, hvor der i siden ses spor af dobbeltkonisk gennemboring. St. mål: 2,3 x 1,5 x 0,9 cm. |
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c4B9R+f61NEv2NEkSby5hhdnUrjkkg+9YRg4R5HszeVSMpcy1NnWL7+1IxMT90YGBnp2/SobaSSFLaW0DXSSttK4OQehAHr0qWO6FzDJGZV5O7B4DE+taukxy2MZW//AHUEOHjUFSQCcbhjpQ2oxd1sNt3stjq9LvPtVjIkrFFQ7jbzJtG4FckZ5/rwK9Z+DmlRHx9p7SuHRcPtXpkKSOB6cfnXi+kytqkixB23Ql0BkIYuG4B+vSvcfg+Ftdd0t5I2juy6d8YDDaeKxoJe2hpbVfmcmLTjSld9GfTdupQhMli5H4DrxU7N83Hbg8+9MhyQSuR82D+FO+XyRg+hyenWv0Q/Pj6tooorUgKKKKACiiigDP8AEX/Iv6n/ANesv/oBrwtkHr+de6eIP+QDqX/XtL/6Aa8KZiTlhgjigCrMu3JHAH51m3UZK8jjvitSaXa+OvNULj5uc8Ec0mMxpoDuKsxIxuGe1cn488B6b460kWepxsPLcPFNHgSRn2zx2FdhKQjHDAdR15qldMskZUnHTj1qXFSVmUpOLuj4i+IXwXv/AAH4ne7VpL3T5T+5nflDnPykdjz3rye7b+zLpjqEfmnJRUPQZ7dOCPpX6IeINLg1rSbmwmRWWVCAWGdrdVb6g4NfD/xUto5BbPMiLeiSRZVXC/MDzyPWvBxVCNCacVoz28JWlWvGTOIvtSs5o7W3gtG81Bw24bSD1U4Aqgs0l1zGPLffsVVPLZ6lePUCp4WgBuTLCSwUBBnKjOMHp/nNQyOdPvCyogOASgOeevHpXJK0j0lHl2JbXQf9DDCTF0khaObByT1JI6ZHp7itBYjDeW6yeW80jHM4TjHvz2PHtUlrNc3yuzRbg481ZMjAJBGB/ntWZ/bLOxUOysvyBMdCTzXM5JvlbOmlSly81i5faTPLZSXwii27fLaNm5yCecA/mT61S1S8LROZ4CqdRtXAzx2P86tXU97dWZt0j8seWRMVxljnqKxG0+8uBI7Rs5HHzdOB6YxwKmny7voaShO5c0m+jE4jfcxbk4/iGOlalvfi6vgZVKKqiMhsn5emB7+9ZdnZyyWsiyKwZcHeCB0HGa1tL0N3kgMcPmLKRtUt84Oecr1qKnK29DaKkvieh2fhuDybtIUnQS8FGH93gnI7mvavhLpNzq3xItZISXtbXl3QHb8vPPHc4rwzwv4Q1lfFUMsQN3HJIsckbAh1GQMfTmvuj4X/AA/j8A6TMkjJJeXTb5WTJUeirnnA55rXA4ZzrXvfa552YYrlhynZqx29MvnOOwp+P3gPRsAZx0FRszMRjCjOTu69OgpIn+UDcW5xhevWvsD5E+r6KKK1MwooooAKKKKAM/xD/wAgDU/+vWX/ANANeETyDnjOB6V7t4kOPDuqH/p1l/8AQDXz/NNtX37etAEUkh3E4BH1rPvbjy8k9B+dSXExXLZ7np1P+FZFxMZIyrEcjOCenPrSGVbq8jR+By7EZFUbre21wfT5SeKdNncSAeOOfWuC+JHxe0n4f4huEkvL5lDC2hxnHqSemampUhRjz1HZFU6c60uSmrs7SRwkZdnUBcsWb9f0r4l+KX2e9ne43LO9xNLKqZwEV2Jz69+1dV8Q/jXqfiu1V7Z5tMsgCDDBMVU5HIcjGf5V5HqTvbxx3TxTOJPul3OCO+Pwr5/GYyFZqED6LB5fUprnkzOnt47PbsjY7v3hlkykagdunzH64qrqmoQ3t1BEkEbtIY1I3YYKW6g+/v61BeXyIslqw8xWQsV6kHcce9LLHBdaf9oDxxlVEPkxuRIecAj05K8e2a4PZym1c9bmjTjsb2qTpFpcaFFjbcXZkAxuzgAdh+FV7AWV40cd/b/N0Ey/eT3zVs3Ump2dhZyzRGK3UKPLGPnx1A9vXucmqupXFvZ24ijlzcFiPXj3/GsHFKyW5vTnKV+bYdqGu3Gii4siCRuEcVzgEhT39wRUsfk6rI7/AGmOdAvzQZKkcgEjGcnFY7KbrTZRMrSupwkgXJ68DOfc0tjoM1osN08TGISYZw3/AI6acpLlsVTilKz0OiudMCW0kNvLH5vlfumiUjYf9rPY8VP4Phv9Gxc3MUcmo5AHmdGI5457f1q/pNudPjhnaOZ1kPycZHBwQfwqG902K+1S3WeQQgb1jYD5cE56+vasqluT1E1aVme9fA+2j8SeNLK/d180OXcKu5GKrnI9Pm/kK+omX92cHtjHevEf2bfDr2uhtfSbWKEW0TIMDHDMcY9hXt4G47ARnA9q+hy2Mo0OaXU+Sx8lKs0tkIcqEA55IPfNOXCkPkHGKesYVsnrnOen6UKq+SNueccj+deseafVdFFFbGYUUUUAFFFFAGZ4m/5FvVcdfskv/oBr52ml/XpX0T4obb4Z1c+lpN/6Aa+bJpMKOmaTAjkmDMc8hTVG4VWwR0xwD0qxIrfQZzzVWZSOFySffmgDKnfaxPU579TXyh+0Fo8lv4yurkO0jzIJdrdk2gDH4givrS4jXdgDIya+f/2kPDr2LweI9w+zCP7O6kDhhkqPx5/KvIzen7TDXts0z18pq+zxS81Y+eLHVDDMIZGd4n+9CQDnPcD16flVKHXHjmvreG4VbOOJo0lbBZ93O3HqD06dKpWupSX188jBY2JzuwABVXUjDKrBYRI6gny2AJJBz1r5qMea0pbn10kk3HuZCxvH9qnkdA5GFZ13H3AGeP8A9VU73zYbEW8Vt5gmk85blwRIFGDgc8DI9O1aVrIl9tlTZAhj3GWQNiPnptx1zWTqAubBQoO35toyST6966oyXNbqZyg5LU02+3yXC/YIi/7kMzJlsHaCefUc1kTCfzGa4DJJnoeOD1NSDWpbOEREslvG/muC55OM8Ac81t/29aXEMMl7atMVGCGfBHoORzVy54LRXJhJOVhml6kdPEckYLnoCc9a07jxFfld5V3s5V3ApyN467vSqtxrGktAxXTv4CkbIoG04OCSGwefaobNJYdPkYzOpUg+WjEIR1xjv2rnjCVR8zja3c1nKnbR3fkdFp2qXlqbRLpZreWM71PRNpBOQeh61o6a0+uz26tH5SK28ZOCRk85x+nvSWV7NNYs0kcj26xhl8r70YyO3p0rq/C+g3OraxZWen20kl7O5EYX7qAHr9K5Yybbi0dNWHKud7n2D8FtLbTfh1pqOMPLmXjj7x4PvwBXbybSoUA7cf8A16oaDavpuj2Fm43mCFIycdSFAq8Vbp05GT3x619tRh7OlGPZH55Vlz1JS7sdvMhz9cccnipNpVQAMdDTdvzHCt8pP0qxHDuUEggsQPpW5gfUNFFFakBRRRQAUUUUAZXio48L6wf+nOb/ANANfNrfNk/l619JeKv+RX1jt/oc3/oBr5s5872xSYxkke725OaqzPujIx8w4q85PQc571UuE5B6jHYcUxGS7bm9ua8m/aS0/wA7wEl06CWO1mDMnUZZSoOPqRXrkkZ2kgZYiuP+KhsB4D1lNSbyrZoCvH3i/wDDgdznH5VhioKrh5wfY3w03Trwku58Erss3uOR5khIOflUkg9QfSs/xJZv9rEFs7rCYwxVTyDgZzz65rX1KHc9wQW8jcZFDfeZfXPQ1j3ckXn+ZpccjWsmC8ch3Pu5B578D9a+PVtGj7+2tzCaadtQkijlZxIPLVpDlR0HI/Cn6lMl2jyw7vMt2ZZYuiHn7/PTt+lQNbzSOWVGXHJCnken86s/Z3tFdvM+zxnPEgC5OOfr0NatNNEu1iW+tRd2cF0sO55GAYYzgk4AqbUIbi3t/sYdIUz825RvVvxHb09qr6bJdzXcjSFEhtUDny3KlsDhs+tJ4flkkt73zd1wtwDmachmJ37sgnkZwOfrVJ83XYUlyqzRveGbC31TTZ7e/eNLyIxuhhU4KHPb14HT+9XQzaTp89xDa2zNcOoCb4/lDEnGDnHSuB0i8a08ZRPFGYJERcR5yHUYx/KvY7XSxq2qR34hW2DsC6q2Bu7k/jUV66pw03LoUOaXM9EdP4L+HWo6reW9pp9vukx5cm4Apgggk+2P1r6h+HPwp0rwBDLLaoZL6dMySt823plVz0FYXwB0/wAnT9RuNqsnmLBGVIJJAJY/jvFeqBTHJnsBj9a9DLsHGEFVnq3r6Hz2aY6dao6S0ivxF3MsihR1OevepFJjxkDPqfr60xULNxhsHp6077ykHPY47cV7p8+WkiMjZyNvPtirCR7ccfNwOv61Db7h1Bx7D2q6qBsjHA6n3qkQz6SooorQkKKKKACiiigDL8VDPhjVx/05zf8AoBr5v3bflPIxjGK+kvE3PhvVR/06S/8AoBr58kt9xBxyO9JjMufduyOR7/yqGRDJj+EHv3rWmttuDjIqFrU7SduPahCMVof4gOo6V49+09bSf8IPauisAt2DvXt8pxn2617r9lG0fL8uOuKxPG3gyPxZ4bvdOYhXkUtEzDIVxypPt6+1ZYmEqlCUIbtG+HqKjXhOWyZ+bM8z298Ft+ZG+Q85GSep/wDrVQ1OP7HqQWO3ZJIVUCN8tg4GSDgZ5GfocV2FxYtb31ySFjlVyhUrwMc7s1zWtTTeILt5luYbUxMERWYkEc4IAzjp+or42LbsffNp3fQwZo7ZbeTzJpYZmy+1YgBkk8ZzT9W1HTLvR7aCK1VrpTiW4mYk57cf1qlfSXSMIrgbwv3XUZU/SoLq3kuB9seNVi4GR8oB+lauPNZsqMUhjPJbRtCk/mC4wG2DBGOmK3LjQbWxNoZPtAjkmVHfO1V4B+716EVQEMKxLds0atFID9n5yR6g+lad3aLq199pnkZo1Cy+YoO52PVSeBRGSd3sOqpRsug+40t49eS4ibzZ48KcDGxeeCO3BzXp3g3Sr/xXrNtpVos1zLcsY/KB4B68ke3Jz6VwemXMt000cyS24lOA6x/M4AyCfz/I+1fZH7HPhQW+l6xrM0Cy+aY4YbqRfmBXdvAJ6fwZx7VMKPtqkaX4nLXxEsPRdR9D13wL4Jh8D+F7PS1fzZlbzJZBwGkI5/DoPwrYkX5RkfKo/rWtNAdw6nniqc0a7hxlSOx96+thBU4qMdkfDym6knOW7IYSpYNzuPbv9aI42kk5JHoTwaljhCyHbxyc81bjiHGBxkYq7EBFEFwMDAJ696uRxjdgjA3AgUscOV6dAeaspHyOM8/jVEn0BRRRViCiiigAooooAz/EI3aBqY/6dpf/AEA14a9uGXkY9q9010btE1AetvJ/6Ca8da2HJIzxQBmSWoK+opPs27HHH0rSCjkbaesYbt+NIDKNgOgHBFRtZ+Xkhc8HGK3fJOB605YN2cqM9aYH5eeK457fUNSFynkSyTtuVk4HJOMfXrXjOqM0mqSyzQYVWB2qMIRx2HrzX6TfHz9mObx7fPq3h54oryZt09vIdu9sAblPTJ9DXyj48+D9xb6nd6PLajTLqLAkWZdvpg5GckjnIOK+KqU6mGqtzjp3PvcNi6Nakknr27HhGkxz3WmXMt4XMUJHlryBjntWolq2qWCQq0htwCyBgB7nJ713ln4BWztbnSRKf3kiB5ihxHwQDnPQ/jTLXwXa2H2qzvbp2EJxFGuVSVuf8KpzW61vsaQkne7tY8xtI5LrcxhY7fl3AHAro4l1O9W2hRSBBGNijAG4Mec4+tdnb+E4r5YrfT7SO2TzAzMXJ8xsdCa9F8C/Cc+JvG2maPGYZbu62+ZLyVhjUZJ9+5rOTn8MVqzaVenbml0N74C/s6Xnj2Sz1zV91ppEG0Y6tN1yFP5DNfZljpNpomnw2dlBHaWsS4WONQAPwFaGg+Hbbw9pNrptouy2to9ij+Z/E1YmtSynsccV9NhMJHDQV/ie58PjMXPFTbe3RGTMpxleueKqrbMv3uT9K1xbMxIxxTfsuFwR1rvOEzkt8ZA5J5z2qxDDuXp3FTG3K8DoOc1LHEep46ZoARV24HPuferMURyD3zSRwkYwferQTOOOaYj22iiimAUUUUAFFFFAFLWudHvh/wBMJP8A0E15R5TbeOTXrGsf8gm9/wCuD/8AoJrzBULN7d6AM9Y2UnjAqdYO/cVYaNs9valSMr/X1oAakeW54PanrGNx65qVVCn0p+35OBQBAkeMs3auf8V+AdD8ZxqNSsUmlUYS5XKyp9GHP4dK6do9p4PNKqdB3qZRUlZoabi7o+Y/Ev7KV9cX86aVe2r2chyr3G6OUH/a2qQ314rzfxF+yf4v0aYXCWsOphTnzbWZpHJJPVWwenoK+5WUUN9PpXBLA05fC2jujjasd9T4q+H/AOyR4p1S+8zWJYdA0cZYRkCS4cn/AGRwv4n8K+o/A/wz0D4f6bBbaVYxJLHHse8dAZ5O5LPjJyfwrrgoVCopjj5sjgVtSw0Keu7MquJqVdHois0Y5IOaY0ZK9BzVjnGAM80jqR0GcetdZylJoRzkY96haMFTnnsKvyQ7uTyc5pjIOu3GKAKKw7gARgelI0TK3QEVdEfyk9zzSbe2OM0ARRoNuakcHbx1FOU7V9/SkyJGyTxmgD2aiiigAooooAKKKKAKmrf8gq9/64v/AOgmvNQV4FFFMBenFM49OfaiigBytuxxkVLvO0cY/CiigBMbmpBlSaKKQDt2VNBznqMUUUAMYfnQ3Tp9aKKAI1TaxPXNPwW4I/I0UUAN8vk+54pjpjgjiiimAxowIyeT796jVF29DzRRSAY0POe3akKFfz9uKKKAPZKKKKACiiigD//Z) | ASR 7 x1020 0603 Forarbejdet rav
1 fragment af uregelmæssigt ravstykke i hvis sidekant ses spor af dobbeltkonisk gennemboring. St. tværmål: 2,0 x 1,4 x 0,9 cm. |
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) | ASR 7 x1149 0603 Forarbejdet rav
1 klump rav med spor af grov slibning i kanten. St. mål: 4,4 x 4,4 x 2,1 cm. |
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) | ASR 7 x1150 0603 Forarbejdet rav
1 stykke groft forarbejdet rav med ujævn overflade af flad skiveform og forsynet med en svagt dobbeltkonisk gennemboring. på midten. Diameter: 3,0 - 3,5 cm. Tykkelse: 1,5 cm. |
![](data:image/jpeg;base64,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) | ASR 7 x1296 0603 Forarbejdet rav
1 stykke forarbejdet raf af let konisk stangform med grov tilslibning på alle sidekanter. Længde: 1,5 cm. Tværmål i tykke ende: 1,1 x 1,1 cm. |
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) | ASR 7 x1299 0603 Forarbejdet rav
1 stykke rav af flad, uregelmæssig skiveform med kegleformet påbegyndt gennemboring på midten af den ene sideflade. Diameter: 2,0 - 2,2 cm. Tykkelse: 0,8 cm. |
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) | ASR 7 x1592 0603 Forarbejdet rav
1 klump rav med spor af påbegyndt forarbejdening. St. mål: 4,6 x 3,7 x 2,9 cm. |
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) | ASR 7 x2396 0603 Forarbejdet rav
1 stykke groft tildannet rav af uregelmæssig oval skiveform med let forkulning på overfladen. Diameter: 1,7 til 2,9 cm. Tykkelse: 0,9 cm. |
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) | ASR 629 x041 0603 Forarbejdet rav
Facetslebet ravstykke af form som et hus/ravhus med 13 udborede huller i den ene side. Mål: 2,9 x 1,1 x 1,0 cm. |
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) | ASR 13 x0502 0603 Forarbejdet rav
Cylinderformet ravstykke, h. 12 mm ø 10 mm tildannet m. kniv. Den ene endeflade poleret. |
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en6NqN+mm28YSBY7JXAXsAdhzXN/Ez4k+OPHwsh4xvLq6Fvu+zi4gEW3ON2MKM9BXb+H/GHx38O6Ta6XpcfiS1srZPLhhSwbCKOwylcf8WPEnxF177APHjaofL3fZhqNuYuuN23KjPatpSfLa7MYpc2yOAi+9X7Bf8ABIuUN8C/EXqNabP/AH6jr8fI2r9d/wDgkLJ/xZLxQPTWj/6Jjop7S9P1NZdD743UjGm5ooAK8N/a4+IUPgz4a3Fu9wkX2393IrOFLp/cB7bj+gavcSa/O3/goN4gm17xYulA/wCi2kyRbg33SI1Ykg+m9sfjXJi6ns6La3eh34Giq1eMXsfOvj3VjqGlapuTbHdtHBDCIxkkHczDPPc8jswBosNPh0Oxgkv0bzrqEGKOQr5abFKeZIACxzlsAYBIB5xiub1PXIdf1+0urHzXnQpCsDqpTBAyc+nA7dz7V0OoeZeQAW6pLbyAvudTtwjsucnC4IGenGMdq+IjdTb6H6rShy0KcHo+pJptxbRWs43TXsfCKoYkqueBzyepyBgfMagjhMMbeXM9vttijhR95sE/dAwBsyPUk9t3FrTrNJIUumtfNXcpMY4CsBnBUdV6ngHjNdBaWmn6o0bRyXNvqHmOiJaRriT5iA+d3ykKhIXnPrWM3a+p2KXJq0c5pNz5epvGlmISqqhXKg5Klic9QMqeQOuAcA1t6peWGn2k09vD9oWOPaZmJYg7lOSfQEqM4BLNjuKoeIdGbT5rmYeTG91I5iVWViEJJKnC8kE9eOh56VSnuANPTRlhWdb1opC+CrnYrgJgHOD5iE89UX0rglh7Pmi+56EKsaln6f8ABKHhXUfs+tLJcz3CxHdIpt3G7dhtnfgbiM98E11WuXXiTXPF0Zab7NFbwiJvNAG2MMVCkAjcMuf++qwJrVdOtbS1jgeQysGcrnLPnYq4ycjOeuOXPUYNat94gns7CeGKdJTFcxwyi3IaR4R1IblU4B+90yODjgjGpHWD89x1pRqSTjFdtSzo2pQQ232IWwljV1aGXzcNEyq2SV7qfQ4wec+vocNnbz2MTw23m3MJdt6AvGSyFD3HGWB5ODjk15W2padNqSvZvJHp+0wwlAdzEllLcj5hkHPPftWtoGrGx1PVLudo5YYYYopg25QpKAMuBkcFWUHoSR64PfD4fPX8jzK1Jy1Wh0V1t0n7Jp17PZxyXREv7o7Hwq7cMXYnc65JCgAngcjA1tB8Bwx2EN5qsc+qaZBJKY42JV48hlUEdQA23gk9RzWattL481T+z42TyI7jyTcqXBf5N+d2OTtBG09cfTHo2k3UN5Jp2myaiF1BV3zW7cyyKynG48qysGOe+cj+HFVUvKElLpt59zz6lR0rcr1e/p+h9p/s/wDis+LPhrYSyhkurYmCZHxkMOf1Bz+NekV4p+zX5cOm6jFCQsbOSY+hVg3OR6/MPyr2uvtcHUdTDwk97H5hjIqFeaW1wooorsOMKKKKBH8+Gj6z8d9asYr/AE658YXdpMu+O4hM7I49Qe9ch8TJviHN9j/4To64R832b+1/Mx23bd/4dK6TwjY/Gubw/aN4eXxWdHaP/R/sbTeTs/2ccY+lc78TrH4iWa2R8dJraqxb7MdXMh9N23d+HStJNuO7MI/F0OEXrX65/wDBINv+LL+Kh/1GfX/pilfkahwtfrh/wSDUr8G/FRPQ6xkc/wDTJKdHr6Gsuh99ClBptFUSOr8s/wBtTWLyx+OXiOwkiee3kw4ZiAmSM7SRjPygD2wa/UvvX5hft9aDLb/Hi+vvKV43tYXjLAqu8JkA+ucN/wB815GaO1C/me/kqUsVZ9j5sOpSXn2Z41S1hD5muGUsA3ACFcZwMHjuPpXo3h3wqbHS41ZrfzppmeO5IZT5QXLEgkDkHjg55HIrnLq4tdWXFusP2y82rJawouEPmB2wxPy8Rrzzw7eprQsr67aztoJcgKgGFiBbgsM5x90A459+O9fGOXM9D9OjF+zSWn9f15G1/oFvNJB9vLtOjKkq2incRzgEHIXnrjJx0IrZ0e5FjaT3Dujar5Pn+XExJUkcrt3Daduex68c1zGgyfaNak33fmX1u0YjAt8RgF23DOQfuqrZPrjtz0+k/FBLO+nnFso8y4VxbqSPMk24DsSOX4DHGPU9Biqa5ZXkRWUnHlgrv+vIw9YuLjUNStIViaNmimljDxhS33+SG7fJgDOecn0rN0+SOSYW8abr2FGmkblZTjcxTOeoA6k85+gro7jUoPHOj6fFf3JgubS3URKru7OxcCR2fAC5APPIxgdeTa8aXHh3+zdSu9E0U23kyw7LqGZkWZzuVuDgsv3Rjg5555qnFPWL0/F6DjWcLU5Rae3knfS70ve+yK2rWOlzrcSXQkQQTSAWzbnuWAQ46fLkvnJ5wW68Vz9ky6DBbLpsEzKzrPJJd48l5fmIOwqMqgODuBzz2OKueFbybVLT99bFPtEZSMhuE+8N2GPYkc1rW2i3c1rrMwi3aJa3vlxTRptMjIwVQCM4JyXJB/h+lc0Kl72Vn/TOiype5J3XZvTt95y2l2uqRrpotEhcWBkVVmQE4YtlApP+0x5IxyRjGa2/BWn3lxNLLlLyzJj2wTksYGD+Y5x2+6y/RsckVWm02KHTLq+VATb8tDvJfOQS+0gE8DOeAPyBv/De5hhugl3JcWGny7pOIi7SIA/GxWIJKseuMdRzitqM9EPEO8ZNf11PQPDNv514kNiFnljBurmMoY3lLjdvJAw5LL0z/CO4ru20iD/hILLXrxl0+byTC/8ArCZtwwFOeQw2nOPRe5rF8P3VvHqNvHplrbx2FyzrFBdy+ZL5RRG2AYyTw2A2Adw9jWlq19YahefZx50bWbolxArAqwUNwjZzuJ259PWnWU3FSZ863zSstND6K/ZU1I3H9rQFACGaTeuNpH7tQR652k+2PcV9D14z+zf4XTQdH1CZVJXzBbrIzht20sSRjoCCp/H2r2XNfc4Wn7KjGHY/P8bUjOvKUdhaVabTh610nALRRRSA/nt8G+C/jVqHh2yufDy6/wD2PJHutvs14yR7M/wjcMCuZ+Knhv4h6CtgfHS6oBJuFt/aNwZfTdtyxx2rU8KfBf4o+I/D9rqWi6ffSaZMu6F47tUUr6gFxiuf+I3w/wDGngc2X/CW2t1bfaN32c3E4kBxjOMMcdq0lfl6mMbc3Q4xetfrh/wSBX/izfi0/wDUYH/olK/JFe2K/XL/AIJBY/4U74tUD/mMD/0SlOl19DSXQ+9qKcVpvSqEFfFn7fvw5m1rVvD2t2kEsoWFo7lYY95k2binGPU7T7NX2nXk/wC078Lbn4tfCPWNJ06TytXjT7RZuCQfMQhgoI5BJA/ECubE0/aUpRtc7sDW9jiITvbU/LXR9KsrJb0nUIIXZ45Pss0IaU4J4z7EkMp68HBHIleV4msXEn2b7R+725TtuIAHLcsoGMD73uM83eaD4juodVmvoZF17QbiNZ47glpLiJi20g5+dgVP1BGOldXeLpEdvA/h+W/EPlRgXV86yPuE3EqYT92pYKB36gk5Nfn8o+znFyVl/X3H6/TnzwaUrv8A4Gn+aM7XNSe21BL6C9jso5A1uEXgeXyu7bzklSTnGMGo9BvLK3kh+3PJcRNIryNIShcYI4XOM/OevZjW34h0FpIbiF4o5iSZJoUXywkqs4XK4A4+cAAYx6YFNnawurCztp7F2kjdbh54kBcRIgYREYAByDlv9onkcVo7LVMFP3eW3+dhml3x1iSCwngh8qPY8nkxlDEyjaQ2O3bORwRz1FT2Ph6bVtTtpNOaT7XCpEa3RBVSpzuJBIyDggEcgEegLJtN0a8s9X1NLj7M91GIrfTbc7H+ZeHcngjAyQBk5A5zkdv8NrFNLvLC23wSQ2sBnJ80NFM6hwOfQj5cqSBu55rifNDlcVuFSsowk09unyOQWG48M3Nh4dsjG11LIkn2qR8KjvjcWIxkAAEdAAec99vUJrPR4ZrFZ5jdSXMkyrDCCpjQl96rnORg4BUAjB74rndfgbRLjUtLsLexudUW7SeW+B+SGJ1GTyeSSQT127SB1qzrmopp8mjzXFrHeRlZfJnBAZ5H8ti7sDkscHqSQGHXmrdFymtdOn5D9qpRj3f49bl+2tTFC4LwfZGkLRTPMwE45C7fu5XIbPAHAzjFWLGzkuNehlES2tusKK6yOfLdCoLKCfXvjp9az7HWoLyz0qIwTTC3hInmhUyBW2MAWJyM4KHjjg/QNh8OW8l0NOub2ZY1iEySkFA7gKzoxIAJwSR1wGHqaXMoS5o6MOVyXvnctoy24iFpexz2Z/eQRNMxKRhgvLEDAK8kdQFyMnp2PwZtZ/HHiqytrC2kawtvl2w4CyyAkRgbQOAGJJ6fL23HPkmrNpOk61BG9ytzBZWxSNYytwI48A/KBgBgS2WJ7/7PP3f+x/8ABxPBvg238RX8O3UdQVpbdWXHlwvjacerKFP411ZfGWNrxjayjq/6/rQ8PM60cHhnOTvKWx7p4R8M2vhHQrfTbVQFjLSOw/jkZizt+JJ+gwO1bVNFOr9BtZWR+Xyk5NthTlpKdQSFFKKKgo/nyt/2ZvixbxpDFYtFFnhU1OEKP/H6474nfC3xj8O/sZ8UQlFuN3kt9qWcHGM/dY4rb8LfA7xV4s0C01W11vR4ILhdyR3WsRxSAZ7qTkVg/Ej4Y658PY7KTV9S02/W4ZhH9g1BLkrjGchTxWso+7ezMoy97dHExZ3V+vH/AASAUn4OeLMjH/E4GP8AvylfkXDJ825vu5r9d/8AgkDKk3wg8W7F2kauoPPX90tFPaXoaS6H3uVqJo6sYprLSTEViKbU7LUZWruB8fftcfs6Xd6J/F/hvTU1W02N/bOix4WaaInJkhOPvqfmx7V8kX2jWPhvVIp57e+MMixzRz7fLEwIXdkDhTu3NtwCpZhjiv11aMMpBGQeDXg/xh/ZP0L4jLNPp7pp1zJEYzayLutj1+ZQPmjcZbDLxyflNeNjsuhiVdb7/wBeR9Jl+bywy9nPY+E9Q8zXppZrSe3kgvJ8W8lu2JZNqgpuUdgCTx/eOfSuRj022tdcntZp7lruOFXXaf3UcSxuzKMZJZlEfBGASwI5Fdt8Sv2a/ib8E3C2tjNc6JCzML6zAlj2+jZyRke3f2rB8FeIpP7Wi1bW7mKCWzjMcdtMWDIG/iVduCPvE4PU818pWWIpyfPDbpY+yp4iiqblSnzJr5+Q2x0k+JrXTCdOik1Jp43toEUoIoVVUIL7sEKxB+ZecD1xV+bw79o1a00WPWzbWVlA0U00KqjTO+W2K5+4ocgE9Spbk9KreJPixcWlwzWdjY2CM+yPKHzMH5WfcCML8o4UHp712mmeJtK1TSo4rr+w9Wm3ATzWOY54wxXEkW9x2bBU8Hk4zyOeVaWllYn2k1aUtn87foee6Jolnax2unT6sJ557mRiYMlrxPmG1SeCMkjPHI9q1pPAdo/27zJ5rZJC01zGFVhF84UncCXYBQzYPTDcGuC8bXk/gfxVNBYLHeW8sRFvHOgElurEgggY55PPOQfydo/xO1ZZmLw7PlJMSMw+XklufUls/XmuatUqRfuv5Hs06ftIqpGWj66HW6Ct5pvhu68P+XbyxajqEdx5jTsMYRxHECSB8qu5O5eSecY5l1a40ue+aOO8ke1jgcOy58qEH7xQcDdnAHXcWUc8Vnr4Z1XxpNa2UFrdG71FEcWWlxEyOegjBOeSAGYjgY6dM/dH7O37G+n+DdP07VPF1nDPqEIDW+llhJHAckgyHGHfk56jtlsV6mFwNXGRUanld/ieFjcxpYNufNd62SPOv2Sf2QZr6O38X+PLcnT5QktjotzCqPIoO5GuAAMqDyFP3u/HB+6VUKABwPSlVduABgU9Vr7XD4anhYckPm+5+eYzGVcbU9pVfy7CCnrmlVadXScQgFLRRUsByjNFOXpRUFH86HhL4Dax4u0W11K31/w7ZRXC5WK81WOKVeccqeRWX8RvhTffDeKzkvdW0jVFuSwT+y71bjbj+8B0rX8IfAu48WaFbamnjHwvpizLuFtfakI5k5xhlxwaxfiR8L5fh5HZs/iHRNbW4ZgF0m8E5TAHLDHHWtZRtG/KzOMvetzHFq25q/XT/gjvj/hUPjId/wC11/8ARK1+RcP3hX66f8Ee12/CXxicYzqyf+ilp09n6FS6H6BUhGaWipAjamMKlamtTERYFIVp5FJiquKwxowykEZB7V5X8Qf2X/hx8SnefU/DkFrqLdNQ03/RpwfXK8E/7wNer0uKmUYzVpK5cJzpu8HZnxJ40/4JwpqSzDRPF5SN33Kl9bAOo9PMXOfXhRXn0n/BPf4g6KklnZaha30ccy3Ftcw3QiKuD1OQGzjIyPXpX6Obaeq15k8tw0/snp080xdNWU9D86rL/gnL8RPFOoNd+J/FOnwL5WyPyriSSVSG43HZgjBPfqetekeGf+Caeg2d8Jta8UXF7AsXli3tLVIu3J3Etz+FfaNFOOBw0deUmWZ4qStz2XkcP8Ofg34V+Fln5Wg6YkMxGHu5j5k79OrHp0HAwPau1C0+iu+KUVZI82UnJ3k7sZtpQKdRVCCiiikMKKKKkCRW4opmaKVgP51PC/wp0DXtEtbu5+Ieh6Pcyrl7S7Eu+M56HC4rI+I3w90rwTHZtp3jDS/FDTswZNOD5iA6FtwHWusHhb4LtGf+K219T6f2Uv8A8VXH/ELSPBWmizPhDXdQ1gvu88X1oINnTGME5zzWsopLb8SIyblv+Bx0eQwr9bP+CPcjf8Kv8aqei6rHj/v0K/JWJdrDPWvs79hv9t7Qf2XfDWvaRreh32qLqNylxHLZOg24XaQQxHtVU+qZcz9pPMFHmCvgFP8Agr98PP4vCevj6GE/+z1Kv/BXv4bkHPhfxAPwh/8Ai6fs/NfeRzeR98bhSZr4L/4e9fDX/oWfEH/fMP8A8XT/APh7t8M+/hvxAP8AgEP/AMXR7N9194X8j7wor4QH/BXb4X9/DviIf9s4f/jlSL/wV0+FjZzoPiJf+2UX/wAco5PNfeg5vI+6qK+FT/wV0+FYx/xIfER/7Yxf/HKkT/grh8KGBzoniJf+2EX/AMco9m+6+9E8z7H3PQDXw7/w9q+FGfm0bxEv1t4v/jlO/wCHtXwlz/yCfEWPX7PF/wDHKfs33X3ofN5H3DupytXxHH/wVh+EjKrHTvECKTjJt4+P/H6nX/gqx8JnUsuneICg/i+zR/8AxdHs35fehc3kfa26lzXxS/8AwVZ+ESqD9j14/wDbqn/xdIP+Crvwf72uvD/t1T/4ul7J/wBNBzH2vRXxUv8AwVd+Dx/5dtfA9fsif/F0v/D1z4O5H7jXv/ANf/i6PZy8vvQ+Y+1KK+Lh/wAFWvg3ux5Wuj/tzX/4uprr/gqn8G7WZo2GuMynBK2a4/8AQqPZvy+9BzH2XRXxov8AwVU+DTLn/ieD2NkP/iqP+HqnwYGMtrY/7ch/8VS9nLy+9BzH2XRXxov/AAVW+C3OX1sY/wCnH/7Kij2b/pofMfieGBHvSq1R5p61zm5Orjac01pN3PpTFPWu78P/AAtn174WeJfGiXixxaLcW8DWxTJk804zntimrvYTaW5xCyE96TzG9a7i3+F8tx8G7vx8L1RFb6qmmfZNnJJTdvz+mKa3wtnX4Nr4+N6nkNqv9l/Y9h3Z8vfv3fpinaQuZHE+YfWjzDXbXXwuuLX4P2fj03kbW9xqjaYLTYdwKpu3Z9O1L4g+Flz4f+Fnhnxq95HLb65cXFulsqkNEYjjJPfNFmHNE4jzD60eYa7jxV8K5/C/wz8I+L3vUmh8QNcKluqEGLym28nvmo/F3wvuPCfgPwh4mlvI54fESTvHAqkNF5b7eT3z1osw5onF+YfWnrIW712nxB+FN18P9B8IancXkdyniPT/ALfHGikGIbsbT6mj4lfCu7+Gtn4Wubm8iul17TI9TiWNSPKViRtOep4os0HNF7HF+Y3cmlWYrXZfEr4XXfw4/wCEbNzdRXP9t6XDqkYjBHlrJnCHPUjFHxT+Ft78K/Etlo15dw3ktzZW96JIgQoEqhgvPcUWYKUXaxx32hsYyactw2Otdp8VPhTefCzxpF4bu7qG8uZLeC4EsIIX96oYDn0zin/ET4R6h8O/iVH4NurqG4vHNuBPHkJ+9VSOvpu/SjUFKPc4v7UwxzSecWYc967Hxd8Kr7wh8VpvA011DPex3kdn9oTIjLPtwfXHzCpNU+FN7ovxiPgKW6hkvU1FLA3KgiPczABvXHNFmHNE4l5CGIyRzSecV7138vwb1D/hd7fDj7ZB/aJ1L+zvteD5e7ON2OuKpaL8K7/Xvi3H4BjuYY9QbUX077Q2fLDKxUt644p2YuaPc4+GUtMgz1IFOmmLTOc9WNdj4R+Fmo+JPitD4It5oF1I3slp5rE7NyFsn6fKal8C/CPUviB8TJPBlpcQQXyPOjTSZ2Dygxbpz/CaLPYOZHEG4PrzTGmOM5Ndl8NfhXqXxS8at4a06eCC8WKaXzJydmIlLEcDvik+GXwp1P4oeLrjw9YTw213DbT3LNPnbiJSxHHc4xRqw5l3OM84+tFdj8LfhTqPxW8RX2j6fcQ2txaWM98zz52lYlyV47miqjGUtUhSqQi7NnAU7pRRWJoOVq+gPhm279lD4qjn/j+08j/vuiitafX0ZlU6eqMfTfGWkQ/sp6v4be+jGsy+IorpLP8AjaIRYL/TNObxfpDfsnJ4d+3R/wBtDxIbr7Hn5/K8nG/Hpniiiq5vyI5fzC+8XaPJ+ydpvh0X0R1qPxJJdNZ5+cRGLG/Hpmn+PPGGkaj+zL8OtCtr6GXVrHUL2S5tVPzxKx+Ukehoopt7+i/QFHX5mv8AFth/wyz8HvUTah/6MFYvxY8U6VrHwN+E2mWd9DcX+nQXq3duhy8JaUFdw7ZFFFOXX0X6CgtE/Nk/x/8AFWk6/wCBfhJbadqEN5cafoAgu44myYZN/wB1vQ0v7RvirR/EWhfC2PTL+G+ksfDUNtdLE2TDIGOUb0NFFKT+L5DjH4fmJ+0Z4o0rxF/wrj+zL6G/+x+GbS2n8lw3lSKWyjehHpWp+2Iyr8VtEYtx/YOnH6fuxRRTl9r5ExWsV6lX9qzxRpXiT40WN/pV/BfWi6dYI08DhlDLGu4ZHcVb/aL8WaTrX7Sltq2n6jb3mnodP3XMThk+VE3c+2KKKct5eoRjpH0Kvxi8TaXqn7WV1q9rf29zpR1i1kF5G4Me0eXuO7pgYP5Vb8ZazY6x+2Qb/TbqK9s7nxJbtFPCwZHXzE5BHbNFFD6+oJaL0NfXNTs9D/bwnvr+4jtLODxIJJJ5nCqi5HJJ6Cue8E+JtKtf2xIdYkvoI9J/4SOaY3jOBFsMjYbd0xz1oop9fmJbfIX4S+JtM0/9ru01e4v4ItL/ALcuZTeSOBHsYyYbd0wcitH9n3xVpGj/ALVF5ql5qFva6Y02okXUsgWMhlk28n1yMUUUR6eoSjv6B+x3cK/7Q00iHcjWWoFSPTymqr+yj4g07R/jNfX2qX0FhC2m38bTXEgRSzRkDk9zRRRD7PqEl8XoVv2S/EGn6H8TfEE+o30FlBJoOoRLLPIEVmKcAE9zRRRXRQfuGFaN5n//2Q==) | ASR 13 x0521 0603 Forarbejdet rav
Omtrent cylindrisk stykke ø 13 h 8 mm. På alle flader små afsprængninger, måske fordi stykket har været poleret hårdt for at kunne gløde? Evt. forarbejde til smykke, måske spillebrik? |
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| ESM 0086 x2012 0603 Forarbejdet rav
Ravstykke, tildannet på 2, muligvis 3 sider. Muligvis forarbejde til en perle. 0,9 x 1,4 cm. |
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) | ESM 2744 x1 0603 Forarbejdet rav
Cylinderformet ravgenstand. Med omløbende rille tæt ved den ene ende. Længde: 1,9 cm., diameter: 1,4 cm. |
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) | SJM 657 x015 0603 Forarbejdet rav
Ravstumper, smuldrende, dele af perler? |
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FH2Ob+5+orToo9hHuHMzM+xzf3P1FH2Ob+5+orToo9hHuK5mfY5v7n6ik+xTf3P1FalFH1ePcfMzK+wz/3P1FNNjP8A3P1Fa9FL6vHuHMzH/s+f/nn+oorYoo+rw7hzMKKKK6iQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//Z) | SJM 348 x783 0603 Forarbejdet rav
Fragment af drejet genstand, opr. ø ca. 3 cm. Meget stor perle? |
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) | SJM 3 x0842 0603 Forarbejdet rav
Lille stykke med påbegyndt hul |
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) | SJM 3 x0849 0603 Forarbejdet rav
Lille fragment med halvt hul |
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| SJM 3 x0947 0603 Forarbejdet rav
Ravklump med dekorative indskæringer på 2 sider |
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) | SJM 3 x0985 0603 Forarbejdet rav
Lille ravfragment med skærespor |
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) | SJM 3 x0997 0603 Forarbejdet rav
Fragment med halvt hul |
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| SJM 3 x1589 0603 Forarbejdet rav
Mulig forarbejde til smykke eller spillebrik |
![](/grafik/intetbillede.jpg) | ESM 1421 X1333 0603 Forarbejdet rav
Ravstykke, bearbejdet. Største mål: 1,1 cm. |
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) | SJM 1160 x0147 0603 Forarbejdet rav
|
![](/grafik/intetbillede.jpg) | ASR 6M73 D06778 0603 Forarbejdet rav
1 fragmenteret uforarbejdet ravstykke med spor af overbrudt gennemboring i kanten. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D08546 0603 Forarbejdet rav
Lille ravstykke med spor af oversavning på den ene side. Mål: 3 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09057 0603 Forarbejdet rav
1 stk. rav med en gennemboring i den ene ende. Længde : 3,1 cm. Bredde : 2,1 cm. Tykkelse : 1,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 19M80C C2143 0603 Forarbejdet rav
Groft forarbejdet rav |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12100 0603 Forarbejdet rav
1 flad stump utildannet rav med en genemboring på midten. |
![](/grafik/intetbillede.jpg) | ASR 7 x0217 0603 Forarbejdet rav
1 groft tildannet ravstykke af but konisk form med plan underside. Spillebrik ? Diameter: 1,6 - 7 cm. Højde: 1,3 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x0635 0603 Forarbejdet rav
1 groft forarbejdet stykke rav af tilnærmet perleform. Diameter: 1,0 cm. Tykkelse: 0,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x1159 0603 Forarbejdet rav
1 stykke meget groft forarbejdet rav forsynet med en dobbeltkonisk gennemboring på midten. St. mål: 1,8 x 1,4 cm. tykkelse: 1,1 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x1283 0603 Forarbejdet rav
1 stykke delvis uforarbejdet rav af grov rhombeform med en dobbeltkonisk gennemboring nær den ene ende. St. mål: 2,3 x 2,2 x 1,0 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x1832 0603 Forarbejdet rav
1 fragmenteret stykke rav, groft tildannet i flad form og overbrudt på midten, hvor en dobbeltkonisk gennemboring findes. St. længde: 1,8 cm. Bredde: 0,9 cm. Tykkelse: 0,7 cm. |
![](/grafik/intetbillede.jpg) | ASR 7 x2284 0603 Forarbejdet rav
1 groft forarbejdet ravskive af omtrentlig cirkulær form og med gennemboring på midten. Diameter: ca. 2,3 cm. Tykkelse: 0,5 cm. |
![](/grafik/intetbillede.jpg) | ASR 2089 x012 0603 Forarbejdet rav
|
![](/grafik/intetbillede.jpg) | SJM 117 x005 0603 Forarbejdet rav
Rav med glattet side, fundet i et sykke, nu i fem fragmenter. |
![](/grafik/intetbillede.jpg) | ASR 2360 X052 0603 Forarbejdet rav
|
![](/grafik/intetbillede.jpg) | ASR 2360 X066 0603 Forarbejdet rav
|
![](/grafik/intetbillede.jpg) | ASR 2360 X007 0603 Forarbejdet rav
|
![](/grafik/intetbillede.jpg) | ASR 2360 X009 0603 Forarbejdet rav
|
![](/grafik/intetbillede.jpg) | ASR 2360 X034 0603 Forarbejdet rav
|
![](/grafik/intetbillede.jpg) | ASR 2360 X057 0603 Forarbejdet rav
|
![](/grafik/intetbillede.jpg) | ASR 2360 X056 0603 Forarbejdet rav
En større stykke, der er gennemboret. |
![](/grafik/intetbillede.jpg) | ASR 2360 X063 0603 Forarbejdet rav
Gennemboret stykke |
![](/grafik/intetbillede.jpg) | ESM 1388 X0005 0603 Forarbejdet rav
|
![](/grafik/intetbillede.jpg) | ESM 1388 X0006 0603 Forarbejdet rav
|
![](/grafik/intetbillede.jpg) | ESM 102/66 AD 141 0603 Forarbejdet rav
Ravklump |
![](/grafik/intetbillede.jpg) | ESM 2743 x1 0603 Forarbejdet rav
Halvkugleformet ravknap(?) med flad underside, ca. 1.1x0.6cm. Central indboring fra underside, ca. 0.5cm dyb. Funktion ? Datering? |
![](/grafik/intetbillede.jpg) | ASR 438 x005 0603 Forarbejdet rav
En lille stump rav, tildannet? |
![](/grafik/intetbillede.jpg) | ASR 438 x021 0603 Forarbejdet rav
2 stk. rav, det ene gået i to dele |
![](/grafik/intetbillede.jpg) | SJM 348 x497 0603 Forarbejdet rav
3 små stykker rav, ligner afslag |
![](/grafik/intetbillede.jpg) | SJM 431 x014 0603 Forarbejdet rav
Lille flis rav |
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) | ESM 0730 X0010 0603 Forarbejdet rav
Rav, smuldrende, men med spor af forarbejdning. Måske spillebrik? |
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) | SJM 3 x1487 0603 Forarbejdet rav
1 forarbejde til ravperle uden hul og 1 kantet forarbejde |
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) | SJM 799 x0019 0603 Forabejdet rav
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ZhntdOtXjBaZX+0XRYLgfNwoz143Hkc+rPB9vatpMa6fGtu1wMyPEoXIOSCQABxjHHrnqa7az0aCxaSe12tdSL8wxgbR6emO315zX5tic2dHF6vnW77LuklZffdt7bn679RpRoOEYcj2Xfybf8AVjwO88J3FjeWstzM2q6fJIJbm5ZCqod2doXOSBkH0711nh+OUQwf2lOLM3MJeGKSMCMewOM4IOee+M4zmtTxnrFhousXEoghWSCCN/3igYGWLHGeuD9eK5Z/jRb+JdSmFtpi3NpDCLaN7pcDOQdpA/2lHp0pQzKdan7SnHa3/Ddj0fqKkoxkrrX19TcubMw2klmtwr3PmrJbNbHayEAtuUg8cKc4xyO/Wn+Gv2ivFXw48dWyW093PEttvurdQwLiNT5kg35BYeWSccHOMV5tNq19JcQ3xhmhLNkxgExDqTtz27cdM0+6uIfEclttv4PPhB3eWhVtxQ5Rgd25WGVPOM44r6XBY5zkoxe3ZnzmZZTCnTcpLfuj9S/2ffjRYfHD4fx65aSKbiGZra5jBBKuAGUnHTKsp9jkdq9KavjD9gnwyvhPWPGa27yWtpPb2WdPklEgEiqxLAjpjeR6+vpX2SswYV9/hqkqlJSlufkePowoYiUKb0/zVz5u/wCCirEfsheOgOrCzHXH/L5DX4bTMVb72DntX7i/8FFmH/DI/jUE4BazBP8A29xV+HEwBk9PWuiR5x6rZnSo9Egkb4w3VtcJbqVsUtL3MbBc+WGHy8HjI4ororHwj4rbw3DOnwDt7u0+xhxqZ0/Ut7psH77IuNuSPmyBjnpiiqS/rUD+gCloorIBklV2qw9QNVAcn8VkLfDLxWobaW0u5APpmNq/MDXvCpu7pAi4hkffO0YOTgdQQehyf51+pnjzSRr3gnXtOZ1jF1YzQ73GVG5CMkelfmhqGr6XprT4uQIlX5I1A2uCowF4HAyfTr0r5fOItVadRLoz73huq1Rq0473TMa38E2cVtMYYUjiklI8tRncuB1Izj047Yrb/wCEViGmiOGJYTtwrRg9cYxx1x71Z0bUrfV47YC+hXIwbYyDeew9PUf56d1ZxW1i0YuGVoUXC/NgsOTwCc9R2496+bqYiUXZn01Om4q8jyLVPDM1rpzzXEx2RHLlSMAEZHH0rzmKOaSR42Zilw5ZfLOTg+vp2619E67od14gukg0+0mvZ23MtpaoXkYY6gDkn2q54T+A+q6/rC6VBpdxa3rqHu47lDH9lyMLvJHyjA+p5wDWlLES3hBy6adzsqVaEotVJqNtfkeOeD/E0eh6l5P9nf6A6KrOkjOxZcjdg9M8k49K+vv2avhvY+L9J/4S7VHuZRHfSR2Nkp8u2KIRh2A5kySeCdvy9DXU+Ef2M/BOj2qnXRceIbgkOY5ZDFAhA4CquGI/3mOcnp0r2+3s4LG2htrWGO3t4VCRxRoFRFHAAA4AAr3aWTU6ldYrEwV7bb/Ptc+Hx2eP2LwuFm+W++3/AAbfcCQDjjA7CvIf2tLdLr4M3lrKu6G4uoY5ADj5clj/AOg+o+tezxx7q+af27tditfAekaIs5jubu6M7KkhVhGqkZ4B67j+Rr2sVFRoTXkeHlvNPG0rb3T+7U+VdJ1S28LWgtpHUu3yxIz5yCcDofQ9PaunsfHMlsoG7Eb/AChVOVwMj+teLNq0Vj526+DIoOWf5jtx0JI6Z9OlaWja882lrLB+/kk4RpG2ID7A9R249K/G81jKlNyprlT0/Lr8j+hMvwkcRSXtXzSTvf7+nTfzOk8QaOPFurC5kwkODGJuMkjrjuSD26Z+ldBp/wAN9L0eyinZEl2YfdOvzD3AHJOce9c9oOsPptuGlKySA5+Y4G5jkgD6k+ta2ofEm1tLdNyzI5lVNzRN8uTyeR6Zr4uvUxDUaNBOyPYdGpDXmsijr+i6jqupMsCQtaQqW+7yBnkk15ZqEa2EkzInlSnc6z4DBOTkH1//AF16Rq3ji1axlNvJ5VxJuTerYOTxg+5Bxz614l4w1Y29zBC/mvIybzKp2qTuORjJ/pX0+R08Rq5Rstv1POx84Sj7Of8AXQ+zv2CfFFte+OtZgmm8u9n03Kwb8q22RTuHuRx9Er7nWTbX5VfsY6hdr8f/AArfWkW9pJp4rre/Ox45FPHtkHn0r9T6/bcsqSqYdcy1R/PmfUI0MY+R3TV/zR86f8FFrj/jEnxgvXdJZrjOP+XqKvxHeMsxJ4Hduwr9rP8AgotcGD9k/wAVnLAGa0Hytt/5eE49x7V+KEzl2/p2r1ZHzh6db6T8PrfQ43X4ha1HqJt9zWy6DlFk2/cD/aBgZ43Y9/aiu6s9P8eWXh2G8Pwm8JXNnFaCU3ktlEzvGEzvbEuSSOTx1NFaW/rUR++NFFFYjGt0qBqsEZqMx5NUgIWXNYcngnw8/mbtB0xvMO582cfzH1Py8mugaOmFD6UnFS3RUZSjs7HlPi39nj4e+KoZkufCunWsspybmwgW3lDf3tyAZP1zXOaH+zF4b0pvLubm61G1Q4ijlwh29g5XG76gCvdnt93UVF9lA7VxVcDhq0lKpTTaO6GYYunB041Hb1/qxynhnwHofhMP/ZGmQ2bSZ3yqC0jZOSC7EsR04zjgeldEtuF571a8vb2oK5rshCNNcsFZHFKcpvmk7sqSr6VAIyxq80OaasQWqJuRRRba+Kf29p7vT/FWlXDTSNatp+2OPbgL87BwCRhsjr3GBX2/iuR+J3wv0L4t+F5tC1+3MtsxDxyxkCSFwchlOP06GuTFUXWpOEd+h6OX4qOExEas1ddfQ/FjV0k1AzMgllBfeyR4P0zzx+vrW54U89NGja9g8hFBECM3zP1Jb/dH05JAzX1v8RP2J/E/w/s7vVPDptNfiiVtrWtoPtkabuCIySrHGM7cnOeO9fOMvw38VXivq2pWOqWGn8xnUdStX8ogHnMhXvn+lfn2KwEv4dZPve3Q/a8Fn9F03UoNdrX1b9P69DCbxTfRqLeKKNQo3yNH8oHXaM59avWN3q2vRzJcXEKFSpW1VgXcDv8Ay9+O1TSaba2tmDbNuSMnzWWNxGhyPmzjdjDEH6A9RWZrmnxJbs0MyrcSJ8qghgxzztdeMdO49xXnVMBhqCbgk33OqOPxOMUZSk436f5l280+3jjMV3qDxKIQRImCfMySFIz9c+lc1Nob61qTWsjNeyKwRGhGXbLdumSTnH8q7vwX+zz4z+Jl3Y2HhuzW/wB8SSzTj/VW6nJCySMNo9cZyccV9t/svfsd3HwZ15vEPiHULG+1MQtFBa2MbGOEsRl97Y5xkYA4z1NdmT4GrWfNSu4vS9tF5+foePm+b0sJCUas059lv6eRkfsc/srx/Dezt/GGuxSJrsyH7DaSH/j0idMFmGPvsCf90H1Jx9VCInrVwxgU1lxX6bh6EcPTUI/8OfjWKxVTGVXVqPV/gfK//BSRVX9k/wASA9Dc2mf+/wCpr8UpFBf5SP5Gv2o/4KYtt/ZQ1/nGbyzH/kZa/FRm+cHr9a1kcp6S2k/C9dFdxr/i46l9nyI/7HtxD523pu+052bu+M47UV3bv8Q/+ETl3aD8OzZfYiDKsGh/aBHs+8CD5m/H/As+9FXbyA/fiiiisQCiikoACKbilNHamAlJtFLRVANaMGozHU1I3SgCsy1HU7rURU0AMpKftNJtoAY1VrqFJomSRFdGGGVhkEehFW9tMZc0AfMPxm/Y+0PxdbTXPg+K08M6k5LPbRp5drO2MZIUfIfoMH0zzXN/B/8AYufS5JJfGi6XcROvlm2s90zsgI2gO6jy+nO0EkH7w5r65a3JPSnxw7a8atk+DxNT2lWF/K7t9x7dPOsdSo+xhU079fv3M3w/4d03wtpUGm6TZQ6fYwrtjggQKo/xPueTWiRUlIRXtRiorlirI8OUnJ3k9SFhTGqZhUbCqJPkn/gpvj/hlHWyxYf6dZ4A7nzRX4rswDdeK/aX/gqD8v7Keqc43alZj/x8mvxYk+9USKR6hay/CLyIRPD4yEuweZ5b2uN2OcZHTNFdjqN98QW8H3SzeKfAMlgLJg9tDPpBuDHsOVUKu/fjgYO7PvRVfIZ+/wDRXzr/AMPBvgGSR/wn8P8A4L7v/wCNU4f8FAPgIykn4g2ygf3rG6H/ALSqOViufQ2aSvntf2/fgLISF+INrx3NldAf+iqVf2+PgM+MfEG05/6c7kf+0qrlYrn0HRXz7/w3v8BlyD8Q7Mc4/wCPS5/+NVLF+3h8CJpFRfiHZF2OAPstz1zj/nnRysdz36krwJv28/gMpwfiLY5/69rj/wCN1J/w3Z8CMZPxF08c4/1E/wD8bpWYXPeaK8Mb9uD4Gr1+Immj5d3Mc3A/746+1L/w238EPJMn/CxNLCdOVlB/LZmnZhc9vK03bXhx/bh+Bnf4j6SPqJc/+gUp/bg+BigE/EfSh/wGXP8A6BRZhc9x8ukMfevDx+3J8Csf8lI0n8pf/iKf/wANvfAzj/i5Gkf+RP8A4mizC57SY6BHXjcf7Z/wTlUMvxF0fadwBZnGdoyeq+lNP7aHwSDAf8LG0cEjdy74x1/u0WYHszRiozHXjK/tq/BCTp8R9G/F3H/stMf9tf4HLnPxI0Xg/wB9z/7LVWEezGOmtGfSvG/+G1vgfjP/AAsjRfwd/wD4mj/htL4INnHxI0U4/wCmjf8AxNAj2Ly6Ro68c/4bT+B5OB8SdFP/AG0b/wCJpjftpfBDbkfEjRSP+ujf/E0WA8n/AOCpC7f2VdQ9Tqlpj3+Zq/Fdlya/V7/gox+0b8OPiV+zrLonhbxfp2tapJqdtL9ltXJfy1DktgjoOPzr8pNu2QH3qZ7lI7+61L4Xtotytt4Y8WR6p5JEU0ut27wrJjhmUWgJXPbOSOMjrRXp11q3jbWNBfT7n40eGW0+6tjHLbyXzj92w2lDiD0OKKdhngv2p8ZDfrSNcPnk4PWu5tpLNfgPqKnyPtp8SW5HTzfL+zTZ99ucfjXXhtJb4vRZFq1r/wAIKM5C7PO/4Rvr6bvM/Hd70rCPFvtDkffOKctw4fG4tjnFds32P/hRdqcRC9/4SOXJwPMMf2aPHvjOfau/1pdPt/jF4tja3tbe3bwpK0cLIqr5h0pGBA/vbufXNFgueFfamUcFsetPXUJEVRuPyggYABGa7LVIrP8A4Un4VdFja9Ov6oJWAG8oILAqD3xkvj6n3rufEUOln4pfF5Y7e0FuNIuWtVSNdqNvgIKDoDjPT3pWYHiTXbHlf5043siZIOHHU+n/ANeu41mG3s/hP4DulijW5k1DUd8gjG5gpt9uTjkDJx9TXZ+Ko9Lj+IX7QaCC1aCGK7FkqIoWMjVbZR5fp8pOMdsjpmiwHiAupGXqQKa15Jwd5OPU16Pq0NgfCPwqkCQGWR7gXPyAM4F2QA/rxxz2rb1zTdObUfj00VnbslrKfsm2Nf3A/tSJf3f90bSRx2OKLAeNtcuxJPHfjgU03j4PzE81639h05b34FD7PalLi3Q3n7pCJj/a90uZOPm+QAfNngAdKoDT9Pbwn8V3EFv50GoWwtiUXMa/aJAQhx8vGBgdqLMDzFbx8EZpftUi8bufavatB0vTLj4j/Aa3NlZyQ3dvYC8i8pSs5OpTq3mDHzEqADnsAK4vT4bP/hVPjRntrf7ZHrWnLBMUHmRoUvd6q3XacJkDj5R7UrDONW+depJJ6ZNNa6kRj85+oNe1aLpukt8YPhTA1nZta3Gl6e11C0KtHK5VtxdcYYnjOa4mxs7ab4NeKb2SCE3a67pkUUhQb40MN8XVSRkKSqZAPO0Z6CnZgcT9qk29eKRbhgwL7iuegOM/jXtlno+lyfGjw1Zmysls5PDdlNJA0SmNpDpCOzMuMEl/mJ7nnrXFW9rayfBXVLiRITeReILVI5WQGRY2t7gsoPUKSASOmQKLAcQt0+4jJzSteSFmbczEnr3r2NtO0uf40GGSztfsbeFvtJh8pVi83+w/M37cY3eZ82f73PWuRa1th8FoLxbWH7b/AMJA0ZuCgLlPs6kJn+6Dzj3pcoHD+e574pv2pwuMmvZbvSdKHxi8VWpsbT7JHoN9JDCIl8tJF0x3V1GMBgw3A9jz1rjLyxtF+D/hy5EMK302vahFJNtAdo1gsiqk9SoLuQO24+tPlA4yS4kkXknioXkz/wDrr2TxVoWmW/jD42JFp9rFDp8TGzjSNQtv/wATK1T92MfL8jMvGOGIrxdzyRQ9ADd74opnXvRUgXC5bOAxH0pAzDnnNenN+y98av8AokXjzP8A2LV7/wDGqb/wy38af+iR+PP/AAmr3/41QB5qrHcMmu6+NWrW+rfEK7urO4juoXtbNRLEwZSVtYlIyPQgg+4Ndf4F/Y5+L/irxPZaZffDvxhoNnMWM2o33hy8WOFFUsx/1fJwCAo5YkAcmuw8ZfsTeLF8J3Or+EfCfxCv7qynjhuNN1jwhc2k8yvkCWALv3qCOR1AYHpVLYR8zCRhxninNK+7qemDg9a9K/4Zb+M4/wCaRePP/CZvf/jVNP7Lfxo7fCHx5/4TV7/8aqRnL6z4qi1TwL4e0NY3SbTLi7meQkbWEvlbQPp5Zz9RXOLIecE89a9K/wCGW/jRj/kkXjz/AMJm9/8AjVA/Zb+NHH/FofHn/hM3v/xqgDzIseBnPPFd14F1OC18B/EW3muIop7rTrZYUkcBpCL2BiFB6nAJwOwJ7Vqt+y38aP8AokXjv/wmb3/41XpHgX9iHxR4i0+w/tnQ/iFoGq3D7JLVvAV9JFCS5AJmJUYxgkkADJ9KcdxHzOZDgfNnHSje208nB6ivaPGn7Hvxb8N+LNX0rTvht411yxs7qSCHUrfwzeeXcqrECRcRn5TjIwTxWK37LPxn4H/CovHh/wC5Zvf/AI1SGcf8O/E0Xg/x94b125SSa30zUbe8kjjwWZY5FcgZ4yQD1rEuJjNPMy5CuxOPxr0lv2WvjR2+EPjzHb/imb3/AONUN+y18aSB/wAWh8ef+Eze/wDxqgDzNJXUghiCPQ80qy5yuSQTnmvS/wDhln40BCP+FRePOe3/AAjV7/8AGqkj/ZX+M8jRgfCHx3GcfMzeG73BOT/0y47CkBh/FrUor7xNp0ltOkqLoekxFomBAZdPgVl47hgQR2INcUzNs4zjr/8AXr2nxl+yD8YvD/iXUNNh+G3jTW4rSUwx6hZ+Hbx4plXgMpEZBGMY5rFP7Lfxn24/4VD48P8A3LN7/wDGqb3A8w81mYMXJfp1PSuqbxBB/wAK2TQ/me5TU2vmxjaEaJUAz65HaujH7LPxo7fCDx4P+5Zvf/jVDfst/GlsAfCHx4AP+pZvf/jVFwPMQ77s7jnpxTdxwBnjr1r1GP8AZV+M8jYPwj8eA9s+Gb3Gff8AdcUp/ZZ+NKgofhD47yp4P/CNXp/DPlUgMLwTqEUPhP4grLKqzXGkQrGGYAu32+1YgZ6nAJ+gNcQe1fTuk/sF/ETUtBsvtPh/xRY+Ir22a5g09/DF6bdAASsc9zs2xSNjhSMDIDFc15k37K/xpAwPhD48zn/oWr3/AONVT2QHl46dfwor0/8A4ZZ+NO7/AJJD48/8Jm9/+NUVIH9GVFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//2Q==) | ASR 1077 x019 0603 Forarbejdet rav
Forarbejdet, Forkullet rav. |
![](data:image/jpeg;base64,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) | ASR 11 x2289 0603 Forarbejdet rav
Et stykke rav. Mål: 2,2 cm. |
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) | SJM 311 x084 0603 Forarbejdet rav
Lille stykke tildannet rav. |
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) | SJM 311 x221 0603 Forarbejdet rav
Fragment af perle eller vedhæng. Genstanden er brækket ved gennemboringen og den øvrige forarbejdning virker rå. |
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) | ASR 1077 x027 0603 Forarbejdet rav
Forkullet rav. Helt sorte. enkelte deformeret så meget, at de ligner smeltedråber |
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) | ASR 589 x002 0603 Forarbejdet rav
1 stykke rav. Plan underside med bearbejdningsspor. Oversiden hvælvet, svagt facetteret. |
![](/grafik/intetbillede.jpg) | SJM 952 x149 0603 Forabejdet rav
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) | SJM 952 x163 0603 Forarbejdet rav
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) | SJM 952 x176 0603 Forarbejdet rav
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) 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