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) | ASR 5M74D D04834 0314 Sandsten
1 sandstensfragment, glittesten ? |
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) | ASR 5M74D D04965 0314 Sandsten
2 sammenlimede flader af porøst sandsten, samt 3 løse stykker af samme. Sammenlimede stykkers mål: 8x9 cm. |
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OvrnpU1pGNUmhS8IntJZCgEfzBcAbRnuT6fXtTi7PQh7WMP7f8AYVWVkESzOTboxGHBHfGeOmPfrUVlrttqlwscVmVcTRl+FUYCsw3d+OfToasa94gnsdYRUjjttPtHCyQNCC8nOM46AY5HPbvVXVJmv7qZbVYJ4WQKSVwRgdzu4zntnvWkWmS0zdZnj3TOVieNhiRRnOMHbzx+tZ/iJJFsGuGcxQxyeYJGi+c4Knco/h6nrz/OpNIunuRJbXJMYj2vuhHyyE9uT6dq1riG0a3ngKja0ecuhx82cnBHGCx55pr3STlLuzW4hju7y4kaC+BWLaygMxyRnPQDHH5d61NOsYofs2+GMyxgR7sfKo6DHOc4/kauebaWOn+TGzuVjyrMmBxxnnkdPxpV0628syCI5DgGKPBAbBO489P/AK/qKltvbYo0mtGu4QWWIyQrgsoKqcfmcY9apfZ1SE3zS74k42uOOAQBz06j8qp/brd1eNhJEsgG7IyC2OfXt2Pep7qL7bbvD53kpMAqoxAOCO/09fapUddQZk3GEmZYIwIHkHm4YHeSASeAema2rKNFtQYria1lbIEigsXyeuQM+oqlb2fks0VsZDNgFnk+ZXxzxxwCcDn1rU0+UCHf8gRSwEangckAew6GtGtNCfUI9L1C+vrfTNMt5dRvrtxEscWQ7nHY4zkD/OOav6z4H8QeBbyKz1iyktJ5AssaTOHUKfR1JVhjuGPOR616l8Ofh/4j0tdO8RadfafaajqcMraHBPnzb0geW6g8KDtc7cnOR+Iwbf4yat4f+G9h4VmjaHX9MvLpDqkkSpPBaNn/AEdWzuBLl+RjgAd60UFy+8Z8zvZHnmsaxI9izW6DELEMvyjc3HA77uB+XbNfT/7Hfw7igl1jxpIrCS6H2G2RmyFRTucgdudo/A+tfLdhDZajfKqW0kVvIRcCU89Cdy/73P5Cv0P+CPh1PDHws8PWix+XI1qtxID13yfOwP03Y/Cqw65p+gVNEdr5ZZhgVrafFjHXd2qlbrvkFb9jDtwe9eucpetY9qDccmirMX0oq0hFiql3D5injJq3SNzWs4l7nLalp4ZWGK+d/jh8DYfFFvc3+k28Mer8uULFFnPuR0bgcnrgZ9a+oru38xa5nVNPWRWBArgqU1NWZcZWPy7utKuGvLm2xc2rw3Bil2P5bQ4GDuXjOCzevQ/hDoFolnbpp8ipMjlm3nJRD97DZJPU4B569K+tP2gvgt/bUcuvaOjwapChMwtztMwA4YjHzMPft+vy7p+mzjUGtzIVCykrmDGW2nc2SMZ5OOSOteNUg4NpnZGXMirDJBdNbWim2+zfMJ4AyqN+VLbQcdOv41Vtbhmupoomjt4gAFaY9xxwByTk4696qahdQ6XqD6c5EAmk822a1TPmMRwHO3IHPfNWNKs2fRplukUXDOxgyVdiBggMCfQc49BUpW1GzM17S0l12O6maBo9jAwxpzkHC5PU8Z6+1UprO6bVFlkuJZbaCJkSEIVUEnJYkdeOPwq0trNZRxSSrCjyK2yHaARlsYYj2Y8H8DWwkwsyUnk8pZImJLBgyk8fKMcH8eMVopaEW1K0luJpLZQyRbvvybh8uBglgfQUt200kcIhLlmVgh8wryAMEZxngc98Gs1Gi8QWM0UUTRSYaMsRkepUnjkcfiKs6Tj7R5VxbNEsQ2tdwvljkDCrnBU9f8ms5PS6LitdSktvbB2shP8AaSD5j+ZISwAJBYEjpn09qu6bp8Udu0qT3MzmRnjM2WcA5GB3AznGP0rXiCWt9HaApC4XBDEH5Sc569M9v0rRh0WKGRJnk86Nt0mEfDsp9xz/APq68VXM7WFZHNXcf7yKSBecdhxycDtnPX071bs9PjWSFLmDz3aYKqbsZC4z27evv+dm80m1037NcpK0luJmEjGTCo2AQMAc55/I+tV45zZzRzW0yXETKSnlNjaADuOMdyQSOp4oVydCa8vI9P8AOheNRsbZ5sTqV25GGJ9c4/H6V1Pw+8MadqWrWt1qMpsvC01z9muLuN1jEjMrMNocEnhcnA4yOnGePvr+ztLdgbP7RuK/6wH7xOcgDA9P/r16x4N8TeFvFmgaJoWpaddW509ZbaQm8W1tIYGLsblVY7pJRlcpkAhK2hG71M5PTQ3/ABL4lf4Z+HdDS70pdSgtpJZ9L0/VifO0q6icfvEdQpmhkDRsAeDs6nFeCyaq8m658gzXsrAysVDK+5ic49Ce49unFT6tDc6lcbJ7qW6KbbdFnl+5GpIA5OSABxx3FR2EKwzbbq0SbAMaF/lK9cDtxxnP4fVylzaBFcp1/wAI/B8Pjv4qaNpjx+SpG+bGc+Sm13UH3/rX6J28KrGqqAFA4GOlfNv7JPgVLaHVvFVwI5ppXNlbSquCVU/OR7E7Rx/dNfTVrFuYe9dmGhyxu+pjUld6F+wt92Ppmt61h8sYzmqVjb7QPb1rUiTbXckYky9qKUUV0xWhQ5qSnUhFbSiBHIvymsfUbcMpwM1tmq1xCJFYGuKcbAcBq1mrKwIwa+QPj58LX0HVYtX08+Tp88jbgvHlSnJ247Kcsc+oxX21q1nw3Fee+NPDNr4i0m9029Tfb3MZRvUZHBHuDz+FcFanzo1jKx+d+t2lvJfW0qiNlQO2ZHEcoUqATjPzYbGAOcVyEOp3MuseTLdWdxbpIT5juFEkmc/cGCcMAc47HPt7B4t8Ey6L4ln06+jYyW85MUMaHY/I2su7PBHOM9/WvL28L2sfiDxDKWEOnzQhc4IYS7TkH/ZI54/vDjNeUtHZ9DsRq+ILa3t9lzqeRBHH50sokZ2QA5OAByPTH69rNvq7SSWhtmjmAkDlTGu4qAB8obgY/XFYmk3V7aWNta34maeFFUKsgkEsfRTtwdwOc/8AAR60RW8ceo3M9rNIY1DlsKV2ncfkwD2rTlvEjZmjebbXVI3iiYWq5HbKNjrnp/EakiuHkgklYb4WZQCwA288Fu38VZluHaa4udwuTDwqySAdOvQ84HOOKm/tll/di0jnj2jOeC3JxnB6U+WysK/NqadrHH9oaWU/Kv3cAmRhj+EY6DI6Y4rOuor3TtQiaJh9nUeVO7ZZ2XnbjBBOcemO1WbyGJdajvFnaRJIefLdsIQMn5e2en/6qQ6wLWxaS5lmljXCLuw+3JbgHjJwSc+4qeTmdyuayLlxq0vkpGIk8lsMhRlyFCjnGTlsEis7Q7e2+znzbqSK4bcDB/dOcoeP7317iqKyDU7seU0NxErKBkbRjk4JHPGD06Vpahp13p7WltFFHLPMN0ryHkDLbcEjIxtFaqKWhnd7nYfC7WPDXhXxFNe+IdFbV5reNfsMJkjaOHcRvkYFWDOBvKgggHqO47/9oTVbW20TwdDZ3L6nLKk1yLq4tUtp47Zwnlxv5ahDgq/Q8Ae/PjGkxSixuHnttu/KsxbJ24PJYfX+dU/tVxcSZWOM238Mcuc9d3YcnnPOfTmiUvdcEhJa81yXU41iuoWjdt6AnawGAWXBG7GCvT8/rXT/AA68JzfEHxJpHhnT55gLyXNzcJ83lwLzI2D04wBnnJGKS60/TodJkaZfKdikjLtJIUgdNuTgEA46mvqP9kv4UXGmpqPi/UIHSa/jS1sfNQK32ZQpL/RiB1wfkz0IqKMHOSRU5JK57h4b8N2mg6TaaZYW62tjaxiKKJBgBRXWWOnhVGKns9MCqpI/SteGERgDHFe5GPRHFuNht9iip1XbShaWuuNOwxMd6KdgUVtYQtJS0lWA2muu6pCM02sJQuMydQty4PeuT1bTywYfrXfSRhlIPSsXUdPDZwP0rilENj5L/aM8HvNZW2uwxgzWZMMzBQSI26N6ghvT+9Xy42gma9u4mbdG8+YhdSgCQkZIBbrgngY4HTPb9H/FHhqLU7O4guIlkhmRo3jYcFSOQa+J/iH4Hl8I+JZtOvVjnSSN2tZJVO10z8uSeh52nHoPUV5GIp2lzHVTnpY8tk03+x7i9UwSS7diNLPgKQeQAARwMfqe2KLW3NvYtJDH5rzEyEyEZOWJOcg4HJ+ntXSSQhcR3Cs0WfKbMQY+oIxzkH19MVVvtJT5o7d3j2sVLMgDICOP1A6VzuXRmnmcvZ2A02S4IukEkoLJEhAxycJyM9TWBb3Uk0K2pjCuD824YMbHtx16j2rvbqzS1WGGZPNdgq/KDtYEgbuDx1BwfXNVV8O27MjSQGWCJGbayAHdycjnPGO36dK0UtLsmxm2WkyW9zsgCywKqNJ5wyQTg5wBx+fSoNVjuGvpI4X+2wsWMohQthzgcg8cjp0HFdLDpultJNELh4i3DN5AK8qSVPP3sqOO3PSoJNStLOFnhVmMa/flGTvHbjrnvxnj80pa6AzL0a1+0eVuaO08iMosIAUoGJO4EcDqw4yRUx1o6HHK93PE8e0xCMnL5z9Pp0465qjc313qE0sIHkudyOSMLw3O0/hV3UvDemWdqbm7vZbrUEmWNLaEExnucuOoIHGM5747t66sSM+88TBLdzaWiyzyAYDYZgp6A+5HvXS+E9D1PWGjjTSp4nndVRFTdJJu+6FUctkA9B2r6A+Av7NN3q9jb6t4hsE0RZlykasXuXUnjIIxGCuBg5b6V9Z+DfhrofhPa+m6dFBN5Yi88jdJsHRdxycew45reFKdTpZESlGJ8+fCX9lm71JYbrxfHFFYhw6aX5YaWQBsgStk7R0yo568jNfVtlpUVnCkUcaxxoAqqowABwAB2FXYoRGBgVLXp0cPGmtDGUnLcYsSr0p9FFd0UkSOoo4orQQUUfWimAtFFFWAUmKWip3AYRUckQZcEVNSYrGVO4zD1DTfNVhjBryT4vfCe38c6DJb7Vju4j5lvNtztb0Pse//ANavdSoNVLjT45l5UGuKpSurMautj8wNf0G48Ny3n25ZLO9tVeIWo5aQ5O3AHUgj8Qc1itqDaolpJPaiASwiVpCAvQEFfUHNfePxs/Z7g+IVqt7p7PZa1AQySwts85Qc7GP+euPp8d+PdHv9BvbhbyznS6tXAmgmjLNheiYxkdAQwyDnPNeFVpuk/e2OuEufY5LT3VboeZOWtFO1Y5DyTnOcnucnt2HFbMz2N3p0kEtuEkkRTndjqOOARx04+vWsj+x7u8xdrm3aI79smGMZJ4Xg8NmrGpXRs4UluhPJecFY0TnPViCB+GPbNRKKlYqLtqVfEL2sq3U21Et3GWZWyWbJH3vbBHI9K8/1SZtQKQW6FbOOQb9hP7w9sf8A1663V2m8SXCKi3FuiL5YVYiNzheM8e4/A1Ufwbd6Ow85kCHknfuUYJyMjryKtSUFqTZt3ItJsxHCRc2cbSSqgU53MoycnGff1r63/Zp/Z3g0mGDxP4hsVk1eYBrW3lGRbp1DEEfePBx2+vTn/wBl/wDZ7vvEF1b+KNZgkh0SI+ZZWssYDXD5yGPGSgIB9+nIzn7V0/RxbqCR+GK68PR5lzzRlUnZ2RFpWlhFHGB9K3Y49q4ojhEa4xUlezGBgFFFOroSAQUbaWkqhBiloozQAUUUUwFooorQAooooAKSlpKmwBRtpaKXKA3bXL+NPhn4d8f24j1nTo7iRRhLlPkmQegcc49uldTRWcqUZq0kO7R84+Jv2ObGZXPhvXZtNDctBfRC4V2Hq2QQD+NcFpv7F3ihbvzL250FmXjzVlmIbrghSmAa+y6MVxywFKRoqkkfLEH7F9zcNH9s16CJFxuW1iID8dW4GTXoPhX9lvwvoDQteM+q+W27ZKgVXPHDDuOAcV7PSURy+hF3tf5g6snoRRW8cKKqIqKowFUYAHpUm0UtGK7lBLZGQnFLRtoxTswD6UUYoxTswDNFFGKLMApKWjFHKwCijFFFmAtFFFWAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/Z) | ASR 5M74D D05002 0314 Sandsten
1 sandstensfragment, fladt tildannet. |
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) | ASR 5M74D D05457 0314 Sandsten
1 fragment af ildskørnet sandsten, ene side afglattet. |
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) | ASR 5M74D D05631 0314 Sandsten
1 stk. næsten kvadratisk, tyndt stk. sandsten. 2 af smalsiderne synes oprindelig at have været del af en større tildannet flade. Største mål: 3,4x3,6 cm. |
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) | ASR 5M74D D05899 0314 Sandsten
1 brudstk. af slibesten ( ? ) af sandsten. Største mål: 8,5 cm. |
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) | ASR 10M76D D14003 0314 Sandsten
1 grålig sandstensklump med flere rå afspaltningsflader samt revner. St. l.: 17 cm. Br.: 9 cm. Tyk.: 7,7 cm. |
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) | ASR 2M80D D15123 0314 Sandsten
1 fragment af sandsten, gråligt med rødlige striber. Største mål: ca 10 cm. |
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) | ASR 2M80D D15194 0314 Sandsten
1 ildsprængt sten, sandsten?. Største mål: 7,5 cm. |
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wDje5UKp2hWHHfpkZ9OhrT8O+HYrqFmvLhB5O6ZdoByR3A7DOBXSW+m280cz4DyKMeacbeWJP1qvbWtvb3zwXBjha6lCPhiuBjBHBA/xJrX2nMrIjl11H2fhsNpxkEccMcg3qejZAGGJAGSTkY/+tXvXwDvL2z+Ing693Q+Tbk2Mil/mVHLAH3AXj6gV4zJJ51mvkKo8s7SsX90NwoIGOMAdO/WvU/CN48WpNdWm0bZI9vljbvbJPbgAHI7Z4rNVJRkpdhOKP0DopkMizQpIpyrqGB9iKfX6QndXR5QUUUUwPMv2jLWef4WajNbwLPLayRT/N1QBgCw+me/bNfKmlXKeKNF1ie8n8mawtfLZIx96NidrAeoAH/fPvz94X9jBqljcWd1Es1tcRtFLGw4ZWGCD+Br461bwG/w7+J1/o80HnWN/p0yQOx+V0C/uj15YMoz718lnGHan7ZbP81/wDuw8tOU4rSfA+pa1q1heW1m88F8nyygHAKnnOOARtPU9DXufjzw75nwns3sEittRtbOO4TzB97YBuBP0znPGOtdZ8K4IrHwaLJIixtJmSTuwfAJx784rpPEnhmPW/DM1kHktzJZy2/mLjeoZcH2zXxK96WnTU9WVTXU/PvzbDT/ABE1v5ZeG8kMyFW+6wI3A549849alae1sY4nljWGe3YGIr91920c57fL+lQ+KLGKx8Vpp2/zpdOu2jmnfrhdwwT0GSRx2xjtxZ1iOHUYrUGQ27N8pWTBVTgZzx69fTFelpoyNStqENmoMy26sqp5vTDJjcevfgHv0bv0qrNeW251BVNyBWVjkscc/Tv1H9Kts3msULtLIVYRKJMl1wRgEk5BHFZy6RJqltF5sYEgIJZcnAPDFeo7dMdfSlYLmhp+ijxB5FlaxPFOrFyzNtRflPUkEDtjjNb/AIVazt9S+0TWSGSIMkqooVpGP3WAA5JPr6nvXNLeXnhVpYsm6two2YIEgjPH/Aug5PqPao1jntLeC7gmYNNI0kZVTvCgElR78Y6d6xld6I1jbc9nuPEtnfaf5UEscFnbuRIzYAhznb35OST+BrzbxFv8TaqbC1jnXRrVdz3cnLt8pG0scfMS2QOBxyK0PhvoOrfEBp4BZxw6DK6yDcxEhYgdeTySO4xkc10ltpx8Eanc6VNAt0uchIsDy+MMrbgATzx+FZS9x+ZUbM89gU6T5MKaRMwiXcssO4gg4+bAOcnBPQcsag1rXtOtbBrm2ihuyygqiKGZWLAgc+oPfr79K9fi8XC4eOyn063v9NuV8xBMu8qBn/aGWGQOawLP4e+DbPxAuty201ykQO21aUbHyPvbsZI/3uhB7DnZJS3M+Zo800Pw1qHia+bUNcZ7eyhVJYbeHlzl+MjPb2GT0rrZPDNvYzkwo90sW+TcgJ2gkAZGODn8vauxvNNsYZLi20fzIGJaUS7jmJSCcE9yMAD1JH45dsr27Eg+TIZhGFJypL5yWz+BP1rW+ljJu7ucRot19j8SRCWAiO2IDRYCqSD8qnn7p759ORSa9c/6VdXDxkzSMdz8c5c54HPof+A/hUlxqVu2uXTfYvLEUmxlIDKw384J5/PPt3q98REkk1do45FkeUKJpI0U8BRtIVfbt2/SsetjTTRsxrHR5rqzmMMsIlC52uwCfeAJAA9zgZ5J9azNW0aeSWR7mPyJJH3E42sEVQNoxjA9uc4rvfDVrbWN8rXifJ5Xlxx8bg2PlOPYnPOc4rUvvD9omo2z71uFZWkKuWCqzZwMH6nr9a0U+UiUbnm8Gm6pb280BtWQE4C8/dIzhQDg5x16jrXpvhGGS30nTrlQY1FxiONju2sgznHX+Lv/AHeppusapNZ3CxrdwXUUaMkao0ZUEKQoG0AnA9z1NWfh7HcTzWRnhJtI3ZS0akBWcHBPHQ8j05qua9jNrc+5/C919s8OabNkNut0yQOCQADWpXJ/C69+2eC7IZyYN0BO7JO04zmusr9Iws/aUIS8kePJWk0FFFFdRAV5d8ftEW68O6Zq0cCvcabqEEjPsBbymba6564O4flXqNc38SI/O8C62OMi2Z1z6jkfqK4sbBTw80+1/u1NKbtJHk/wn8Qx2/2/S5FMc00jzgr327Qfx5H616wswmDYJJMZyq49P/118vteSx6x9psHkjEconG0gFQy/MOeCMgcdMV7J8N/HUXiOO9s5MRX9kyxzx8BWz0dfY+nY8ehP5TTbjNpn0FanzRU0fKP7S1nZaD8QrtNLimvNYuWEskcwISLONuCOqkDPTAyPXjy+CG8tTc2+oMftSsrLEoG5uOcEnphhwc5xX01+19o8ltc6Vq8RiCTDyCWBLbxkgD2Kk9K+e5Le71C8kKhWmYhXkYk4IwBjJ69O/8ASu2n8CRF76mbdRmH5/JJuZMeVsc5jAZiOenfOD+Hu2/1i50aG1Mlvvi8tV+U4wDzwB1OSDn2Jre1bT4LG2NzLLG0kSrvjXKsqY3AEf5xzXOaXfReMNcj+RnsoU25dQ3uMA+p59ifat09BdS4PFlimnqZWWGMjHlkYYKueSP93+ldVpl8mo2ZeNI5vMUeVG4G1ux5yADj/vknNT+GbHwrZasW8QaK+sWsatttFdlVXLAgsVPPTp713HirxTo+vPDF4f02HToLOJovKKnCqduAMfKPm3dupJPJNR7vLcLtu1i/4I8b2XhyOG2nhw2d4SOTJx1xkdB83JH581ieMLiO81S580O8sx+1pMp+YNyNpwOO3TPTnvXnOj6pcxaq8DXD+Wv3iyfvE/2iPTnPY8V1C6pFpzRy3O2ed2ZYQuCxB42gd+fr/OsZao1XushHktq0n2x/scixNmLJHy8nsMYPfn8qkQJrUUT2szSxbWiVpGZYyByQvHTtnpx060ap4Xm8RXlvquoiP7MqKsVqZ9uwHjDA9cc9f61pbv7H0FE0+3+2PEgjjt8MB82cbB16j3zk/WnFKKFJ82xBZzT2NpF58qrN02wsSw2nauQew5wc9Cc8cVW0uxubjVJbe41Dz/MHnRMMAbjtz/k8nB961PDXhlNa1WKHXbr+zr2QHan2ViNm8B1AXn7oOBzkkdM5qfS/h3q2i+RqiLcW9lCZPJ3EEeWGwWAIOOuSTjoQPStVF2uYtq9jjNdV7+8jlleSARkRujAlsg4Oc/p6H6U25hluNUkMX71s4+WL7pIGCTjtnjPr711+qSRzeIJEnjWaYsZZNw2GZjkqQOMcdv8AZGeKWfTdOj08ItstneAB5rmV/keTgFQB0A3Fse3pWMpcpok5GLY3SWMk0jNGD90bS5PG3GT39fz9KptrV1ea7ZymOG2sXG0oCCSwyCNoPcZP4/Sottrbw4F0ZZJDmXaSEDEYGT09B2HJrHS5ks76VriUbyCTEzAeZg4yMD/P8pvdXLtrY6e3XzJpYjZCyhjEgVsEbeCS3OMjHHT1ro/AupJJf7LqJxGtwN43DI5IGeeTz+G4fjzltqi3U5MqRrub95huG4PTHXIxnI9K0dJWH7WkyT46El8KARggdB2/nQpdzKUex9efAi/F14fmjQEIre/3tzZ698ba9PrwT9ny+Nnqsli8zTCaIsm4H5ehxk+wr3uv0DJ6nPhUuza/X9Tx68eWYUUUV7RzhXO/ES3kuvAuuxw/6z7JIw4z0Gf6V0VVdUtP7Q0y8tc486F48/VSP61jWjz0pR7plRdpJnyFGNk0j/8ALLylXJGdyqNvP5/pXV+BbazuLmx1Wzx57ypvmjYEZVSu0gfw4LDBAPOevNc9HaiziRpXLOkbA7vbP9RVXw7qn/CN6hqtks32ee8vIrpFmJCkykAFD77X/H2r8lqLlbsfS03zRsdp+1R4Xn1/4YxXG9FSwmEsm4jJGMEj8DnvXx1of/FOW0M99MqxYyArEtxwCB3HAr7C+O/i6xsfCN9pd5Gyy3JTyDnCkYBPTv19sCvirULKJpoLudmcIw22mCNwB9h149OtdlH3ro53eKVze+2r4kk866eUQMS8K4y2zPU4GTnH+eKveHbGGxnbTLWRJLhh+7CDLFjkhRt9cge3FZlmt1qF7JBLHHbIqLHHJySFGcjHuc9/5mvQPg78PY7u+iZxI9wHaU3FvjKqTyxznjjt0xXRboZt9SlrFvceG2t0vLOaK4l2yndGU28kfdP45+nsaqNqSX0rQxbbUSSEtLkgoSOT0GVz29fpXe+O9Yis4tQtrmF72WOLyxPcyAbiNrblTaMHqD3561jeAtU07RdS1KPxja/ag1uv2ddjOepCqe+MMfwArJpXKTdjhNW1CKzuFijl+0ybOTHEVQs+cbm6H0/E1DCG06+tAqvPcDDh5W4wGOR+BGcc8+tdX4qvNGuBLPaWDaapl81rNjuwhG0DJOOSvTvg4zXI3mtx3kzBoltXVQFZV+Y9dw9uQf8A6/bKT00No76nX3HxAsponsn+UD53Eb4GTuAAPX+H2qLTdcluZRax3NvYRpGZDcyOA20gnaGIwrHI65PAxiuOkntLNFlVJri83f6tGxuAwOBjnrn/APXWn4P8IxeI/tGp+INbaySCRRHpUYLOy7SdznoMYx9Tz7rl5tWVdROo8G6X/bWoWt9Jczi5inYxwQ7drIFLMxJx1GcD2GeuK9e+0WGID/aDTHa5nNxbhfLYHptPBGVI5PBBHOK4W4uIdPluNUklW2gbJt9u1SqluBwPvd8nnkZ9Kraf4kg1C4uJJmEhzuKyDhgGycgHGcHp/u1PtFeyRPI2rnU6x4DS+t5PE9gLm3XcZvst0ihmAGTIDt+7gn5ccc1454i1JNauA1tCfIcbQudignqfzH619LeC9S1Px0Vsr6VIdJtYFjW3znzHIBBZuwJHTj2J4z4n4s8IpZ6jeT2kDeXasxHYkAngcY6DjI9+4pVPeVx0pcsrHCyXMVnpsVnJyG27N3XnA55+lcTqGpC1uGkS9doQWLGYgrjjBOOe/wD+qmeNNQuY7iO4zhWUAc/dB6Aj8/yry6bUzJ5ke7MnUbwQoPFdGHwzqu6ZrKpyK7PW/DXj2P8AtjasmVCj58ZxyenufXrXp2k3Kfbi6L58bv5vytwB33cdsdq+ZPDrRKzyGVTOxVwPvFcZxzjv6D/61fTfwn/0ywWRnjaZcEbh95TkkEemOvatcTRVBJrqc6l7S7PoL4O6pJY+OrLH+qkZUCnI670PX0LH8hX1JXyz4c1aOLxdZvJhf3vmp5ZyQAT8p4x1ya+pq+lyKd4VIdmn9/8Awx5WIWqYUUUV9QcYUUUyaTyYZJMbtqlseuBSbsrsD5V8VCOHxDdQmLBaaRSF6YB5+g6/lWj4n8KxXng3w9rNrbR/Naqk4xgYXgNnsQCx6fl1rC1y9fWHvdUuGWJ2UzAKMAliSwx6DH617LpMdtqXwfsZCyxxG1EiYO7DAfdHv2r8pnTcuZrpqe7CfLynyn+01r41FfD0MEqSXaqZJI0cF03LGAwHp1NeS6c0MKKzzSfu8M6noX5ONpGfbFbevMmi+Nr+8mUX1w1y7lmB3EMc5wQB0BAH4U7WJtNvBbG1txJabg8qsACWIzjI5GBkfStKceWCSKk7yMNoWOpQSiQNLInmFVB3HbjbnjHOev8A9avQPhz4q1Lwb4u0i91RZY7CWQrIoPVAvOMnsTn1GayLOK3mkiihhkt5Y5BubcSQwIwQMdMk9ewrT1O9ttMt1smj8i9YSLIUO5VZsZwD3PHX+7n2rVMzkdh8efHFj4ljtNO0hkdI2aQSxrtCZIHPqcZz9RXlkfiz7CZN8azXEZwW+7uUEgZz9ffpWFqmqyJbkwrIYgzMfmzt59cnAI6fWsTR7WW8uLgyMXXGfNDDYec7h3HYfnWfK9yotWsei2urXGpWAlazRHRd7KCu4qvA4PB78e/asvUrPy75ojCxnYMzJDIHwzHOe+Px/pViGUvCPLiifYAsm7GCcjg8/wAqLZrixhZjFE0kmU2RyZI7e/y4P8/Wnfox+aOl8FeDdK8KvY69rCrrd3I4kXTUBYRqc/OVIIPPqRjrg0X2tR3V5cXdzapK8gUxQqB8rKcDjHA9unGKxIdU1FQ0aeSi5DblkJYnIzg4x3I+oJ5zTdd+16hPC5kSWJUCIsadCSG6ZAz9Peokr6XLT6sfcatc6ldJlVuLhz0PA244wp6c4A69K0bSzt9B0yOfUJSBJIqskbEtuOWPyj1A7Y6VBoF/aRrIZLhptRhjIEG0LsxyOpHbOOetej/C/wAAp4svE17WZ4ksY03bUbOB/s8jPPr09ay5W3Y15kkd98H4Z7iO4uY1ultQjcsSiyHHQk9cfXnIqbxZb2C+bKR5crzElmXIPYnGemM8V0Gra9p+uafBY6E6xW9uiqsWNhGTj7vvz+tcz4svreyurGO7uTFmI+YzKSM5GFOB3I9O9OcehhF3dz5Y+NXhBdN1q6Gm7m064UNuQEF17fr/AI+1eEXmg/Y5lELDIJJDYLEnHcdOK+5/FzWfimGTcXhe1tmjjVhiI9DnpycZ4PUntXmdn8LfCmoaS7PPcDVVlEMiodwdT8xIyB03ICM+4PPGlGvLDvQ6Hy1I8sjwHwr4Wubq7htYoXccjzFXg5x9OgzwfavoXw3pR8O6LbxMrK+wF9nD4AORkfj+Va2l/DtPDN5aTyXNvBaxnYCkoLZKghjg8DHTPf2r0jwr4BtPFFhqOp6hcRWVlpkQ8xYQHd2YEBQM8Hjpj+KqqVamKkrow9ymvdIdHtxH5T7s2mQEEgAKs3bpyMhv++q+v9Kuhe6XaXA582FH/MA18nKkE+gzWUDeTc2UizLHO4EsqFmDbTwpx8nHoT+H018P7g3Xg3S3IIPlYwevBIr38jk41ZQ7r8n/AME83Ea6nQ0UUV9mcIVBfAtZXAHUxtj8qnpDzweRUyXNFoZ8OXd5I2gSk/Oikrk9hkCtrXPj9a+CfhbaaDDA15dbYop5zwscZ2lto7nkjt39qz/G+mpoet63pcSbIYL6aNEY8BNxI5+mPyryzxRYrc6bdLJGxQjgbsD7ueD9QK/Np07xaZ60JJTVzM1jXtL8RalJcfZltnuDt+3OMhV2qAxVepxurZ0nwvod9Y/ZZdaL6ixLpMuFjB54AB6nH8ZA5HFcHa+VHawr8yo7rGpPIJ3D5vy/lxVczLpcyo6SOgY7SvbPTis4+5obz97U98034Uu3hO/1BdSR7mJSsPlruDZywUHP15/DmvE7+3e3uJPNuGSWOTa0MgO7IOD9Mf1r1vw38XrKy+G66W5iaeL5iImwzc/KGGB2yPQHHFeU+INcjuNauLydYmW6UFVxjIAC/n0P+eIvLmYlG6Mqa8EiziaSNFiXDZIxgD69T/hXK3niqTS9bSC3jfyJX53LuHJ6D8Rn8K39UWBrLyLcgBTjbyATjI7/AF/IVR0ua3lsbUPAkjRcO0y5+YNyWPYcYrW6sKKszW0vxhdas3kTTHyonBQlMLjOcgKOO1amrahPeRy28QVtjj7o+ZSRk8elVbO8hhheYxAwhhlShy3TH4dvzqos5mkedbdgzZMmcqcZwP8APv7VnYvS5uWepm302BrqXzZMhVMjkgLgE4J54x/nFQt4ka6xHFb3CzRnKqDl+DwSp6dG6478GrXh2EXin5YI1jAZbiYkKOOnQ84/z0rptQkjv3ygU2FqgQOoXDkYGc9sn19vxkZR8Py3evWN5Jd7jaq4DzEDucgdMZ+U4zycGuz0rxVq9xby6ZD5hs4TsZXcqsK+XkdCM8Y/M1ysPiq5h02Sxsz5OnrL5kiv8qySAYjK4yT69v0roPCltd3WnXCWcXmSSE+bI5xuz945zyeB16AVGtytLGvpurXUd9KDcLAYmG3GdxHqPTtVzXHfULiW61BpnBVUEjAlgAScDsRyP8fWzo+o2/huzt2ksobxpP8ASJLi3QNsG77oBGMk5XHtXMah4kOu69qNzDvjEdwytsGcL1UKBx93J/4F71LuT6GlC5muZLe6G0xhjDErnKAnGDjGd3Ht9at2zR6P501sp+0ZX5y2GBOQCvHPrk+h+tZENxHC29W8ySRl5XOcDIJPtjHsPYmsXXdWktFbykaeVmEcm2NmwDg5AA46Y5HBP1paydkJ+6tTpp9etmMtncwrI8JMnmHJZm/uey8k/XHvnW0e+bS4bhU+SS+wso3NkgkMC3tk+p615jb3jW8izTS4unYu0ak7sAnaMeuST+A/HctfEwZliWY7mQYXHYKD9CTgDnpn61ry2M78yOrlzdLp0Sy4uXkaRmkBHTr6e5x1r6x+EOqf2l4VcZz5Nw0Y/wB0hWGPUfN1r4oudeeaOCRWkZmYMSpC5c5B7EgdT+VfVfwE1iS4utUtGj8qKSGG4RcnIYKFYY/KvWyqpyYqN+t0ctZe6ex0UUV98ecFFFFAHzf8f/h7Jptlea5B+8ludQEkgAziNlIGPTDZJ+tfPmo2UV5avYQzRLc7QRET83J/wr9B9W0m11zT5rO8iWWGRSpDAHHHUe9fK3iz9nuTwl41vPEd09xqNhJGy77O33SIgUKM5OOe/Pavisfg54dylHWD/D1PQpTU2u6PmhrQx2aW/mbZYm3YzzxkHIPrn+dVm1S2Vil3b/ZTMp+fr0yDzjgcVqeIPC8k+pC9jicQxTfwLj5jxtIx1xz9TWNJps0rSbE/dFQyxOudpA968Gye56CZBqejR3H7+ydF25H7oH1yD9MelZdiqrcpFKqoA2VbA2gZ7e3t7VqNG1tDLsDQlQHTBOCcdcHp0rRfzrjT0eeJba6eJXaMgMST2PpjnmneysK2tzG1WygS+mELxtHuzlgRnPtn34rAuLi30q+jMh3rMdkcKEs2SSMY9CD+tdDN4eleO8mgbzJfL3Osjg7xnquccjHSuQstFu7nVkutQ2xrA5WIx8kZ5zyP5VVNLdsJb2Olk1LyVhhhKs/l8ryQOoxn14/WrkIa3Vi6bnbaPmAzyeh/T8qZZiC3u2l3IzbRsUA5ZlGBzzj1qeAmG1RmdjIucBl4PocD3xQpCaOpt59M0nwNqUkbo1/PcJCEVSx8oEM5J9AFH5965yz1qRnaOZVQbCGToSM9B7gk8H86V7i7+xyTrFIYE+9OcKuTknk/ePBPTPHuKzbaQ28b3DIRdNIfm3cqoB4x77hjtxVcvUSfQ73StP8At2k3QvRMizwo1nOkeYxJHySysenJGR9049zW74f83wnZyTLdKizKB5TIGUyZwDXK/wDCSSaD4VjvLvzvsFrGZECjhmyVEUZwNzEk8Z9/SuYsZdQ1DUBrGq3G6K32FbaNz5a542lT0IzyTz+VYavU2e1j2XXNY1H/AIQuwtGtI4lhlYpIsI3P83BJ9snGfrXNafM663dxRoFkkt4jKrLzt3OmRz1+UKT6D3rbsfEE+qeGzbTxQfazcHEkbduMc8gAD8etchrmsXGj+KLnMTQqlpDEVVTnPmSls/oevV6he9oZ7F5ZFtY51RkIklIU5Awp5JJ9ck8emM0l7aTyMGlZnBcyRhTtZmBLA5HHOPft2FZ8kEs0ltJbSMZJIlkCqcY7kHgcgYH51a1a+jtbtERmyxyWZQwA4yceme3uK0WhD1K6xi5kDSJsRQNz9O4JHHXvz/kTQ2sMcgvJSEcn91kkdRx+YAPvmoNQnMF1FFkYYvNu3c/LtJ59eahmvE+ZbeQvEQMpjHIBHU+ox+Qp7km9azLHZw3JkEdyuImXJbdnOMenGec8fjX0j8Ar6R/GMAjXMb20iycnABAYfqo/Ovltp5PsdukbZi80mQSAAE+x+o6etfT/AOy5E9x4i1PEWyKwto0dic7pHAJx7YJ/zmu3BpvEU7d1+ZjU+Fn0rRRRX6MeWFFFFABSModSrAMp6gjIpaKAOA8afA/wp44jlF3ZG1lkO5pbQhCW9SMY/SvKJP2NrfS2lfSNb84Pj91fRkEc9d6nrj2r6WorzKuW4Ws7uFn5af8AAN41qkdmfF/jb9l7xS2yS10mO+6LIkE6BGAGBwWDe/Tg/nXEt8H/ABVYrDFqPg7WlWBfLxDZtPG6BflBdMnjgZx2r9BqK8yWRUX8M2v6+R0LGS6o/N64+G/iCO+8+LRtQyhZmja0kQqoAGCWA6+prM1DwrujmhucW7KcBXQgDPXPoQQBjH8q/TSsnVvCei69GyajpNneq3Xz4FY/mRXNLIprWFT71/wWWsWtnE/NHTfB76PDevPEkzyDbH5JO0Lnrn3Hp6+/EN1HbRqbWZo3YDIQ4OAOPp2r9ANf/Z38Ea9HtOnS2BxtDWNw8fH+6SV/SvK9d/YZ0KRHOja3c2zschbuNX7/AN5cY/KuGplOLhra/o/87GscRT7ny7oPiyLS7c2Gowm609IXCxIoOWI4J49ge3r2rE+z3l7JI1jZLZjm4M1w2QqHAPHJxn3/ADzXt/iD9ivxfp7ymBbfWLVv4LO6CPjH/TQD9M15zf8Awr8T+C5JLfVdEnsIPLZV85SQ4BJAz6n29a8+pRqUV78WvVG0Zxk9GZt54R0m9t7O6uvFsF9cL96zMLDyOAMKSQueeuPxzUl82npcWtlpru1nabWb593fvxzz6Usfh59ktwQm9V3BuCdxOPwH4U/R/C93PeRm4eGCP7vmDjoMjPoDkc5rk5rbs33NPT7Of7K2oxzwx2qORLNJIQYYwcs2Mc4B6DknA6muZbVJPF9jearGiCO4nLQFiWyqKqLuHqwQ57ZY9gDXJ/EHxnq/iLXLLw/psDQeHdIuFSa6R+L51bcWAx/qwQMDvtDHnAHTeFbqLR9Hht442aLy3ijVwfVjuORzlsnI9O1bKDik+rMpWsbVn8sssjQxJDgETQpwDzwMY4AqbULK0bVIJbiRkRA0m5R8xXGNuCcZJ4+grkrjxA9jCib8AARMBn5PbHXA/wAK1vCHg/xr4+ZW0rS76a1PIunUpD0AHzt8uOnfNDjZXZK12H/FLUNL8P3ehpp109/JdQM1xGMAQuW2lPcgr1zznPeo9LvrO10248yGWS8O6SNlcKicE+hyzH8sda9r039lPVdUs7ODW9XWGXezxxWqGQBSRn5iQevfHf8AL0Lwv+xzoVraql601wQFwzSEK/1UYI596mnLmfLFNsqfKorofMeg6lcapeRvE5RYyrSBiNq9CevXkdD7c19yfs/6bc2ml6ldzwmNbsxOjFcb/lbn3OCKu6D+z34L0W2SL+yYplDByGHVgSck/ePbgnHA4r0iGGO3hSKJFiiQBVRBgKB0AFfWZfl9WFSNerpbp1PMq1YyXLEfRRRX1BxhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTZI1lQo6q6NwVYZBp1FAHF+Ivgx4I8VK/wDaPhnT5Gf7zxReUzfUpjP415lrv7FXgXUMtp8l5pjYwE3CSP8ALgn86+gaK4amBw1T4oL8vyNVVnHZnyXrf7GF9b2qppV1pd4FB/4+EeNyexBGcHPv3Nbfw3+CV74Oa5l17w4lzdM22O4t1SZdh5PyqSQck9u4r6ZorzamSYaezaNliZnj+l+H/DMN/MV0WztL7JJlFosTZ55Y4BHTpXWab4fiKhgzIGRV8pUwMD8fX0xXZkBuozSLGqtkKoPqBXD/AGDaX8TT0/4I3iG0ZthpCQ4d0XeOA3Vsdhn/AD1rSWNY/ujFOor6DDYOjhVaC179TmlNy3Ciiiu4gKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/9k=) | ASR 89/69 D01499 0314 Sandsten
Slibesten af grå sandsten. Sekundært tildannet bygningssten. Kubisk form. Grov behugning på undersiden. Vulst og platte på en kortside, de tre andre sider utildannet, oversiddende glatsleben med V-formet nedslibning i midten. Længde: 13,5 cm. Bredde: 12,3 cm. Tykkelse: 7,3 cm. |
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) | ASR 10M71D D02101 0314 Sandsten
1 flad stump sandsten af nærmest femkantet form. Den ene fladside bærer svage spor af riflet tilhugning. Største længde og bredde: 4,8 x 4,8 cm. Tykkelse: 1,4 cm. |
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Stangformet hvæssesten af lysegrå sandsten med rektangulært tværsnit. Stenen er nedslidt på midterpartiet og udviser delvis afglattede brudar i begge ender, hvoraf den ene har klumpagtig form.Største længde: 22,3 cm. Bredde: 1,8 - 2,7 cm. Tykkelse: 1,5 - 2,4 cm. |
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) | ASR 47/63D D00476 0314 Sandsten
Fragment af sandstensornament. 5,7x3,6 cm. |
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) | ASR 24/66 D00416 0314 Sandsten
En skive grå sandsten. uregelmæssig, tildannet cirkulær form. Mål: Diameter 5 cm., tykkelse 0,8 cm. Slibestriber på den ene side. |
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) | ASR M8682 8695 0314 Sandsten
Underdel af kværn af rød sandsten; slået i 4 stykker, hvoraf den ene med tud mangler. Kummeformet. Højde 19 cm., diameter 43 cm. |
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) | ASR M8682 8699 0314 Sandsten
Kværnsten af grå sandsten. Kummeformet; noget af kanten mangler. På randens yderside en firkantet knop, i midten en rektangulær fordybning. Mål: højde 12 cm., diameter 27,5 cm. |
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) | ASR M8682 8710 0314 Sandsten
Sandstensplade. Mål: 32 x 30 x 3 cm. |
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) | ASR M8682 8712 0314 Sandsten
Gesimssten af sandsten. Højde 8,5 cm., længde 13,5 cm., bredde 10 cm. |
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) | ASR 3 x04 0314 Sandsten
1 fragment af stangformet glittesten (L: 5,6 cm. Tværmål: 3 x 2 cm.), af finkornet sandsten. |
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) | ASR 13 x0436 0314 Sandsten
Rødlig sandsten(?) med flere parallelle riller på den ene side. 19x15x8 cm. Del af sandstenskiste eller låg, måske sekundært anvendt som slibesten på én side. |
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) | ASR 13 x0436 0314 Sandsten
Fragment af låg til sandstenskiste. Med hugspor og to parallelle, ophøjede lister. Mål 33x21x8 cm. |
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) | ASR 13 x0365 0314 Sandsten
Sandstensfragment med en ujævn fladere side og en side med indhugne parallelle riller. Del af sandstenskiste eller måske et låg fra samme. Største mål: 15 x 8 x 6 cm. |
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) | ASR 13 x0230 0314 Sandsten
Fragment af låg til sandstenskiste. Lignende ses i Danmarks Kirker, Ribe amt s. 533. Største mål: 23 x 15 x 10 cm. |
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) | ASR 13 x0546 0314 Sandsten
Led af vindeltrappe i sandsten. Største mål: 42 x 32 x32 cm. Fladehugget på fire sider. To trin. Rundstok/midtersøjle udhugget i den ene side. Bagside er let buet og med tydelige hugspor. Muligvis nederste del af trappe. |
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uzgNwTwRzjrUV34nGjXBtY3RXWQSmEEOGXaNze3Wm1GWkidVsfFXjLwDqHwv8SNZavp6hmJdJQu6KZQR8yt3HI46jIzVuC1trqNZUiVowoBwPm2445619iXVro/xMt7jStchi1HR5gwg2ph7aRQcMpHIOM+o4rxH4jfA+fwDbyX2mzJqmiqVBljIEkIyf8AWJ3H+0OOuazUXH0G9djzG18q3jvIpYhMzBUjuZJT+7x3AAGT25rmr7Q2bzpkYs6n5hkYxjnmt14zcX2xHUxKvCZXy29Tzz6dKh1SZUsZ9+yNRwQrff54H0zQ7dQMjR7eCZYpJ0SUkYTGMnI/Oim+HdJZPKvfMYOrHESnkZ7/AI0VUdhNn3/4mX7XcLN5ZwIyMqfb/E1ja7qCKzIQcFP9WASGz2H0J5r59/4aM1jxB4gstLsmt7KGaZfMjiG9ymRuyT0GM9BX0Xa2cfii1WCWeG2jZf3ErnDSsBzgdwOuK4oR5kdcnys4vSLRNWksbBb2KSOOdZpI5UOY8MCEXOOBwB161W8Vab++nFpDNZM4IZp5Pl+XpjnHPP4irt34C8RaF4ojENtb39gy/ejkG5lHPRjyQcHj8K6mZJNb05CZVt5U5wQPkAHJPI5+tVKF4tdRRlaVzyy3vI7P7HaalZR3gEADyTPgbAd2BgdDg9fWqV5qVleapeSJEI42lxBa25G2JMHn+XHfmu1vvBcRwoWM7U2eZMAGkUnjIAwP5/pXOaXpttDql0rFoFf92+wcMBnByex459682UpbNHYlHdM43X7ZdQsbeGfEVvHv+z3O0llLY3KQByD/AFrl9ehTwjZWa2sTNcW8hYLHD8pUYDLJ68E47113iDOpXj2rXMnkwkRoQTgNkHJHpn271ZkkumtZY5AvnxoNkjZ27j/Efbgfgaw5nJ69DV7aFDQ47TVNZSG5DC1liacYLKDgDbj04798V002m/2JY3NuF33ToHMa4KleDwc85Hr6VkaLpa6k29oBBJCu5DCxYZHcE8n16Y5xWpoanULi9k1O/wDIvYjtj+0fLvHQfNnjk9+wrWCTjypamcm73bOg+FdrPcajA5s23Qu7GRieRjoxz0zmu1WG+OtC5e3W3jb5RHC2ZQu7+HIH1/xrN8EWty1jHYbY7f7EFlaQSEpKrDchHHzAnqAa7m000paiO6fcnLAxybgwHrxkHPbOOK9ejBxjY86pLmlcvW91Jp8cMASRjsSJJwoPQEYOT3wee1XnvIpXlgZY/OiVWZ05VgRnGe5rloNYa6hDJBcW+07SzduCAe2f1p39vbPtQukXarBo/LO/5cD7w45yTjntXSZCw2KeTfNuu7i3b51i3ZMWepXJzjjgA/QVPpGpPpqm3ktpJ0I/i5+Ujk5/CpfDfiSzvtL+0W0TTuWaK5ZnUNbgKSMqeDz29zzVGzsVu53eLT/KuB+5x820qOQc9sk4wfQ1SuiXqWtQ1Jb+zE6IRBG2wOrkDcCeB/gawLrXJYZpwrtPKqh5Y3YAkHjI555z05qhqFulranyv3Q8/wA5kVSU3chj0PzYGBxWhpvgRPE+rRzXrgWBYmOFnLNIo6EnIwDx7/zouMpXniKRdNuYGsY1hY74mbhd2fvAEcjIHcVz6/ab+TLW8fkSMYo5o2LOw54wB8vvyR7cV7hrvhPTJtHtrBLSOKCAcAZwFBxgcnHNV7DwnaQxzBIlghYDb5RwRkZ+XvSA858HaHJo8ZW7kxJD8iP5eCcliQef5etdla6ZpuoafKrokiEOskL4dZFIwcg9uf51i6rvs9WaBSqWzcs/XaRx/Mj86dukgntoIxHFBJuDMFADA9yeoHHX6U+mo99j5j+OHw50z4aX0d1pytbaLeOVhjUsVifGdoYE/KRkjPvXnXmWF3ZeStynlzKSfMfPPpzX2h4u0C18beFLrTXe1vzLC0MSSKBzg7SPccEHg/nXxNqfgWDS9QliuVkgKu0bqzfdYHGOfoaxldaDt1Mi31QeH2eymkjk8tsxyL8wdeeMjoeaKp69orW80LQLApUGRMHOVGOenPWio5nHQqx6J8FdCOk+F7fzrOFLy7u8PcPFiRVJAUF89OCce9fV3hbxXpOladp+k6tGpukkEcMyqrESMQMAkfKWOK8lu4ra8t7fTbOF0uUniaW4dgRLlx8wH8PQY/GulmtbrR9dsLuP57jz/MkCDhVUdjjgnJz7fSl8FrF/Fue5+KJIvsKLbXMa3YBXAA/d9OTjvg5HSqsKBZBsXbFIoDh42BOB94n1/wATWHba1Hql9OwsGmSJF5wckYHK/jkcj0Pet12iVcXN28rPIJAuAmz5SOAOjAd/etTMrz6LAGVZF8/zFOUjPyn3Yjp+NcpqXhnTbeHfaRzMrAlmaRgwB7HbjIz6murXVLKEecNRkhRjsJZgeRuLfN+NcbcXlyPNtioTcSR5Z4IycH6VDpxe6KUpLqYtn8NdFs8STeZuncMyNMykZwM4z1+prL1TwrDpesP5VwrCOLzNszD7vorfxY/P866EQz28cZ8wS/eYLIMqp+v5/nS2dnBerO2pxrIASsSk/dVsEkY7ZFZSoQkrJFxqyT1ZwuoyRw2v7oxOrKw2QjaynoCK5bStPSTWo9Q1S0F3YiTy2jYkkjHsc/n6V6PJ8PbPUri9S0nIvsbbVC+FYDkhge2OhrQ0L4JXV7r9pHfPMNOjQPN5OFVuOBuzz3H0rmjQlF2sbSqpq56DZ6PZ6boMEWjQm001EEkNvEmPlPI9z1psUF0qyMY5Iy3PmHqtdddW8OjaWq2saLFCqxrGTgBcjjnrxXMX+rRX1uZbd2iKyfdCAA9iPyHevW0S0PP1b1M6a4udqwqBI24NgttOD+B9KuaNayXEayC32bspKshzjnjpisb+24tQvEt5IxbJgN+6U4VhkZJrpk0/UbezXyAWjQcYzgj3wM9KEPYuw+H7SfTZi0bm5hY/u1YoWBPQkEZzgcehrkprXUba5vZ7a7WBnKbJyDvlwCAj5HJBxhs/xHIrtNMa5utsZGZFOGAyAFx+uP6VcurFrG32v5bKcskZUbl7DB4xxnv3pBfuc9awW89j592qrfkK9zHEQSzcHlSeM5+vHNT6D4q0zWpbmztLy3jntHMckZU5UHG2tC6jhlWG4smWYqpKRkqp6dP58d+K8f1bRdR0Xxxb6/Yy+VbXwZbmFlAUZxlTzznj6Yo2HufQyTR2NqxLys3VWzuLe4Ue/wDOqotXuI3d5HMmSSsY5Uc9c5/ya4Ob4gQ2cc8v2hIvLiEQg3Zj3AcH61naZ4s1Ozv4Yortbk/8tmcgckjpwf0wKrmRNiLVbWLVN0TXckEkkhClyN3UknHGAOPWtTwraXtrpM0V7FBfLu2R3G4glTkYPXH+JFVrrUo7uZo7mGOZCR800almIx3PIz7Vf0fXotT2wpC9jJnBtHcOmBnGGA5z/WpuWStoSpzGo3DcVCyAnd+P8/fvXzP8dPDUejeMDLCFkkvYfOZAduGGd3HvgGvpe81eODVFhNx8+0+UUYBUGcbfpxXg37Rnk3jeHryyKTWCPPCsu/5tw25Ge5pMep8867k6XMs0aq2MEEdPpRV28szfRSRsTtY/Msh5X/OaKzcW2CaR9Z3Gl2ekafEgsTb3McqkSEk7/mAzj8unpVTwf/aFx4mkPm20saruEgj+8nTpzg9vxIrS8UagHkjt0gmeLDPHJzswFyQOT+VY3wK1MT69f2Bj3pKpZCw+UMCeMn6kfgKyT2RpvqewR6fY3GlsmnsiPBEDMiBkJPJI/wA+lefeNJruC604WCXM0wlB3KAyY6YbuAOuc12+o3TWMnmJJHERuQruw3HfIOOD2IrzrT/F6a14gv7MRLJbW4zNqBZURTkdM8tyR06Z96qS10Yosi1rRdT0vzmF3amO8dmbYrgFRkscDjPB6fnWr4ft4vE3h6O806e2ktWO2JFYoeBnHTj0xXb6L4MRYpL+bzbyWFx5EzL8q54LKvQZzjI9DXGWvg9LG91CLTGmj0u4nA+zGRlEfc4OeMEkD0rSMWlqQ5J6FW6kFi0NvMgaUk7pI2zt474P4c1JHJFeXARiwVgcN22jnj15/nWnpfhG10i3uYbtbi+h+9bB2LvuxhgS3X+Hv6+lQWmjpqCyOkb2xKHKkAY4547HjPvRdIdjpNF0TS7e3eUrFLMqbjdE42Eg8AHgfl3q7omrxT6lMljsvYo1RGG4FkfaeGwPXvmsBtOZ9NggjmaUSybTPtBCAY3NgA5GOQCfbNatu2jWdw50hliFwCmPNAMrqDtYNgE9+/cYpknRaeuo3jMb5rXfHIyKqnCiMjnkE+45qndeFzZ2t0YY96SEt5bHjPt6/wD1qrtcNYPE3mR21mFbO2Uq24YySvoT396sah4ot2tfPZJPssAxJ9nGSOMgqCOeoGR0q1JENM5jT/DAt7hJZLhUcqzlFXDMDn5cHqeK7HSbho7GOC3YrbLCZfMlQqwbPRgR29e1c3DYzzQm5vf30UtuGVgoJ2k5A9eB/M1oR7UWLT44GtXkceVNO4TzMAHAyeWwD9R1oTBogvNaePckBa6uYS0bHYWUAD1/pmqMnihY7ONLi6WRmJJBbDLx/Dwc810cbW0C3cdxpl6Ls7iiugCEcgOCpzg/TivPr6CbTboeTCoaBQh2ucAdSD0yOMf55Ww7XNZNai0yGV4rl2d1KqjDLJx3bt0FZVrrC6/I0V+Zo1hbazS8qynB69hkfpUPk3jawHudOG2WPDbiSF+oH0Ax9ata54avLrxFcRWtvvd4RuCyuwR2UjcVI+XI5HoRRfqOxbn8G2clnHJZpGkW4srsCS2eoBHbg9xjin2+ippml/akjjJU5COPm/3VI5zijUNUn0uy0yCeFrKztQEcIys0pVSSAevOSfXg1V1Y2HiGdVSAzRllmAYB0B5APtwTzUOSvoV6lbUtQg02+ie3hCPcKpYSZyoIySd2MDP8jXYQ2JEEctpcSAkEBkGduVGCMg46H9K5eHw/Lq0/k29juhVPLhm25jjGQQBz27cdMetdDZWN7otvd2TuqM6HyJVUlVPTJ/izj0x1NOPM2J2RzXiLTb7TdPgENnNGZBtH2hhIZtzZGcnjBzx2rw747a1da02l2E1q1rawmV1HH38Kp+vT9a+ivFN82mz2cFxKixzCPzHmBJT5uq5PB5OeuOOleA/H230tfEmmQQbgGgactncPmYYIHqdrH8aHuFzxKa1nhupCt7vTaMQsAMc9SevrRWm1jHHcNcRLGZWOfMPXjP6f/Xoq1Ek+gdS8faPr2rTJpglZIULPIw2xnoMD3P4dK73Q9Lt/D2nXV5NZ+ZdyMZw1qVL7fzGcHPSvhz9nPxdqPiTx1ew38/mRSWbMiMMIGDr0A6nn9a+w7zVtT1Se3GlW6tawoPNt3cIzcAryB8vA5+tc8X3NWSeKvF2ma/p6z2xvrWBNv2m3KF/KJBwCR1J44zx6Vzi2emWtjew/bIV+3KGgDn5HYkDkqO+BwfQGl8d3V7fQ2zRaiunEsTcqr5ccAKAR94cHqO/tWTp82nWrfZLeLD243bpo23Ecc8qP8isJNuRopRSPRPDWveJrO6swlxFJppjS1jhS2aSNAM5Oc7h/CO/INbWo+LI9F1Ce4meP7MsYZ28nbg4BBA3dfqK4GXxxBp6r/pci3TNiNVcFc8Y6dCc9+tR6l8RtPutQig1ixmurqNcS5JAdTng4HT2xWinpZmTtfQ9HuNesvFlm0NrPJbeYu4l024OCevTp6+lT+GbjTL3TYfJum35YvebMYVSQvBPGcA/jXmUPxB8JTyoZhLplqx/d7Xd8nA4IxgduMdqvXFzoWqPDMviC4uIoxtymFUEA7cAKQT83Wq50I9Jsbm1VoFmMrKrYVxcAx5z0cDgfy5rXLW/2cSQSC/sfOk3MXKFCCc4PHGa8bupLDw/fxk3OqTXBfdHDIu23YHpubbtI5x/Sust/E2qxTSefYT3tnKu6OWzjZGBB5BB9PTj601K+gNHSX1jcaxpu+C1WO7uEZf8ASHMnltkjrjGOB+f41DptjH4QsUlu7lLl5AD8j7ydnHToPw4zXH6l4l1SwjLWU014hTzHCkMyg4xwO3PX2rD03wz/AGlGt/HJqMNzGqxiOe5Z3GegxycD0yBVaMVz1C4vHvraC5hiju4ZG3mNiMZ4AOOzDj+Vaceo2YslvZYmnj2hlYqNseOwA7jJ461i+FNWj0DT1tmt5pA4YLI21iGz1wcZ5OPwFY/jbXNPe3ghiivtOvPMWT7QsQkRTkHJHX8ueBV20JvqdtbWryXQBlk+zOuWjfJCMffPXkdahvNGvtFtCyWcGr3CoCrTZMsjDGAGIIHT09PSsO08aaf5dvFbXE1zcSbYpmiDsS2TlipXIHTOAR/OtabxtDFZyJLJG0duoO5GJJI4OMdV9KrSItWyCTxdBp9x9oj05yyhFuYrUIzpkk8j0BHfHANQzfFLw/FeKpu7mGOTP74xGRVI65zwAOcn0FZW3Tmu7/VZFjbUZ4xF5zMceWCSvqMAn2zXLafBBMyWV8n2h7ddgLFT5h4+bpuxg9PfvWbqWehVu56bNpXhrxNZzvJdJPGzYdLOQ7VbqCGHToT2NZcOm6T4WsCNOe91CFvkCsS5U9u/TiuX8OzQ2fihbCFjBZxbpJViAAwx4HOTwev1NdFqnhWy03UrcwXvl2vlkOSdxYlgQAc4xjdx/KnfmVwJofGwyA8f2VWcosZx5gxwdy8FhkHp7VbfU4dYkQ29yt3e2o3pFHlNzEEcDr/hzzWjp3gzT7qdZZGjuFVdwAAQ47cg81z+qaPp9vfPZ2MkltcZ81biP/XHHGz8PT3GKeoaXKdxp7WtjKl1eifUmvRchJ1/doq4/dp2GT1OevWvBP2iL8R+I9Ft1lBMdo2+Bfdsgn0/iwM969/1O7fTNLmSeSV2UqQZBguf4UUYySM/X1618cfFTS9S8UfEi6bVXkt5oQsSx42kKq4Xj8zU9UNWKcV80cwONqYJ3YBGAfSiuT/sbWdJ86ayuZJo0JUq/XANFPnHynb/AAb/AGbvEXgfxFHrmu3sFjPBbs62EWZXYMvAZh8q468E9K9p028F9Asr3n9m36r5Rbe6CQION2Oozkde9eqa8UvrOf7KFeMqw81cEZHYnvyOgzXn3hvwTa+JlSbU4f8AQV+UyK38RbAA7+meOK548zLlaNjy7x/4ia61gWcup28bQAKFhk+TJ9+T9cmm6P4piivLa8jmjMEaCNoZJt3mHaQDg444r03x58GPDUmm6hcWvlaJdo5eBrmYrHNt4wwYnGcj5h09K8GbQZbj7X/pEMc0a5VI2yJD0K8dDx+NcNVThK5cWpI6GTx0l3cTrMyKGAGEQtgDP8R6Z56ZrJuLqyvLvdFfRoWHmMzuBj8cZ61VbwpPZxxyzoftDgFj5wOAQMAjOQayprcwxRLM8KYyxOMtj0PP1/Wudym3qO9uh1Fs9jJNuk1CIzfM3mlyc8EZJ5z0qpeappq9LqSXdgkQx9CP0NR6VpOnzwI6vDDxtkkmYhWznBGevSuvs/B+nXFsGa4j+1x8/u8NHtz1yBkd6EpPYOZFGH4k6hYtbrHrmqCHaDHGy4GPbk4r0/wL8bbOO4W0Zbq5nl+ZsMTluueWOMCvP/7FVrpNtzDOFTYWm2xhR2yAOvp+Fc6t9JLeMkM8MUgJJlUIX4z6de3Q1spVKb1JtGR9K2fi61tfNa20pVmlVBOVjVM4Pcnnpitrw38QoY9WVLnS0giYNmeMAsvHAAHavJfCfjSybT0juMXF+YwJCrbjjOMD5u47VptrjXCo40+SCeEHccNyOPbknP6V3xqPe5k4o9B1Dx80GrG40ezkKuf3hunUqeRwFxwfxPWrereMbHVYU3xLE5GWWS2ZhnGT8wGR3/OuJ0/xSi+SP7OLyA8eZIo6Dgbd34/hV6zuluLyLzbdYpxkEs4549Bz3rSM2JxRtWvh+K8YSpFF+9zn5iEI7feAOOOwpP7JOlXEq2k58rusg3RFjznHc+9aun6suqJA9rZSAxNlZZpOOnIwVyB79eK3NWzq1kIpEtLNlH7xmQPkYxjnGMV0dDLZnKa9qkWlzRJrNgbmzk4eW1fKxhgMbvY5+lZWrWehy+Zd28VxeKQSPMwwOckKuM/kOtaXiDTLWbQW0+41OzM0aZi27fMODkA4HH5VzWm3F1orPNOXht2GA0jFnHsefrxgVnpfY0Xcs2vgh2muJEt40gvEDOGWQt0+6xyCDz0q/aWsOjlkZUAaPy1jWVhx2XBJ6Y9aWa8t9RjIgk3uynY5bcXboQBnHHHXPWqt5Y6nO1vBa20dsqEeY0xXee/b0x15oXaw7GxFqWlSWrutxumlOA8WDt4HDKOQeT+XeueF9qlvPJDpRiW6mcKJ7t24XjPA5IxnrjnvVvxHpMUsca3F2ttIyqjZGVOO+D3zWTL56fZxeXZSGNxHFa2oDmVsE9VGScDqQAKbYr3NTxp4m09rnTXvZHn1FXVCsOFwu4bsDJwDxk+2K5/4reDf+E20sarDbhdYtgVZvu/aEzx9D3H4+tdV4f8ADMEiwKsfmXK+WzeZ/Ao5x+mPb2rr9V077NZmaAhpVx1GB171zuWt0bRjpZnxPBCkkkxUKuCGcMQCvv8Ayort/ipo8Wja5NfWsRSJsm6ijThHz1Bx3OOKK6ItSVzKUWnY+h7y6nv7y4trNIxBDlJbuX5gWx91VHUjuTxXn3iDStSsmS1hvjHBuLo32ceUzHk5wcg+mTivRdH8qGTUdPZ1We3naUrjB2SEupx+JH4VzfiK6i083DZ80uOIsd+ufauNS5WbuN9DyrUrfUXuXjvLsWk2wkO1uFPv/Ec+tYVxp9hYxvcwtcX1xtCbbeMcH1xxXfXlo+oWq3Hy29yi5DxxKSF7rlsng+/euV1S7MMyrdXWosuPmBuGw3H1xWvLF62uK0VuypceEYbtR5kV9MjHd5ywPknAGO3p607/AIRWPTbOX7Dp8t1LtZlSa2CtuxkYZt3fjn1rOvNN068uC6MCrdFkJbB/Oup0vw3pMcMcsaKHcDco5G72NLlX8ovcPMtG+1a3JI0lgNPh/h3sMlh1Awort/D8ceo7xJbSl41ztWYhGx14BwecdquXWhT2+sqsUcZt/wDWMrKWZ+eQPTmunt/strp4+zwl5pGKtD5QV0wrDI7H5iOPbr2rCNNxe5le5zWqS2NjYB1sfP8APLEtFbK4RQR97IyP/rVy+pa3p+h6SJ0AeeSQCBlQREDjOSoBwK9gj0i4sdLhjaFJWPPkpyx929Kr+IPCdnrOkwm7sYpFR9wCgKUPTJ9+aqcX0Etz5su/Eut3U1ww1S6k2gkbbhiqqCDwp7VoQ65rVxaxW819eW/lgLttw+Xyc5bt3H5dK9p074cWS2u+HSfMjX78sKFiOnXtipdW8O2EUihLSOEbdnly4ZiR1Ocf0rj9hNauRrzK545aXGt28f7i41CZXy0a3EzYXsDx+NbGk674rt9Wtpnu4RDCwLC6g3BMkcnaM4H0PWvSbnTTHpk0cCwhBwqH7oI54xj9Kw7TS521q0sj5IaYglpmwiDBxxnqeB171pGjLdSL5422On8CfHbxPHcNa6p4eh1VHZvLurMmJlUL3XBBHTuOD3rY0vVdc8QXe3UnFzC3IhYg7fmxnHQVt6f4Ys7ezgJkW7xlGRUCMzf7IHbjrnpVnVNLvNBuv7QsVilR1ERhUcgkjqenHH+NejFSikpO5jLleqREdLaOFDaN+8z91FyueOmK4XxPrd/ZTIDJJKqkhoigIb1PQ4x+GK72TW1TSZUnie2mj/5eNoCsvOSCBgAV5xHZX+oeKIdQMu2yRMQRoSU2nBLNx1OKJS6IR6H4N2wWkl1KUlIO1YvMBI9CG9CF7dyfwk1rxvaadqW0W24opiUyAqB0Bx6/gfSquteJNN8PWYubyUWcawgNax/OshwD8vAzivJtW16TxpdxagjTGwnkKiGR/nZVB4f/AOJBx0olKysmCTPQLnUV1aaGeQxtfSlf3EOGJjXorYJO3kZNdTpC2+nagHnhdxGqqF4Cb8sCQg6EDb8x/vV5D4X8PQWeqRHTLdsyKSm9WfaF5LDH3jzjGfSvVorOWG3+xTzebNICu5zgkdMgDp0x+QpJtK7KitbGf9qubTUJrp1MMU0paN4zkhT0UMO2OxqQHxL4u1VJrTU5baCxiZ3to1QecSMLn3B5rd0zw7D9pmt9o+zzDagbP5ZJ6g98c0+x8N6no9/5lqRF5bYHIHmKfb8vxqVFX1NOZnEyWN1Do+pxainmx3EWyJbkb+TneC559ODyCM0V6jri2d7ZiX5I9qt5zMPk6DOT29aKb91gnfU4WSKW78WSzGbyy1sVcgEBxv4B56jB/OrF15CqVMLOc4UkdT61bWx3JJNGplm8wHjngcY/U/nUF1lo5BuERHyrtIxk+ue/SuVvsaIxYbiCHUFjkDSW0j7XYOFIz/8Arr0W++G/glriSK8smuCu3AE8jE5GQfkX0IP415P4i0+8tZI7qFlmiCOHt1Q75Dxgj6c/WvVPhT43i8QaLDEWke6sFCvC3mb2hJAP7teSwOMZHAr0svnBz5JrV7HNXTtdG3pvwH8DRzCUeH4NynnfLM382xXmnxi+HcPg/wARWl7pK/Y9KvBgICdkUqjoPYjn8DX0haKnkJLGjRhwG2upVuR3B71j+OvDsXi/w3daa5RZmG+Fmx8sg+6f6fQmvfrUI1KbjFanBCTjK7PmS3CQ2puJGF5cg4j2oNw/P6VNZ+I7fSbOJNUTeFTd5ewlmYYLHH4j8+TVqy8Km3uGW5GySMkMuD8rdKZb2fhexuJn1S7MBRtwleQF1HXAznA718vyu+p6N9NDJvvEFnqCtewNHb3ErDbDEd5CEEANkgB8DPHrWtFdm0tYHtpHkWZM7bhNp69Rg/r9K2EvPAkkjPFqOliEYKtLOgIAH+0fapR4z8ERs4tdShviAMiJVbA6YDDFO3dmVn2INHtdSuLGdktrpInUOXwVV1A5wQcEY9azr7Wl+zLBdRIEUciTHQn8Sf6V1lr8StBERZNUS3EC5KyD8fWqN9ceFNcjjlivLe3eYlkkWTavPPHOB+feny9mOxxuqabNLi3jsZclMhApynbGMVS/4RG70jWLZvEMFxb2SMSCUDITj5ctngf1716Ja38llfXEkMvmxzNtaOR2ZDjvnHy/UdeMez9Wv4NUupVtb6Fbt49hzPnjkfMDkgYz/wDWoskNJnH/APCRr9qj8q1aGByT5jZEpU92GT+Fbel+J7+PCKguBywedG7npx0x0rH1jxBD4atDbpZQaxcqqv5UaKRuGMlmAGMkZwM/hVbwf8SLufeNb0yGwZV3II0JDHjI5Hckn2oTV7F2drnZSas0kc8UukreCdDnaWI2H7y8jB69OOBXIa1p8mkwfZLC3uI+BOghJZVcHJBBzuByBgVuSfFKL+0GW102R7NflEsRAJ687T16nqfwrHvfHOra07wxabawR4/dtPkvjrkqMD8P507xFysXxNqnhvxBaLK+nSXtyo8qFY485YDoAelcvY3Q84WlvpcxuppChYYWKFTjA4U+5PHetXVPBetXmdQmmMm0hzGmQApxxjnH4Vb0XSLnT5rOBh50TH90kaEFVUdSR/Wpum72Ks7WO00ewtdLjk+xLJZMzEqNoyD7AVPo/h2G1e3l3Szqv+s8xssxDEgknk85ottHlM2biZY2UDAzjL446dsfjUC+J2sY7y3ii3XcAYhpsqrsBuIUAZPUHHuKXNfcdrbHS39xBpMT3XmxxW65y0j4WNfdjWf4X8aaX42up7XSbg3V1ArSRAq0ay444J69uteeeK9H8T+JvDO/ULaRLee5HmWagDCHlWOOcde/Wt/4RTN4Tt0tp7JLS5iXy/OkYbpVZuDz37VPMVykurTXepGSPUI54DGSPIkXaoI74HFFM+JXijbqCQ2MjXqyttaGE7mRgAenoQR9MUVrGV1qRJWZvOq6JYwhWjU48uR5H/iPQ4rB1J7PS5Jbma82SsSMREMSAOOK8i+MnxwTwpZQQvYyXqTuXiBUIm5CGyzHnIyCOK+bNc+MPiDxb5qNdNZ27ni3tiVB+pzk/wAq4FFy1Nz6Z8b/ABr8O+GIZLf7aZbhjkxKweX2GB938cV5Na/tWa34f8SW2p6RYRIsbfdu3LmUdCrYIwCOwrxSC0aSbcfmJP1robHwfc6hsZ4vLHq9axjyvmW4nse7P+3l47ZG+x6L4ftVY84t5XP6yVUH7Z/xZ1ZsQ3Gnwjt5Onpgfi2a5TwP8HL/AMTXawWFk11tPzzOMRr+de3+DfgFZaMzTa/DJevGuRb2/wAsQ+vdv0rs+sVn9pmXJBdDzZfiR8RPHmrKV1F0vJI8zJaIkYkbnLnjgn0GBxVRvBuu+Jtc06z1PU3kuLjcViYl2G0ZxxxnBNfQGp+H4dP8P3JsbVdKiwQWSILtIH0/L8aj8FfCmHWtPsNSupZLa+UhrZ7b5eBg53epHvis0uZ6icrLQ8u0v4aeG9PuG+2Xs7XURYBWzGN3PfFdd4HtdCedtPttvnBiTHu3M2OpzjrxXqWpeGl1TXJbcXV1JEir8wYFCwADZI75qHQvD1pp8soZUglUk7Y4gGb1yetTLV2Q49yta+FrNpMGDYTyzKvPPTnH9a1G8D6fKuXt1wMnoM9OntV+4sdsalV81h83zEnIHoK0dPszcbkJG5gTggjZ71my0clqHhXSbHT1maMmPeqkHqCSB0/HnFVF8P6db3zxfY/KEZ3JNtGNoHIPuCMYruJNP+ySGVpJLiRWYYwVGD0rk9as9QvL4GTaLdhgIFwDxyT39PrU2tsUVYNJsLiea3smzIHO8qPlC/72MCtzT/B1tJHKJkMqNyOwH9TVzS/DsFtp8Y8oIhk3MWGBu9vWumWOWz8hUi81X43NgbeDz/8AWA71pYjmOCk8A2rX1zFEnlvIN8a7sDpzt/HJrN1jw7dR2sa2+3z4VAdZSQWAxnoDmur8e/Efwr4Bskm1nVIrKTlsNz07D/DrXyX8V/23J793svCVn5EH3TfXaAnjuq9Tz64+hrS6SsRZvU+mL3xppfg/QHvtWvobK3hXDhmCb2A6DcRXzR4+/bE0ix1Bx4Z0pryVmw11MxWKMeqr1Y/XH418v+JvG2s+MNQa71m/uL+Y5KtM2VUeigcKPYCsGSZmcbBk+opasei0P0p+BPjaD4jaC0eoyq/iBQ01rcbtqzoRnAA4BA/zxXdXemx6TY775on1GQs6SyonynAG3PUYGBxzxX5//AD4kX+h6zaWEEckl3FMHtNgZmJzymB16n69K+6p9Fk+I2i2MuueZp3AZ4kfBVjywGc9eKjll0Li11K0PjjVry3l0uSTfdwOoklSIZeMk/KBzkc8H61r6fpd55Mz3kkNtDsP74gNLKcDk9lwPr+FS6Z4HTQdHkGmWghWLEayyNvkIPqxye44qyt9cKsqXkIdY22kBDg8dP1rWMY9ROUhNFtYtNt2UJEJY0Em8EHzD/vd+g/SioWtb/UrxYlhj07SYYxk872P069f50Vtyox5mtj5v+MWhx+K/Cd5YRhpLiIfarVwMneucj8RkflXzFpOkTXE8NvDC8ksjbQEUsck8cCvvjwr8GNRvI0bxBeCxAIYW1mQ8gHOQW+6M8evSvQfA3wn8K/D9nbRNJgt53OWuGG+Y/8AAzyB7D1rkjGysbyavdHyt8Of2XfEmoJDNdQjTLaTk3F6D5mPaMc/nivozwj8AfCfhWBJJ7V9avDgedecpuPog4x9c16XmKdvM6FeMdO/8qkEsa/6whUxnB7Dnn8arRbC1e5iReH7LT0D22Ldo8J8oyAOmOO3FRziaHUoZktFfA8sswDHGc/hn+la4hX7VuRQscmdz5yTgcenbNOVoo5NqndtYh+eQcZwPXqKXNYVjJ17+z7vSrmO6giKSjZ8oHpgD69Ky/C99b6Zoa2CPK93DP5EMbDGVOMDgYwM+ua09T020ayULIqqZfNHOCW+tR+HdP05I0uA7yy7j80h5J9cVXtH1FyItWmnrbqi+Yx5JZnXBY55/DNX/wCz42E0kihF672/nmodV1610mOM3nlqZZCsKQ5d39OOMe/b3qhN4gj1qxuILFpFulTPlPkMCemewB9elZcyuaKLtc2GtYrFWJH7tUJMu/hemR9a5ObxpbKyw2+8Kj7DKwP3V9/ertxckeHbWGV2kuEjbzthBy/IOfXmsy10OxjtopGmXyliAdicEnuT7mpd+gbGvDqH23RpLoQsXxuXncM9OMfhUPhfGvJ59zbSQ30ShHZxtUerAZ6cd6808UfH7wx8MNyXGoxXPDEWcYy5boMAc4wB7V82/Eb9r3xJ4olmt9ChTRLSTjzFO6Uj+Q/X61a12JfmfXvxN+KfhTwLGJtV1iGJoT+7hU7pJMeg6n8BXy58U/24te1+Kax8K2o0u2zgX0wDTEdOF6D8c/QV836hfXOqXD3V5PLd3LnLyzOXZvqTTY7UyNwuRVk6dBdV1zVPE10bvVb+fULtuDLcOWP/ANYewqgYSyt6jjB6VpaXot7qF0sFtZT3EsrbY44kLFj0xwK9x8Afssz6pdWsvi/VE8PWcw8wW0RElwwHY/wp+OfpRzJdRas+frPRbjVLqG1tLeS5upjtSGBCzMfQAcmvoPwL+xL4o1HTP7V8QqujW4GVsAQbub29E/HJ9q+kPDfw+8KfDSJE8OJDBG4Hm3UcivdHHq57ewP4V1Nr44S40zbeXi+fuIhVv9YVzgZ/Tmo9rTWqaLVOT3Kvhn4ceE/h14ds7Xw7o0On3UqqrTkbrh2znEkuM45Pt6V2cSwXH2ceVIfmGRGNxH+0fauEXxVdTahFH9neO0jOUwpbnOCOnf8ArXRW+qf6Wk9pbtGgVcR7WBPr2x3H50SxFNL4196HGm+x2T6lG0bwxLIJEOFLIQjHAPGO34Vi2+oTQysXg3CRzkgZQeoz6dKZ/blvLesrW87fINrrA/JOcjp0+7RqGqqyLm1u7xsfKohcDnr/AA81yrF0YvWa+9GzpSa0RKs0VoqyWyB8x4LHHyAfwgenJorC+3TycW9hdAfdUiEjOO2aKf17DreovvH7GfY09bE4mhgivV04YLNIVU5OQMc8VjaXqF5cTJDLrE0at1lIhC/dz6/h+NFFfIZtjMRSxMoQm0rI9XCUac6XNJXZoxyGYwu+tyIzSPERuiGxRuwx9jtH51Q1CS8XT3a01U+etwYtkjxEtGCQHB4wO9FFeH9fxV7+0f3nSqNO691FaO6vWsJrm+1jM6yRiOC3liVimV3NznoCePaltrvzbO8u/wC0LhbhcGOF7qJTKSBu/h4x/SiitPrmJkm/aP7zX2NJu/KtyfU7JbyCURakMrCJVWWdX8yQhspxjGMDnn6UWNnb2flwPqOQsG/clyFAlzwmMHj/AGs/hRRWf1nES0dSX3kunDblX3FK8sbG8uNPfVtRWaHyWaVvPIaGT5cKMDkcn8qqWK6BZixuJb/7LI8ey78i7lYqFHyKhCjIz6gUUVrGtWlvUl95nKMeyJdK8QaFHDE13rNuP37rP/p0g2R/NtIBGSThcg+tUpNe8HXUEa6hrOnyYujuV7yTaIOeQM/e6UUVvepJu9SX3j5YKNuVHNy2vwfWS4ldfChne83LJMd26DIyWJ/j6+1P1LVPhDHa3SWdz4Rt5/OQ2zsqNiMbSwYZ5PBoorqjQcrN1JfeYNRX2UXE8YfC5p7+DTrzQt0wj+xrBbRyPFgfPn5vmzj04963rvxB4TZr/wCyrbxwzQKtuq2EZMD/ADZfOec8cUUV2U8vpy1c5ff6eRhKpy7RRn33i7QI5nkhURwvamBgtqgIk5/egYODz0qW4+JuhqiN9nlnAtfssimNUyxx+94j+916cUUV6H9k0JJXb+//AIBi8VPsvuL2m+MIr5reCKG5Lw2bQviTbvzgbz+7+8McYqpcfEI6bqVs7Wd6/kW727L9pOxg5B3MNn3gBwevNFFEMowzlZ3+8TxM+W5q2vjG7kutPmi0y6228LRpuuX2yKwHzMMfMRjg9qbb+I7+zitWh0+6kTTVJTdcM5l3HBDZbLEZ/KiitFk+E6p/eUsVVjqmV7fxvdzXNqIdNkH2QNJCZGcklshgfn5696fH4nvIVgWPTjBJau0sRO5uWzuxlueveiitP7Iwa+z+LM/rNR9TLbxPdaTDBBZ6TCzwStcx7VIEbtnJB5GefWiiireV4R7w/MPb1O5//9k=) | ASR 13 x0549 0314 Sandsten
Sandstenskvader. Største mål: 38 x 30 x 28 cm. Mulige tilhuggede flader på tre sider. Aflange hugspor på den ene flade. |
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) | ESM 0430 X0251 0314 Sandsten
Banke/glittesten. Spidsoval form. Længde 8,0 cm. Finkornet sandsten der bærer spor af stærk brug. |
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) | ASR 2391 x294 0314 Sandsten
Kiste af rød sandsten. 24 mindre fragmenter i kasse. |
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) | ASR 2391 x344 0314 Sandsten
Trappesten (680 x 430 x 100 mm) med en plan og tildannet overside, hvori der er hugget fuger eller riller. Undersiden er utildannet, og der er mørtelspor på to af siderne. |
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) | ASR 1216 x13 0314 Sandsten
Dobbeltprofileret sten. ½ rundstav på den ene side. Hulkehl og rundstav på den anden? H: 16 cm., l: 67 cm., b.: ca 25 cm. Muligvis karmsten fra vindue eller dør? |
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) | SJM 383 x135 0314 Sandsten
Shamansk "skiveskraber" af sandsten. Genstand af gulbrun sandsten med naturlig overlade og flækket underside, der har en anelse slibning. Stenen er afhugget rundt i kanten meget lig en form for retouche som på en traditionel flintskiveskraber. L: 16 cm., B: 15 cm., H: 6,5 cm. |
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) | ASR 13 x1275 0314 Sandsten
Sandstensfragment? Fra sandstenskiste (sarkofag) Profileret kant og udsmykket med rifling. Mål: 29x27x18 cm. |
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) | ASR 13 x1276 0314 Sandsten
Sandstensfragment. Låg fra sandstenskiste (sarkofag) eller gravsten? Profileret kant og udsmykning med stjerne/korsmotiv af glatte bånd og herimellem rifling. Mål: 47x34x14 cm. |
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) | ASR 13 x1098 0314 Sandsten
Rød sandsten. 34x25x11 cm. |
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) | ASR 13 x0899 0314 Sandsten
Gravstensfragment? af sandsten? Mål: 49x47 cm., tykkelse: 12 cm. Udsmykket på hele den ene side med zig-zag bånd. |
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) | ASR 13 x0839 0314 Sandsten
Gravstensfragment af sandsten eller kalksten? Mål: 43x35 cm., tykkelse: 9 cm. Udsmykket på den ene side med udhuggede zig-zag bånd. Delvist slidt af, brugt som trappesten i SØst lige proc. omgang |
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) | ASR 13 x0865 0314 Sandsten
gravstensfragment eller kistefragment af rød sandsten. 23x22, tykkelse: 11 cm. |
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) | SJM 629 x26 0314 Sandsten
Gravsten af cement og marmor. Mål: 61x34x5 cm., Med indskriften: "Trabers og Friis' Familiegravsted".
Sandsynligvis sat ved ægteparret Dorthe Hedvig (død 1920) og Hans Friis (1853-1936). Hans Friis var håndværker og byggede det nuværende hus på Skolevej 34. Dorthe Hedvigs far, sadelmager Josep Trabers (1824-1890), var schweizer og gift med Frederikke Christine Hedvig fra Husum (født 1827). De havde senest 1855 slået sig ned i Tjæreborg i det ældre hus på Skolevej 34. |
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) | ASR 1216 x24 0314 Sandsten
Sandstensbase. 54x43x22 cm. |
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) | ASR 1165 X123 0314 Sandsten
En stump sandsten. 40x60mmx18mm |
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) | ASR 1438 x026 0314 Sandsten
Ildskørnet sandsten |
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) | ASR 1070 x023 0314 Sandsten
Cirkulær sten af bjergart, sandsten?. Tildannet? Funktion? |
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) | ASR 1165 X098 0314 Sandsten
Et stykke glimmerholdig sandsten |
![](data:image/jpeg;base64,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) | ASR 5M74D D04868 0314 Sandsten
1 presseblikform ? af sandsten. Støbeform ? |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05608 0314 Sandsten
1 fragment af porøs sandsten. |
![](/grafik/intetbillede.jpg) | ASR 5M74D D05671 0314 Sandsten
1 stk. porøst sandsten med en smule slagge fastsmeltet. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D06611 0314 Sandsten
1 sandstensfragment af krum pølseagtig form med glat, omtrent plan underside og en glat, krum sidekant. Total længde 10,2 cm. Bredde 3,8 cm. Tykkelse 3 cm. |
![](/grafik/intetbillede.jpg) | ASR 6M73 D07695a 0314 Sandsten
1 sandstensfragment med svag nedhuling på den ene sideflade. Længde: 3 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D09281 0314 Sandsten
1 afslag af kogesten af sandsten. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10527 0314 Sandsten
1 fragment af blød, smuldrende, finkornet sandsten af lysgrå farve. På den ene side af stenen en fordybning. St.mål : 4,3 x 3,5 x 2,2 cm. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10529 0314 Sandsten
4 fragmenter af hård, grå, finkornet sandsten, spaltende ud i flager. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10712 0314 Sandsten
2 afsprængte stykker grå, finkornet sandsten. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D10798 0314 Sandsten
2 samhørende stumper af finkornet, ret blød, lysgrå sandsten. |
![](/grafik/intetbillede.jpg) | ASR 4M75 D12106 0314 Sandsten
2 ildskørnede brudstykker af bjergart (sandsten). |
![](/grafik/intetbillede.jpg) | ASR 4M73E D13768 0314 Sandsten
1 hjørne sokkelsten af lys, gråbrunlig bremersandsten. Profilering fra oven: Plattevulst - Hulkehl - Platte. Profilkanterne er noget forhuggede. L.: 32,5 cm. Br.: 29,5 cm. Højde: 30,5 cm. |
![](/grafik/intetbillede.jpg) | ASR MD13777 D13777 0314 Sandsten
1 sokkelsten af sandsten. Beregnet til base for halvsøjle. Profileret omkring fremspringet fra oven: platte - vulst - platte - hulkehl - platte - vulst - platte. L.: 53 cm. Br.: 42 cm. H.: 22 cm. |
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) | ASR 1150 x024 0314 Sandsten
Fragment af flad sandsten (ca. 3/4 cm tyk). |
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) | ASR 1817 x31 0314 Sandsten
1 stykke sandsten, måske blot natur. |
![](/grafik/intetbillede.jpg) | ASR 565 x058 0314 Sandsten
Afslag af blød sandsten |
![](/grafik/intetbillede.jpg) | ASR 565 x075 0314 Sandsten
sandsten |
![](/grafik/intetbillede.jpg) | ASR 565 x133 0314 Sandsten
sandsten |
![](/grafik/intetbillede.jpg) | ASR 565 x139 0314 Sandsten
Sandsten |
![](/grafik/intetbillede.jpg) | ASR 565 x193 0314 Sandsten
Sandsten |
![](/grafik/intetbillede.jpg) | ASR 565 x238 0314 Sandsten
Sandsten |
![](/grafik/intetbillede.jpg) | ASR 565 x327 0314 Sandsten
Sandsten |
![](/grafik/intetbillede.jpg) | ASR 52/64D R21335 0314 Sandsten
Spillebrik af sandsten. d: 3,5 cm. |
![](/grafik/intetbillede.jpg) | ASR M0430 0445 0314 Sandsten
1 henimod 10 Tommer langt og 1 Tomme bredt Stykke Sandsten, hvis ene Ende er udskaaren i Form af et Slangehoved. |
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) | ASR 1200 x0028 0314 Sandsten
Fragment af sandstensplade eller flise? |
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) | ASR 1200 x0047 0314 Sandsten
Sandsten. |
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uPsK+KdQ1hnunuZ3eff1Y85Y59uvXNeRjK9v3cfmephKN/3khxzwCPmxy3BwP8AOffiq/zx5ZRvLddoz61aiWORkAYkE43c+gxmp/LYRkSMAvTPXB9K8i9j1PQzvOeTd8rCNj8244+pFOt7qzXz0kg89gMoyMSVORxz1pkkyySKoOASVXA5OOv6jrVKSPy5AcYk+XHcFfU+1BSNpboSMqFNjRqRuAIBPuao61JCtqvmSH942VOS2F7E/l/jTJNU+w2riaFJ5ZAcBgWAXsMd+w96qXN9HqD+XE3kiF8lVGD64A4Pr/k1K7lGnp1pNJawAzMyKCWLdMen8q3NJiZbeWKJwIpwUI/h5BBP/j3+c1ydnfOtqhiEjnzNgUAg45wTx3x6d634Lxn0+9uwqgQRE7ehB4GOPx/KlJO401a57r4L1VtY0HTrpm3tImCx/iwSufxxXs/heECFa8C+GMi/8IXo2CMLHj5enDGvfPCcu63Svq6fwR9D52p8cvU6yKvwI+JLW7658TWuGY+Zr1wV8oyZLec5HH3MZ67ufSv32h61+Bvi7UNMim8atqCrOZtanJhj1BoJd3nOQ3lFGVh05rZHJLY8UlbbwPxorp/FlxoT2Wj/ANjwxpMLdftZCyFvOwu7O87fvbiNoxgjPNFMyP6PqKWjmqAAKXbS0UANOFGW6UI4kzjn8DTqUfpSLF6UxmxSs1QSSUwGyNWZrOs2mg6XcX99KIbaBdzsf5D1Jq6zdT2r5W+OPj/VPEmpfZIUeDSYGxFtOVkP99vf0rhxOIjh43e72OrD0XWlZbI4b4rfES58d+Inup28uFci3t9w+RBxke/Jya4jyzJLHiNjuOeTtxjjIYH3pmor9o1MrIWRGG1mYBdwwTgHPt6VDa3Qj2IkJdmJx8xJRcnBI/A181JuTu92fQRXKrI12/0LBK84Hy54H/180wtJIzAk5c/MMH8f6/lUbTGRjJ5ZLdMhe4FNSYXFtLgmME437SGPGcA9utD2sNb3GxyedM7Igfy/mBHbrVW8tpJke4XcSnBQDAXnBP8AOliKxtO8ZjOV3Hc23PYjP1x1qnNqDyXEMaMrQPz+7y4PbI5/MmnHQbIr26luJpDGCQq53erY6f5HYVjTXhhmCRttdWOfmxng8gjryB+la8jQjLbxIyrteMcnPTnn8u9Y99BKVZwkjQq21hEcMGPGN2O5x+IrVb2M+hqafqjW/wBoI2soUyHHJJ+o/Ht3rUnu54PDM7GPyRdMpKH7yqqnuPUrnj14ribO4k0+UbImilK5O0ge3f65ras9VjksZraF5pp2jSaZGG4x4YgFSB0PPHXionGzRcZX3Ppf4awG18KaXGRyymQfRmLD9DXvPhQFYV+leDfC/Wotf0WwMahZIVWJ417YHB+hGK+iPDNi4t1JBWvpqdnCNtrHz9W/M7nQQNzX8+nia8RtL8YGUTyQyaxIVWOeNF3lm2sVKlmx7YHuK/oQjt/LUmv56bt4V8L67c3ltcXEUmqMP3bRIoYgkZYgv+AGDW6OWWx5o/zc9KK3/FupaPqFro0elQGJ4LNI7p3hWNnmx8xJUkMM5wcA4xnJyaKZmf0kilopaoAooooAKWkprNQMbI1VpGzT5WqGkMT8a8H+Jvwd1jdJPoCm9tGJY2qviRB1wAeGH059jXvFJxXLXw9PER5aiOijXnQd4M/O3xVoeq6fNcPd6bPbeTNtdLlDE6jOOARyCe+MVz7XgtpIrl5Ck2NqxAfO/Ydeh5Htx7V99ePfC1t4gh8u6to7mP8AuyLn8R6V89+Kv2ewqzy6NP5bNytrc4KA4xwwH8wfqK8argJw1hqj1qeOhLSeh460k4cOZRD5PzBlbO7Iz06+vv09sUJndJFSKN5DsypZsHIBGffp611ureCdX0EqL6xkYbctKUJjBGccg44yayD4egmuFuJHbeNuwqOePf8AzivO1g7SVjvTUtYu5lW0KtIs+JEGxg0JGAV56+vr+FVdasZI55Ft1IEv3nYn7uCRjH+efy3d5sdQgjuFKuAdr4yc9P6nrWD4is7xtSg+yqTbKhVhgFsk8Hp9eaqMtRSRRs9SNncI0jKkc24o0ig4Ifbj1yDtz/wI1tW8lsy4kdEVgpZ1IOepyfWud1Hw7dTN58zkSYUbCpAAH9Dzx+PetLcI7dYwrbF4ywAHHYenBH4AelVKSewoxaJdcsEt7MtAqsWOIs87h6L7ZA/nWn4W8OLI6xzu0MV6pjz/ABLlDg8dfb6fiHWOg32ranb2tpZtezOysI41yqoeoOM8Y4/GvZfC/wAD9d1j9/qsx0iKRQGVH3SYznCgE47jkj7x44ohRq1FaCuKVanTd5M0v2WvCE+k6XqV7eq2HnWFNy/xJuD4PddxwOOx6nNfV+mKohXaMDFeeWFjHp9pBbQDEUKhFz1wPX3rvtHb/R1+lfVU4ezgonzc5+0k5F64bbbyt6KT+lfzr3ksbeCNSuJLG3nL6iUWZrZ9yEpnImDAf8AIPrX9EOrSeVpV5J/dhdvyU1/OybqO38A3byWlvdeZqJQCXzxt/d8MCrBcj0OT7YrUykcJx24orQ1q8srx7NrO3a22W0ccwbGGlVcMwx2PXn3opEH9LVLX4oaL+0h8ULy8EEfxv8QHIYt5k8p2qIGkZuW7MNuOp61Lpv7UnxbuIXdPjPrGEihll3Et5e9trjn+5lc+u6tLCuj9qs0V+LNn+1t8YZIXeD4yX7CGOOSXfErFA0wjJOR23Bvxqw37YXxnaC5lh+MNzILeKWVttrDwElWNP4P49wIpBdH7OluKhkkr8aR+2h8bVhu3h+Lz3C2ySOT9htjnbtC/8s/4i2B9KnH7afxvV5GX4uRy20c4haf+zrQrzEZA3MXQkFfqKQ9D9iGOaSvx8h/bi+NrWqzr8WLcJvjjZm0qzKqXjZuf3PGNpH1FRL+3h8dzaidfijY+Vi3DM2kWXytKSCp/c9VCkn2oHdH7Dmkr8d1/b6+O6wrO3xM0xotyrltJs8ZMm3GfJ9Pm+lSn/goN8doLM3B+IGiyx/6RtLaXbfMYmUbRiMZLBgw9qQH6/XEKzLgise60NJQeK/J+T/gob8c7WJ5W8b+H5oV80LJ/ZsGJDGqMQpC8k7wBVof8FDvjeoVj4v8AC7RPOYFlfT4wpxGHLZx0GQv1IoA/TTUvDeMlRXLah4ZhZmM1pDMfV4wT+or87l/4KK/G7y7V5fEHhQR3AQq01goxuBJzgj7pGD6Gqs3/AAUM+M/kwzS6r4RCTJFInmWW3Idyh/i/hKkt6Ck433GpeZ976l8O9F1Jy02nKr/3oyyf+gkVlL8J9Cifd5MzHGPmlJ4r4Xl/4KFfF+FY2ku/BpEgZk3WjjIEvl5H7zkZyfoDRdf8FCvi1bx7n/4QlwIpZBm2l/eCNtvy/vRncc7fXBrF0Kb1cV9yNlWmtFJ/ifct58K9DvIhHLDIwHT5gD+eM1Da/CHwzaqqR6UrEdN0rnuSP4vUmvh+4/4KD/FezkeOSHwMWHQmCcbhsDhh++6EMAPU1bs/+Cg/xWt7qNJLTwCru6AedDcgANF5gb/X/dxxn1IpKhTjtBfcDrTe8n+J+j/hPwrBpcKCK3jhReiIuAK65YC3AGa/M22/4KVfFiGOESaV8PYi6QSbZI7tSFl6ZHn9hgn0BBrRh/4KbfFW1kMcuifD9ZF2gqwu1ILSFOnn9sbj7HNdC7GN0fpZb6bJIw4xXU6dCYYwDX5ct/wVC+KVn5qy6D4AWSLz90e66DZjcIVwZupJyPUA1fn/AOCpHxRspp4ZPD3gMywtIjKst1nKKCRgydycD1IIpDuj9L/Fkvk+F9YkzjbZzNn6Ia/ngkvIofh3PCVt55JNQICvdyb0+T74hGF7Y3nPXGK+7dZ/4KYfEzXLa90E6B4HjnvC+nsy3FxuBeEnIBf328/xcYr8+4fFd/b6PLpCmGSxkkaXypIEfa5G0spIyDjuORTFIwW4+tFdF4x8Uv4turGV7dbb7LarbAK5bozNxwMKN2AvYADJxmikSa9+bRPFUq2RZ7P7WVh8xdrbN+BkZODj3P1NWvDN1oEcNzHrX2qORpowpgjLfutkokBG9f4jEwHfbjjmiirJtoc8+1ThckeprsvD9x4VXwndRaqJU1WR5wJIhIW2+TmEEBgpXzQCQec7T0BFFFAjit2zO1ifp0rc0260ZfBeuRXZkOtvJC1n8zhcBvmwB8pOC+S3TjA5JBRQM5XdIqkDJ+ldHHdaD/wr25jlaT/hIjeL5aAvtMQUYY/wcZkHIz8wxxnJRQM5Ngz8DJGa2JILNPC1qUv0kv2uZS9n+8zEmxQGA27PmIOec8L70UUgMVm+QDJIBJA7dq6G/m0VvAumJBcSHXFuJDNAA+xVOcsSflyQIsBeeGyTwAUUxnNeYflBJYDp6Ct/X5NJl8N6B9iuGk1IJKl5Cwf91hwUwxO0g7nOFAx3yeaKKQjnmlZsBmJCjA9hmtrxLJpLR6UulTXMzLZRi5E75VJiMuqfKMAMWPfr1NFFAzG+aRhuOTgD5jk+ldF42XSf7Stf7HuTdW32OEM5ZywcLgq24DBAAHHHAIxnapRQBhoxkkUyuSOAWbJ4GB+grd8fHS/+EpvDo1x9qsPk2XG928w7F3N8wBGTnjnHTJxklFIDDhkWe8Q3EjbGkBkkJycE8mreuSRf21qDQXX2yI3MhjusnMq7jh+QDz15APsKKKALnhGW0k8S2s2pXLQRKzS+cZGX94FLJlgCQC4XJx3qncaet5rVxbaV5lzB5sn2fcMO8YJIJ99ozRRSAbdaTd2dp500QSPcqk71LDcu5crnIBHIJHOKKKKYH//Z) | ASR 1200 x0106 0314 Sandsten
Fragment af sandstensflise?. |
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) | ASR 1200 x0150 0314 Sandsten
To stykker sandsten? |
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) | ASR 1200 X0241 0314 Sandsten
Sandstenskvader? |
![](/grafik/intetbillede.jpg) | ASR 2 x11 0314 Sandsten
4 st. blød grå skifer |
![](/grafik/intetbillede.jpg) | ASR 2 x14 0314 Sandsten
14 stk. grå blød sandsten-skifer |
![](/grafik/intetbillede.jpg) | ASR 2 x18 0314 Sandsten
2 stk. grålig blød sandsten eller skifer. |
![](/grafik/intetbillede.jpg) | ASR 2 x19 0314 Sandsten
7 stk. blødt gråligt skifer eller sandsten. |
![](/grafik/intetbillede.jpg) | ASR 2 x28 0314 Sandsten
1 lille stk. gråt skifer-sandsten. |
![](/grafik/intetbillede.jpg) | ASR 2 x28 0314 Sandsten
3 stk. blød grålig skifer sandsten. |
![](/grafik/intetbillede.jpg) | ASR 2 x28 0314 Sandsten
1 stk. skifersandsten. |
![](/grafik/intetbillede.jpg) | ASR 2 x28 0314 Sandsten
9 stk. blød gråligt skifersandsten. |
![](/grafik/intetbillede.jpg) | ASR 2 x28 0314 Sandsten
11 stk. blød grålig sandstensskifer. |
![](/grafik/intetbillede.jpg) | ASR 2 x28 0314 Sandsten
3 stk. blød sandstenskifer. |
![](/grafik/intetbillede.jpg) | ASR 2 x28 0314 Sandsten
3 stk. hård sandstenskifer. |
![](/grafik/intetbillede.jpg) | ASR 2 x54 0314 Sandsten
8 stumper blød sandstenskifer. |
![](/grafik/intetbillede.jpg) | ASR 2 x54 0314 Sandsten
7 sandstenskifer. |
![](/grafik/intetbillede.jpg) | ASR 2 x54 0314 Sandsten
4 stk. blød sandstensskifer. |
![](/grafik/intetbillede.jpg) | ASR 3 x04 0314 Sandsten
3 små stk. sandsten, sansynligvis rester af hvæssesten. |
![](/grafik/intetbillede.jpg) | ASR 13 x0046 0314 Sandsten
Fragment af flise, gravflise ell. gravsten? 3,3 cm tyk. Rød sandsten med spor af et eller andet indhugget ses. |
![](/grafik/intetbillede.jpg) | ASR 13 x0403 0314 Sandsten
Sandstensfragment med hugspor. |
![](/grafik/intetbillede.jpg) | ASR 13 x0493 0314 Sandsten
Sandsten med sediment |
![](/grafik/intetbillede.jpg) | ASR 13 x0230 0314 Sandsten
Sandstenskvader, mål 24 x 19 x 40 cm med slibeslid på én side, og en del afsprængninger. Nok en genanvendt domkirkesten. |
![](/grafik/intetbillede.jpg) | ASR 13 x0493 0314 Sandsten
To små fragmenter af sandsten. |
![](/grafik/intetbillede.jpg) | ASR 13 x0471 0314 Sandsten
Hjørneafslag fra sandstenskvader |
![](/grafik/intetbillede.jpg) | ASR 2420 x001 0314 Sandsten
Stort fragment af gravsten/gravplade af brunrød sandsten. Omkring halvdelen af stenen bevaret. Største mål ca. 1,5 x 1,2 x 0,12 m. Roset i hvert hjørne. Muligt adelsmærke centralt på stenen viser en opadrettet pil og bogstavet N sat i en form for roset. Kanttekst øverst: 'HER HVILER SALIG' Kanttekst på side: 'JENS NIELSEN SOM...(brud på sten)' Tekst inde på stenen over adelsmærket (muligvis sekundær): 'MED SIN KÆRLIG HUSTRU ANNA LAURTISDATTER SOM HENSOF (hensov) I HERREN Aó (år) 1661 DEN 7. DEC...(det sidste af sætningen er ulæslig) |
![](/grafik/intetbillede.jpg) | ASR 2360 x046 0314 Sandsten
|
![](/grafik/intetbillede.jpg) | ESM J0163 0123 0314 Sandsten
1 slibesten med meget fin hulslibning, Sandsten. |
![](/grafik/intetbillede.jpg) | ESM M0795 795 0314 Sandsten
22,5cm lang tynd sandsten, tilhugget på 2 sider. |
![](/grafik/intetbillede.jpg) | ASR 13 x3067 0314 Sandsten
|
![](/grafik/intetbillede.jpg) | ASR 13 X3126 0314 Sandsten
del af sandsten, gullig grå. Hjørne. |
![](/grafik/intetbillede.jpg) | ASR 2391 x508 0314 Sandsten
Et mindre stykke (diameter: 28mm) kløvet sandsten med små tildannede gruber. |
![](/grafik/intetbillede.jpg) | ASR 13 x1104 0314 Sandsten
Fragment af sandstenskiste. Behugning og udhugget liste. 35 x 15 cm. 8 cm i tykkelse. Rødlig farve. |
![](/grafik/intetbillede.jpg) | ASR 13 x0021 0314 Sandsten
Fragment af sandsten. Mekanisk slid på den ene side. Ru afhugget flade på den anden. 23 x 14 cm. Ca. 5 cm tyk.
Fragment af gravsten. |
![](/grafik/intetbillede.jpg) | ASR 13 x0021 0314 Sandsten
Fragment af sandsten. Mekanisk slid på den ene side. Ru afhugget flade på den anden. 24 x 12 cm. Ca. 6,5 cm tyk.
Fragment af gravsten. |
![](/grafik/intetbillede.jpg) | ASR 13 x0742 0314 Sandsten
Fragment |
![](/grafik/intetbillede.jpg) | ASR 13 x0925 0314 Sandsten
Fragment af gravsten. Mekanisk slid på den ene side, ru på den anden. 15 x 10 cm. 5 cm tyk. |
![](/grafik/intetbillede.jpg) | ASR 13 x1179 0314 Sandsten
Fragment |
![](/grafik/intetbillede.jpg) | ASR 13 x0871 0314 Sandsten
Fragment |
![](/grafik/intetbillede.jpg) | ASR 13 x1224 0314 Sandsten
Brændt? |
![](/grafik/intetbillede.jpg) | ASR 13 x0923 0314 Sandsten
Fragment. Rødbrunt i farve. |
![](/grafik/intetbillede.jpg) | ASR 13 x3296 0314 Sandsten
Sandstenskvadre med behugningsspor på den ene side. Ca. 30 x 30 cm. |
![](/grafik/intetbillede.jpg) | ASR 2391 x438 0314 Sandsten
Mindre stykker. |
![](/grafik/intetbillede.jpg) | ASR 2391 x198 0314 Sandsten
Mulig fragment af sandstenskiste (140 x 80 mm). Tilhugget indvendigt hjørne. Eller mere sandsynligt et fragment af slibesten med firkantet hul til aksel/håndtag. |
![](/grafik/intetbillede.jpg) | ASR 2391 x192 0314 Sandsten
Mindre fragment af slibesten (125 x50 x45 mm) med firkantet hul til aksel/håndtag. |
![](/grafik/intetbillede.jpg) | ASR 13 x0436 0314 Sandsten
3 sten af forskellige størrelse og form, tilhugget.
Muligvis sandsten |
![](/grafik/intetbillede.jpg) | ASR 13 x3382 0314 Sandsten
Fragment af gravsten i sandsten, 14 x 23 cm, tykkelse 4 cm |
![](/grafik/intetbillede.jpg) | ASR 13 x3483 0314 Sandsten
Et større (16 x 9 cm) og et mindre stykke ( 4 x 3 cm) sandsten. Det større stykke er lettere forarbejdet. |
![](/grafik/intetbillede.jpg) | SJM 348 x779 0314 Sandsten
|
![](/grafik/intetbillede.jpg) | ASR 1015 x0104 0314 Sandsten
Sandsten. |
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) | SJM 789 x18 0314 Sandsten
Fragment af sandstensflise, ca. 14x10x3,5 cm. Kun tykkelsen er bevaret |
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) | SJM 1202 x054 0314 Sandsten
1 fragment af sandstens sarkofag med tydelig hugspor på den ene side. De fire øvrige er mindre skærver af samme materiale og formodentlig samme oprindelse, dog uden tilhugningsspor. |
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) | SJM 1202 x031 0314 Sandsten
Større fragment af sakrofag. Forskellig tilhugning på de to bredsider. Brud på alle andre kanter. |
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) | SJM 1202 x030 0314 Sandsten
Fire sammenhørende fragmenter af sarkofag. Forskellig tilhugning på de to brede flader, øvrige kanter er alle brud.
Centralt på den fint tilhuggede side ses et markant, omtrent kvadratisk mørkt spor. Der er uden tvivl tale om et "aftryk" af den stolpe som har stået på fragmentet. Den lyse midterdel måler ca. 18x18 cm, inkl det meste af det mørke ca. 23x23 cm.. |
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) | ASR 1843 x007 0314 Sandsten
Sandsten
Mindre stykke med parallelle tilhugningsspor på den ene side.
Byggeaffald fra domkirken? eller måske skår af en morter? |
![](data:image/jpeg;base64,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) | ASR 13 x0402 0314 Sandsten
Del af låg til sandstenskiste? med tydelige hugspor og en ophøjet liste. Måler ca. 34x27x10 cm |
![](/grafik/intetbillede.jpg) | ESM 1697 x1124 0314 Sandsten
2 dele af en naturlig sandsten |
![](/grafik/intetbillede.jpg) | ESM 1697 x0831 0314 Sandsten
Slibesten? |
![](/grafik/intetbillede.jpg) | ASR 1200 x0093 0314 Sandsten
Fragment af sandstensplade. |
![](/grafik/intetbillede.jpg) | SJM 849 x1 0314 Sandsten
Brunglaseret flise. |
![](data:image/jpeg;base64,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) | ASR M5850 5850 0314 Sandsten
Fragment af en døroverligger af sandsten, 78 Cm. langt, 46 Cm. bredt og 8 Cm. tykt. Forsiden dekoreret med en 34 cm høj kristusfigur med dobbelt stråleglorie om hovedet og med den ene hånd opløftet til velsignelse og rigsæblet i den anden. Ved siden af figuren en riflet søjle og ANNO..
Oprindeligt indkommet 1855-56 og med museumsnr 32 |
![](/grafik/intetbillede.jpg) | ASR 11 x5320 0314 Sandsten
En stump sandsten |
![](/grafik/intetbillede.jpg) | ASR 11 x5720 0314 Sandsten
Sandstensklods 7 x 5½ x 2 cm med tilhugningsspor på to af smalsiderne. Uvis anvendelse. |
![](/grafik/intetbillede.jpg) | ASR 11 x6427 0314 Sandsten
Fragment, største længde 9 cm |
![](/grafik/intetbillede.jpg) | ASR 11 x7924 0314 Sandsten
Afspaltet fragment af sandstensflise?, hvor overfladen er ret glat. Kan dog også være naturligt. St. mål ca. 10 x 7,5 x 1 cm. Samme stentype som x5319. |
![](/grafik/intetbillede.jpg) | ASR 11 x3790 0314 Sandsten
Fragment af tilhugget sandsten. Dimensionerne passer med hjørnet på en af de sandstenskister, som anvendtes til fornemme begravelser, men også andre anvendelser er mulige. Mål: 12x6,8cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x4600 0314 Sandsten
Sandstensfragment med to plane, helt glatte sider. Muligvis rest af bygningssten eller slibesten? Største mål: 6 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x5099 0314 Sandsten
Muligvis Weser; bygningsdetalje? Der kan være tale om stavværk eller småsøjler fra hvælvpiller ell. lign. Fragmentet ser slebet ud, men har andre steder spor af lodret riffelhugning. Mål: 11,5x5,4 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x5319 0314 Sandsten
Sandstensflise fragmenter. Glatslidt? overflade på et af stykkerne. Største mål: 7,5, 11,5 og 19,5 cm. Samme stentype som x7924. |
![](/grafik/intetbillede.jpg) | ASR 11 x2551 0314 Sandsten
To ikke samhørende sandstensplader uden forarbejdningsspor, største mål på begge ca. 12 cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x2589 0314 Sandsten
Fragment af sandstensplade, der ser slebet ud. Uvis anvendelse. Største længde 9 cm |
![](/grafik/intetbillede.jpg) | ASR 11 x2655 0314 Sandsten
Lagdelt sandsten, største længde 12½ cm. |
![](/grafik/intetbillede.jpg) | ASR 11 x2737 0314 Sandsten
Fragment af tilsyneladende nydeligt tildannet sandsten, største længde 6 cm. Rødlig farve |
![](data:image/jpeg;base64,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) | ASR 11 x2717 0314 Sandsten
Fragment af flise? 7 x 6½ x 1½ cm. |
![](/grafik/intetbillede.jpg) | ASR 1200 x0666 0314 Sandsten
Et stykke sandsten?. |
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) | ASR 1200 x0014 0314 Sandsten
Et stykke sandsten? |
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) | ASR 1200 x0858 0314 Sandsten
Et stykke sandsten. Flad på den ene side, ligner en bund af en genstand af e slags. Den anden side med noget der ligner en slidt rand og forsænkning. Tildannet? |
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) | ASR 1200 x0146 0314 Sandsten
Sandsten. |
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) | ASR 1200 X0851 0314 Sandsten
Sandstensflise? Indridsninger eller spor efter sekundær anvendelse på den ene side |
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) | ASR 1216 x22 0314 Sandsten
Fragment af stenkiste af rød sandsten. Ca halvdelen bevaret (hovedenden). h: 43 cm., b: 77 cm., l: 125 cm. Riflet på indersiden. Hul i bunden. |
![](/grafik/intetbillede.jpg) | ESM 1787 x008 0314 Sandsten
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) | ASR 1165 X026 0314 Sandsten
7 stykker sandsten, wesersandsten? Største mål: 16,5 cm., tykkelse: ca 3 cm. Foto viser eksempler |
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| ASR 1165 X148 0314 Sandsten
Sanstensflise? Helt blanksleben/blankslidt på den ene side |
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) | ASR 1165 X163 0314 Sandsten
Fragment af sandstensflise? |
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) | GRM 501 X2070 0314 Sandsten
Slibesten.
Mål: 37x21 cm.
Funden ved Urup i en stendynge ved gården.
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