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NeXC2t/FDJDp1xp93c2cFkbiWeO7O9pYgmMqXXYuDnGWFWpLG61raljb3TiAi3u9NW1Xb5U8ZiOxj0AO0L35zz1FxZhHHNdBW1rSjbLeQm2tgr2txCArKWcAgoMZyDwT1INV7i1ubVk0/UJrhftIlWx1iS7KOArCeHzkU8D5j7nt90VPIr36le091xZHoGlma1uNTlhmuYbi0+03Ol6hdeUY2twomVR6BDgcA8sPrqaPb2GpeH57K4ntdZWO4a0vbaPfcXFtG6Eh0IBJCsiY7ZAGOareZaXGoWepXElrp5t7wSxXlhAZRcfaNhZZM5DFXJJ5JJzTzO2jXF3fXEuoWmr3NstzFcxIsEDPbKCoPONxAXdkdc/i2CUYyGSaxJJpNvrk41HU9GtpLG6Mu9bZrYS4gmGByBlAM/dzg1mahcWsc0Kag9pci1tkmGqRzPcPugl8plYA/KdhAHtg9BWjJBYrqz2UNollfRyXNqPme6guzIjy27FlG0HeHx7kcfKai1DXZUbbLBFpw1KSK5vLVUjijuI5Y3hl2sN7AZEv5E8ECr30RM0o/E9GV/EOq3VjcQ2sEdxcXVzcTGxbT7eKOG4SQLJCGz0BKyDPbafSiqFjOdPjnvUs993bQxRtY3kssqb7Vs7lbjGUaXBHHp1orNRk9hKVCOktfvOkRr24voXkaS3vplltrG8tYFRTlkuIvMBBOWDMueoA9RVPw5dRXHiprSTytGkhvp4ZGuLlpre8W4TzFOzgKCAWyBjD4qpoetJcTw3bwefE1payyaZc3DMwmjYxTFQpyCIywHdRnOB10Y5rmbQ9Q09bSG4022tcPcR2/kTo1rcMZAC5HIjZT8oxtwOCSanrqOEbrXUZp9j5f222s57mz8QStaz/YILUoJY4nKMw9DtTeQeCfwqPUrNlj1hLSzn0+XR/tNtNZ6rdHDbG89Cieyxu+Bznae9aOvXDX3iK3826+1WFx59jCwvW860W4XzI/MEYwcbZTgeo6Vhalq0F5DaXpml1OwVYbn+1LSx/feZERBKJC54+WRW5DH5kHtSvdXNVFR6f8MaGjW1pZahdaXYOlw15KputOigMkttFdA4GWXBKEDBHQsme4ryT4jftGaR4PUWOjQ3moXcccLN/aE5jW1nRmQyIqHOdnBHHLEc4qL4vfEybwJZtaXs/n+ILvTEtxfQ3G8oIZMK2FwNy+Wck85Oe1fJ+r3kt3IzBzIxLnzguCc/Nkk9ecn8TWdSbR72W4BVvfmvd6HQeIviHreuSGCS/knjEWxI4wwChXJUAE8AZP5mut+Cnwuvfit44sNLvNUbT7GUSSPcSkD5VG4qvqx6Y/2q5/4I+H9J8TfErQk8STm20K4u1E8rMfucEqT2z0z2zXpvx28ZQ3/xKe28LRx6fpGjk21k+nrsDPxmTcOvoD6KD3rzqlaSdon6JgcuoxjzyirLpYu/FDw/p/wz8XJ4Z0DXLx5UcvdSiTavO0xghT94DnGTjjv09K8O/shy3HhEeINb1SJLq8tjLa2iw7nVuCrSOw4GDnjpXkvgnwIuu+Igt5J5tzO2XnkO9ierFfU+/rX05qWoeLrb4ekLdQ3LtbSRQSbx54QIcNt7nAzXLUnOMNGezTwtDnvyJHxP8YvhtaeH7i0OlmNEilmsb+MMX2XERAYj2bIIHqG7UfDPS5l1I3m2FShVVaRQRGSeoHZuCM9s9utdE3hzzI75JWeYBWuMytl2Pdj7nP611HgKGx0qyhcyR+dITtbH3SMdQfTNO8pRs2EKEKc3OKsdnNrQkhk066smv9PsGeSNLcbI1I3YXcOoJIOTnHPrXmV7Gkl00kenwrLvVUeOIqyjb90DPI4/WvSxoM0X72GVRa8qyKu7zHwNyDsB83ft61Y0nSYbi4hhigKvkOWz0OcHoO9ZRpfZZ2Snpoc14fsb7VrOa2vI3urC7hzNayIVDlW3fLySCMD5hg9fxZ8Efh/ZR+PLD/hJYJptHSd451Z2UlQGABccgZxnFfTNj4Ak03wQdfukSCKOQRRGbG52PYDPQdM+1ed/tIePIfDPgVL7wpaQMspW2W4hAXymKneWA5JyDyeu7n3UpOlLli9zH6vTre9NJs85+MGteGdH8UWlj4Onv/7YWYiRY7h3ihBABALck9OmeO9eleLtH8Y+BvC8uqy+ILFLq2s1L3VrDsAUvuVTgAFskAEDoAMdx8p/DO4tdc8QQx6p5xklfImhG52YkgDGM7enA/Wvqm68A6l8UdH0zQ5r/U9P8NSM8hmmtwksqxNtHBO4qpyozg/kRVrEVYKybscdTJ8FiXzVKSfysc58LvibF4tk0/Ur7ydPvkv5Gmkmuna3uFm5Zmg9N2CQD0OAOMV2lvb6lo3imzaALZ6jIkc0kYs8wXYicwu+ZP7yOJPyHcVxcPwf0zwj4g0+wkNzK+9V8xGw7Rq5BwOhAGOP8a9F13wv9luLSzs7mPVbQ5CecrPJbxzRPH5ka5GCJIlO312DPNelhsRKo+WfyPgs/wAko4On9Yw+i2aIVtW0e21XSERrK+t4poI9IvLzCu0Z82AoAAchZHxg8kL16VYmvLubX9Ju9Pt4/tD3MV7d6ZJbF4I0mRo2CO/Rc8kcfe74zS2jxLb2V3svr7TIYYZIZYbeOKa2aM7W+YjOcSlieQflP8OKZJpEqWEdpf3sKQp5unnU5LxnltyQs0UjoDgjBkOCM5YjPSvV6nwLb+yFqs+l3F5DFFNPa26bZNH1i42v59u5Iwi8kCMHgY5L/iWen2cOjyQ6TeJd6fazTxyRwWry3NkkipLEoJxuCYdMjAyWPep764sxrNtJdX8kkck1uY9U062DHbIixzpKxGcoV3/15rOupJbaH7JqT3drqs0DXA1c3exGa2kWPOxeeYwQe/zL71K8inJx31X9f12NPTdSl1zTbpriW+udIMtsUbzIraS389TFOjY5wCHAPTp60VnC4mtPF1xClta2d+yXOmpJaw+ZHcGR98OONvAMmD15H92itotrrYhSV+5f8y8uNPmnvYZrvTmv5bSyvopFtpIYLpMKxULhhvCD04YDrVG6tY59QsJNVvbFJbVwkup2+64FwWkFtOHUkDho1bJ7dvmzV2+s10vVdXntILPSNShhkQWEkxuEJgmDqqjuzKYgARzgn+LA8p/aA8VP4d8JfZ9F1CaW91h3a7slXyxEHSGZcHgnlCAvUDkdTXO7JXOmjCVaoqa1uWviF+0BpfhTyts8lx4qidYJbyxijSCVbedlRmBHJZHY5x0RB6muJ8RftNaDpuqRT6X4fglf96LiO41F3jnV1VmRlCDGZFLcHA3ADoDXzpqV5HLdPJGI9kjnCtuc/MOCPxrHuJmkmBX5RIFcjgc98VySquOx9lQymlLl5tWdt8QPHl78RtauNbe3is2kwpt7OIpCo2DpuJPJJOPesA+Fby4aFZn8kyokmJHznr1H4113hDwzcXEUtzNEoiscSkFvlxz09TkCtix0D+0Ll7iYPPIzZOQSTXmuvzPlPuaOWQoU0O0/4ez+F/7PgEq3mmXSB47qMfKGwu5fYgkfmK9zt/gDOPh4PE1r5coe2a4gt1B3OAWxkep2Hp6iqngHw3I9xDYRb57eVTGYchhkkZK8YBzt/wC+a9j1fVtc8NeC38Py7YRaAwNdTJhliDYQAfxELk8gfd71zzlLlt1PYpwjE4v9nn4dr4y0W61SWeS2aNoxGYsE/MORgrycEDgjH416Vq3xestHk1DR/EV+n9sWLidDGB/pMJLYwB/EDnJ75z2rxn4Z/Eaf4f6RexwxlYbomRY2OcRk4QH/AGsDn3rPuvCd9qHjaO+1aKa417WpojawqPl8kt0GOgHH1rGUZ1NHsbxaim1uc98L/D+pX/iG/vlt2tYrieWcQBA21C4cJt6Yzis3UvDq6ZqlzbQ3f2WW2uchl5hHzENjHUE4x7L7ivTviX4g1Lwb4ql8PaTarZPB+5na3XzZGk6su4HrknpXiviq9sJvGl7Y6xNeq0cazxLburRSq0aNg+jBy+Tz0x2qHLX3QUb3uenaZqGptdx+fA1xbRKok2qFJQSHJGOB94g+mfavW/gvotheQm8u3gMce3Kthwc+oz7DvXyrJ4ibU9ag0SKeaDSba2WO6QE7iW5yAOWAPIHOAfxr3/w9pfhu20q4vdN1BrJ1S3cacrk70CtuPcBj9729TV81Qrli3qd38d/Gl9qGmW7RM3lWRTZtIADjHIx6jPHaqGk/DX+0/g+lxKouH1WJ4/LUL8iHcgbJ5JJyOPTOT0Hnmg3+pahY3uq6nfFLaFGabdhwB2698j9BivRfh54o8R+JPDN1baSpm0y1j8sGVSE25JQluxODhaPes7E3SkfM/wAPfhnd6x4t1PQ9MtmjlsJFdXk4JQjch/lX0/N8UrjwWttB4nVYrtIzb28qruWViwJVs9GwSeBjj1JNcx8IdLv/AAp8QPElzqIe41K7i89zJHt+RAMKuSMYXp7Vl/GiH/hNdY0/ToI/slktzHfPLckEttPIGD17E5AxWMuZW7Pc1jKLvfc3ZtDn1LX7Hxb4gvodG8J6Ykk1s1y4E96zk9FPU56YB7VzniX9orSl067m0Ce6guQqJaSFBHICGG4kjOB8qkDrx2zXlPxE8a6z4z8TShnkeK2VbCzhUb1hjTAyvuSOv09qraD8O7jUbaKENsDIGcsMnHcZ9T0rtpXjZrSx5uLowxMJUaiunueuWHxEtvFd1YTzxf2ZNm4aSe5mNxAVkCnmLAIIwTnjIGK7GOW+ju2W1gl0XU9QtrfUdq2kS2oEUjCfDknIwuSe5OOleLWnhW5uFEhLQb3UpHHncGIxsJ9TnGB6mvV9CaW1mtmurm21m3A2wx6kOfJkGJ/LIPAwQx91U9jXpU8U4ytN7nwOZcNwjR9phE7rdX6Grq1rFb6a1iix21zHJe6d/Z81200VwWLTRHacAMDEOT1Pl46VYjuJtSug2nvmVZkurzTorT9y0MqSJIFaXDFVJZuehkz1XFWLHT4LJbqKa4/tbQbSI3lrc2tvkwTW7NG4OB1G7cecEMtZ9zDp+raW9hfzzve4nsjftdBljRl+0RsyqSxQkE7SufmPcV6qXY/OuZ9VYghknt0vLuSB/smnhTNot9OQI2tnKs+ByQI3GOh5f0opbe8tL240bU7q0ihe4EEkep2lo9wsiSxiN0k5AyroSe5PHfNFNWW4Nyb0/Qr/ANpW8tjpOvRLcappBMCiBp1triBWUQOpIBLLvWE7vUmvF/2rEj+waFFHc2988LyxXEsEbCeMQuI1DFuCNki4x257Zr3mTTJFhu0ttLa3eOW4ttM1DTrTzbeXeu+Jtz42qSFG713E9K8W/a20tLzRdJ1Vovsc80iXjyPOGR45oxH/AKtBhTuiyOe5rnq/DdHpZZG2Jjc+S9QkK26b2Lqo2KWcA/Icjgexqjp6rdXsS7hJy2SAcAEZHNT3G1RJ8rKx2t8iBV/ut1o0IbdQRD8r4Kkk8cHA/nXmSk2fqGHjqke1aHb3k2kpC0o8rhRt5LKoHBPpXW6TYmEbYsyRg7VZhgkdsjse9cr4dt7230pb1oz9kSURtKB8ocgkDPqQD+Vdz4bkh1XVYLUzrbeb0LKcdgBx/niuKNuh9U+bqfVH7M/hmyNrqus+ZEl1Cyx2ylgJFJ+8xH93t+f1GB+0Z8RLGxkktYbBdRu1mdSrcqjnIy2O/XArW8OLZ+Cvh5E0sKrqLK4ghYAES7uzdWyoB5/unHevN/APw4ufF2s+M9R8RXX2YQvhoJdvnPI5by/LRiCeVzkdABWdVqUt9EXFWjtqc5pfgfWvFGh6Xf3cEdraR3ZV3XCplVyN2OuN1dt438Q2Wg6hp3ia4mt9HXSrZIYbq9Zd25ckso7nOCB14rqNc1i40uy02wkiX7Pa20iW8zYW1t2Ta7o+P42jLtuwSSB+HyT+1z4gW98Vppk+mw2H2d7rDRTtcCVXIaNhIeCow2No7keldEcPOST2R8/WzqjCt9Xh70uvZGt4w/av8M2urXt7YS6nqF/M5eSa3QRQyv0B+bkDgc4zxXgd58XtS8Q+MZ9Sa1hiEzMVgK71TOcnJ5JOTzXGTwlm3KDk/gORTNNX/TlCgL/FkfTkUexjG7R3Rxc6jSPpTQf7F8TeJ7a/+y+Xq0iRLLDEMq+FCs7HoCQM4HUmvojU/gzYWsKw2U0lgk5UMy4HmFjkDJxg4Xpj2rw39lxdN0rxFqM17l/MspERjggSYBA69csMHk57V9QarePJ4b86QRlLdopUVnCh1ywYfgPmx6KTXNThzVFB7M6MfiZ4TCVMRDWUVdHzv8aF17wLp80MelT/AGCdiIizgRuqkLvwGO4bmK4AHQ+lc78N/wBoCXw/FLYWfib+yxeqkNwLhj5ZVcH51x2J7en5fS+oafBrFheR2Mf2+4FxKlxbrZs80QlCyQrEzkALvULxjJJ65xXzF8cvgla65b6x4t8PIWhjWO7ltcosixyEof3aDghkYkf3SD616k8HGK91nwOX8UVKtRQxSV31R2Vl+0BqS6xp2k2l3BCZBCrXm5ZGwcADfj5VJyefXmvYtZs7NfEms6TJcRazcwwx26ywsq7Xf5jtIzxknI+uK/NW3kvNJlSe0mdZCRyoPY4wf0r174Y/HK48Ma99oNsu9nTeHYsNwJyRnoDnpzXnTouC0PvqWIjV3PS/EFtf+EfG+qR30bwMJzJCsJIONwx36dvqK9Q8JXVveeVLGxkEzKN4xuJJGfw4PHfNdh4o+GY+LngH/hOLc2ayXEKzObY4CZOWABA6HOfr6V4b4V1i/wDD/iaDS7pXtrdn2PGB/qz0Lr74/WlTlyu0jqnG6vE+jNB0SKONr+18u3dJGMZZdzK27cuD0JC5OeK0LzwjLdW00hiAEZOZIWGx+OrD1A9eKy/hnqFrrQitrmUHTpH2iRAC+M4JHUA4579ute+eMG8M/wDCIywWEsce2BGiuJSIywA2gBDyq4UdQMnmuuVmjm5T5gj1q40vxFYQSPHp90qzRbphJPFP5wUfNEMrgFHJzkHPIwvNyOGfwvqF08M1xaa3c28V8lusSeW3ksQys2NuSqknjGR05ro9csDbWEs1xbtPpqxzyv5cG+eN0jM0ToewO1x6AZzUGpNb3l02pSxXV/pepyxJaSLN5L28NxE0cgIHXDggcY4B74r26L5oJn4XmtBUcbUgnomzIuvDcqWepW8FrFp89i9xajT7u+aVZBta4jbAwCybGwBwxK+nJVnUJP7J0/T7bUl0wPAqSw6pCWlLS21w0cpcZBxsfA+i0VpzPtc8pqL3f4jZrqXQ9I1bUnj8tbK18qXS9WnZ4zJZlS/yZGP3bHCnoScda+SfiX8YJtd0mfw7pDy2fh/fIhgTA81Q4dMk/NhdqgDPGK9M/ao8fSt5OiQXUF3BvS/a8sojCzLLGFKM7HcxDKzMTnLHr1r5WLeYpDhHXKszLyfQ9a4qk76H1+WYKyVaTv2K1xcRScrGihyRtZt2Nwz/ADqXR7We5vDKo3jduCgY5Iwf1/lVa1s5Ly8S2Xd97A2nkc5H9a9v0P4bPo1lY3t7bzJHPOII5JEIjdud4DdyDXn1Jdz9AwtBzd0jrPAniqPS/h/d6LNZyyzXF1BdrNsG1GRHX8cgjjjpXf8Awh8H6f4g1uExyTGWH/V/utzOvAHyA/QYr1zxh8M/C/hf4A3V1aRxzXdtpr3RuCMM7gFlBPrlsD2wK8E+GWra7pEkerxR/ZmjCK7MmFKsuASTx0Ga4E/ek4n0WqSPTvj0ut6HcaHatGYZLzUkjUq4CMyxt0b1JI/Ouy8P3UzeG7e5muEt9Zu4zDFPrEhQecYydxOSeDwPevOfGHiBtQ1LQLpna9maZMQrghJEbeDjHPb8jXWWOqaxqsl/ZJZPNYxWH2iOKMrHIkkTiQbXYfK2CvTqKrC0/a1fePGzvGPA4CU4fE9F8x9jbWup+czW0emXOp2sF3c6fLasY3iRik481zw3lsCegyQK+Qv2nJA3i3T41nuXFvp0MDW18VD28kLPFJHhOPvKxzwfmPFena1+01pOn3F9Ztora3G8t5An268Y+Skx3hkIBOd2G9zXz/8AELxzc/EDWIb6WLyEjgS2RYF4A25JJPdn3MT6k17tR6H5rleGq06vtZrQ89uo2XdsXG3I+7+I/rUdnbst6u7OFznnrnnH61avhJjzJOhAbczd84PSoNNhaS9jjUNJIef3alicHFefPqffYdu8T6j/AGddY03QrqCe/WJWkwqecB948Dgj1weOgBr6t1HT7O48LobuW4sYFJ3XduMtHvBj347gLIWNfJvwT0/S7ifTrq+tGdrF/wB0ZozgscnGCOwDHj2r23xt8dtI8L6a2nw6Vf6xNNCxjtzD5UZQ/Kd0jL2yTwDzjp1rhpSUakbdz28ypSr4KpC26NqK8s5tHSXU0up9Ze2/cXcs48tpLSXlCQfmO1hjAzwOOaTUpoP7as2jjs9DvV+02O63R3gkDIfKkyBjnIHHUY968h8OfHVbE35n8BSppuoXbztHNMWMUUsTK6oSBj5mDAjrtX0p1x+0hBHawadc2V/eWlvJbTqrCJGEkOVO07j8rLuJ6HLY7c/Re2ov7S+8/EJZLmEdqL+4+bvi/wCGrrQfG2oQzW8lk9y4uooXi8ldkvzAKp6AE4H0rzqTMM6yBwrcMSDnp1r1740Xtr4x8bXd/wCHkvL2xmBZf7QX9/GMlucEj1PB715fqOj6ja71ltJgN7RkiI9cDjP4j868+pKMn7rP0vAxrRow9pFpn2P+xf8AEjVNcntfC89xJNp0YfMEsp8shstyDwB978T712vxIm0vTPG0+n6dZxaldzHeIWfBjyy43N2yMdOfzr5N/Z01y58PfEC0Y3k2lM0LhJCdu5scAn8DX2Hovh6C3utf1SAiWSVkKzJJuaPagJx/wInvXj1Y+9Zn2NGd4XO0t/Ctz4G+HbG0VYNSu3dgyEgxBl+4vuMHnr+Vcb8FbW6+NNtJcJI1vaxqZJ5HLMYyCAcDqWJOPx9M1xHxV/asW4Fl4d8L3cGrXMLhWvJAWQ9ACOgzkHOe2PetT9mW+8TeBbx7h4GuLS+llaeJiqktuB3xjHPTPpwa0hKULtoc1GVkjv8Ax5r178P3trWbXprlLe6TyY5v3NwVAwd3UFcSOucnpyBWFp+oR69DJ/ZthYWF0y3Wn21oxe4SbbmWExK38SqSATyTIp6itH4h+EdX+NHxO0QWumywaJpsEl3dXM5ESyq5UKMseQCCB75qa209/Dt5qul39pc3sOnPFeGOByfJ2lEMynJxlWIOCR8w7Yx7OCqu/LI/NeKcrhyfXKS10Uv8zZW3trjUkhhWRILi7ilvNOkiWKNoruFULKXAwBKSoGc5OR93NFV4bex1C1g8P3ENnNtjuLBtQDGY2uwxyRHCdcfNgE4BZsUV6jl3Z+bxirfDc+UP2gtNSw8QakNSW30bVbZjaf2VBvnlQx425diflIJ/IYrwe/n8yTaFbnkgnbnOTX1F+0F4IbxBY2PibSJbzWLO3sIpbuVoBCsce4oc46lTtBP+0PSvl+52LIP3MYROm45PB7/ga8uorNo/Q8tqQrUouPQ3vhrHFceLI3LLDEuxizdFxnrX2v8AtCeMNMuvgF4YlsltI7ueSEJBZD5YGVD5zEc4yQOfU18I+H7v7HqyoxAViU3BcAdCOfxNfZfjD4cWmpfs0w65YTwy3zQi5kk6BUU/Mi+hx1HqK8uv7tmz77L9Y8q3PKNO+KPiXxFoLaNJfySaFFOrvBJllzu4Huue3TvX1j428ZeH2+DEmpRfZI7L+yzB9hVQM3BTAAHXdu/mTXyv+zzfX3hTXm1FNHh1bb+4+x38IeJt54OG4zkdcV9VfE7wjfXXgOxubizsxcWYW4NvFEAdqo4Ck55I3dfYelc1VxstT1aKkt0ecfs7+HRdzWEmuwvNPY+TLCsg+/IrDKsCOfk3DHvXea9b6fp3jm1u3aOwnsp7ffPe3BEU9vKvl7FUZyRIhOOmC2RUuk+KIW8M6IdJhh8+O/8AsjvtCtwjMjHHtkehwT9KuqWNzrQ1OOKFbxXQvJb+WgZZgPPhYOckj5X4HowxzXqYO3O35HwXFkZfVabtpzfoz4w+M9u+j/EDXrNLZLNreTYPssRWN1jwoZc44IAP415jeTtDJIp3KP7pcYODnt9a+4fiN8O9F+Isl3q9pbQ+ZelJoBJctLdQpMjQqgUfKyeZsPTPIGR3+QPiZ4XtvB3i+/0u2uJbiG3fYzSR+UQw4IweeM11TTR4mXYunWtBbnGzSJ5ys4XaJMbMEjDCvYvhlY2UmrXLhQ7KokVVHAUEbs+2K8VO1VOQHwvOSTyp/wD116Z8M/F0FnPcQRXH2G+uWiSOaQfLtzgow7L82S3tXj4uM5RvA/RMrnTjJqWh9HeCZrnWpNTttJ8qODS5FuPMhiDFUbajNk8bkZ8YxyG6ivTm8OxapYx281rc6k0hTEkyrjy42LNJzwEzj69OvXxz4T2z6lqTtokNvFZufKuLeTe63DBt5JYBTtDbfr7gV7X4g0vVdPmu9Rk1dLCO6gMLw29v+6XG0hMFucnnOOx9BXDSkqatY9urFyfM5afgXPi3aw+TKkdtGszSbZ3EeFXAG4gfU8fhxXy94l0gXd/HBZ2huLq4ciNXXbjgYx6969/8VWNzrTGJddvdQ1O8eG6XzgFhnBlVZCMADIzn6KRVfXvANvcQvLZx6na/2YZra5i1O4VMSLGZIiM5IXYNpX2HXPHpQwk6i50rXPj8TxFgcHWdCUnJrtqj5/uvD1roNrNp0eNRupCFeS3ctEXIbYB044frn7tcJfaax1ydPsziIyMIUGSAxJAUD19qi8W/GS4t9b1FtGit/srXDeT5yF5FXBCnIwCQCecCvM9Q8a65fXXny6jMZGfflTtGenQU/YyWh60MZSqRUlfU7vUYYL28iSSJ1vE+RpFiPzkcKMY6jHJ75r2X4OeD7xbpftmn6kunXgaOXN3JapOpwCMLyy/NyAO9eYfALWrzVPGEUurvLqFikRHlMx2oSwwQB+NfYnxA+1+EvHnh3U7eN49NmwkCsfuLlDs56EFuc9etccoyhKzPThKE43ij491b4caz8JvH0kOr6QscdwX+xSSMdgGSQwP94AdG9elfe37O1l4Y8XXHhyJDeWK2tmRql3fAeU0pIwsWAck4cf8AfPJrzb9pG6sfiFoOmDToWvru/CfKAALZhj52I6AEt7n6V7f4V8N6h8PfDtlLp2o/2bqFnapJcjb/AKwN86q6HlgSw6Enp7V0U5vea0ZHu2tFifFAvoHhqK+sbu40+80yB3triKQxmBgM7cdhu/h+ua5P4iapHda34fvw39lnVFihnZYdy/vogpVlAwyqxYcjNd7cafY+MNX8TTeKbeGyNtNDeyCSdni5B3Io+6wLIxAPJBXrya4Dxj4rHibxFq2rz2cdyqW1w1tZMyqzvEiOhBbGcId3TJ+uK7MNTftElsfMcQV6VLAzU93p8zLsrx9DmXzLi40vUsx6g8iPHDDJIXaCYjbnhcHn1B6Z4KnsxasrRabHamG8c+daiNp5bGO4hDBsYAwJM8jHJQEjNFfQxjFr3j8NqRqSadMzr7R9B8VNBBd2sGgpHK9rN/aF0TBdwXEbTxthRwD1PPdemK+MPil8K9W8AXkRvoXS3vN0sMojMYYEsrDkZ7V9rXmkXEGn6hZ28b3Gl2aq8mkzzRxSI9u5YGMrkuNk247Tkhsdq+Tvjp4tbxF4uuYbV5ZdJtZGit4ppDI6hgHO5j15zyMdK4ayTPpspqVKdXlitHueFTSPC6uGw4w5LMTkqcH9DXvHw3+LF5c+HE8HXlz/AMSSa5SV48fNjIJHrg4U4/xrxG6h85PvMUzls4XAYf45/SotN1B7CZZonCyAoFAJzkHGR+hrzJxT0Z+m4Su6bVj9Gv2kLTwx4b+Hun3egxxRRQXEb2At3XMpzlSWHXuTkdMiue8UfH6+8VaAmkiP7P8AamEDXGN2yNhgjoOTnr2zXzdo/jDWLqCGK4jfUER95Z+SuSOg6D0/Guja6uGvofOt3XySWlhyF+c46DtjivLdPldmfTKspK6PoS7a3s/AM81harcPBfQnauVYrj72O3ICn8Pw3dVs11Kxt9QmzYW9rPDMZIXbduQdlBAIIlPX1J7V5t4d8Sa7pek2zxqIUUrsmt03KxPOSWHTqMevFdF4XutUutLe3v0EmlSpgkHEqdsgYxyuV+n4VtQm6MlNHm5phIY/Dyw8tG1p69DptUtb+4t47af7Rbxs0mn219YlYQhdRJCGwvzIvy8ZGMmviP4+QwL8RtbaXUo769kuN8txHJ5odmRTnd67sgjttNfbGpTDGpyRWYv9MFnDdiz1C7VSnklEkwA2cKGJBwOvtz8F/FXybbxnqqWsiPbGRmQRJwqgkoMn2Fe7P3oqSZ+VZXRqUcTOlUTTRxFxIm6VkVieGHbGeDRpI8m8jIjzKDjYPvNz0qvPIWRSCWU5XDNj3FLYyMlwW6ZKtkA8VwTtY/QMOnzq59Yfsx635f2m4ljZYIWDHy0+aQE4AbqTg5Ar6i1LVZNc8K3U9iGukkzKqwQh5MxjepXI+U7kIOOxI718e/Cq1u7DWpdP0kM23yXuY13EtGcbtpB57/jj619UXUlnYxRpcalb6bpy30BjlvGKLsZTkZ4/yp9a5qML1YvzO7OnH+za0W+hXuLG+j0u1vdUlW7tmlEVrMbhI3hhnRtpZQeR5gUcf3DjGa8V/aG+JltZ+DV0W3nsdW1nVIYZ5dQswXmtym5JAzZP3lAGOwz61jfGz4z2ug3t7ZeG9Wtn1jatu93o8AWEpG4dWVz3IIX5e6dea+aJtT3yjkoxZ1LNIeQ1e/UqK1j8qy3KpSksRUVvLvYo6mXmIkk3SFl+/kDofasn7KLiYop6nkrz15q81wNoYYBUg8KTnPBr1L4W/CkeLPE2g2cUmbeeZFuLuTIjPILBRjOFBx7815dSSP0rB0HN26I9e/Y9+GsGuXgjmiYTxXMNxdLIhINqCQwzj5TkqeevT6+z/tKfEjS7PxTa6Pg3kFrAHMMfAJYspJJ6cZx9RVjXL7Tf2bNOmm05PO1DULZrKe2njB3Kg+WUHsQWxtxjgdcV84abZat4o1U6lqccrz3TbmmI5PHQZ7BcCvPtzvU+huoKyPf/AAn4g8PN4ZjvotOjgkupv3TrcYMBUDgqRgnjv2xX0Fp/jSDxVosWnGdLS4aP9/dXrEiQZ5ZQMhmwcYJ7V8++D/AcTWtjZTWzM0x87yxGBtAXA5Pfncfwr1jUPAc2hwW00O6G2mO+GZsnOCB68jkZ4zz35rdU9NzCU9b2NDxj4og0rRdP08RGSGachridBulnkYlHdASxjQZ7Hrj6+b6i8FxfaRrFxFGmn2q217Df2luXlSXd5cvmBsbiodM4yOI/qdPxHjWJWks9QuotduLHybNI922aSGRXCZ4Cs284/wB3npTIdFS8axeDTLpLi1ea2vY7g8OLqNDBsBJGWkwQB7HtXs4aCjBS6n49xBjKmLxkqV/djovX+vwKEkmoLbW8GrXv2C5dZ7J9WgmSJP3UiTRrKoGfuF/fOB/CaK2mm0+X+1NQS301dP1O2i1KXSQ4eRcOI5+g6nczDHIBJ7UV1/DofM6dWjFiktYrfw1qMt3a/wBn24tzFqdtbyzfvWJV45chcYLRE4JwFwMk18S/FZb6PxtrK6nIwvGuMtJGVUMynk47A19yTeFb2aO50aMrpb6PJNBNZXN2WtrkyMJVLKMYIZYyMcHA4r50+M3wPu/Eep3fifw/JDez3xW7uNGtVMk6CUkF1xnI39cnPzDr1rCtdq57GV1adGtaTtfT7j5ivIR+8j3pkqwGMtkjkfmCKr222O6QkNsWUAKBgEMMiti8tWtZik0E6yxuA8Ug24IO1gR2PFYuzbvYIuI0+UM3O5SCP0NeZI/Q6M0z3TwisF5osqxjZexFdjF+Ao7478A/pXdWdudWR5LmL97MxkWR/lLcZJ6fT88V494Mmk+yNqf2iP7PblS0Yb5mBx29OP517Vpt0f7P03UEuN0EsLeVGCG8otnG5euPlyBjn1GK8ud+ds+ypNSgmj0nwzocN5DHbKy/aLfDBmJKg9htI64zj3/GvWdD+Hw8TXNnp9o628UcReWRQyxoyrwOecgkg4ryvwTnV7yAxOPM8hGkCMBjB+YZ9cnNfVPw+0jWNOliv7uwEttNGXju8oyrnruHrjbx9PpXSuWxlZ9D5S1rT30fU73TlDxahGJ7dQrhnWQgplSQf4Wzkeue1fKnxH+BPiLRtWmlts6uZCJS2cTZILcr34Pav0d8TfBSWHWodcd4brdE0wfzB1PO0gfnntmvnW3v7i81bVLODy7eO0le2uIZFy0ZKsnGBzwcg+lRGs4qyZlVwdKpJ1Wte/U+D9QtbzTXaK6hltpFORuiI6H3rY8C2M+pao8QtftH7qRn3MFCKFJLZPHA7dzivsjVdLDeEnuL/wAOrLlDHHMyBwpUNtOOx5H12iuj8M/C/R30oalY6fbRrYWRJRUA8xtoJDdsFv5U51fdvYzpYRQne55T8H7uHQ9bsjFcRi6lj2ybn67ssvAzz+Pf2rpP2nt+rfCtYYJprjUbe/iIhi3MXjCOG4wcYJU5NdP8OfhjFD4wstTv40uNMjzLI0Z2NKAN2z8ztOPfFdN4k8P2s2k6hcWZa4vJrSQkRqH8pydw49AABx2NYxlJNSR31KcakXCSPgix8HeJPEt2EsNLnuJSMiPlj0wetbXw9+Avi74latb6fo9jJLNIQnTAUA4LE9gO/pX37+z34HsvCGi6neavp0cuoXELw2ly4HljPzZ5wVI6dDWl4YufCXwhu7q8iuIy1xdKPIEmd2/JKjHRQSeM9xXS67bPNp4GnGyPmH4NfsYtqniXUbbxDP5Z08SCSFSWJkUkbVUj5iTjjtnmvqH4efDHSPC3g+xvrWNIr/Trvzityv3Qw2Mm0k9ADggZyK6mzuE1/S7nxJbR2+mLcSM8jQRkSy4xtbcf4jjnHUY54ryTwDHq15rXjuNXur2WwEQtUUgrLJIm4Fgew6/XrXNzOb1PThTjTj7p5v8AtDeJ7vxvJFqvkLAkczE4Iz0OB6cEfmTXJ/CuZY9ShnLEmJkZIW3MzH2x6YrufF/h2RtP1WxaWIalbwC7ksf9glgWX2BFcV8I1EmrCzEXm3EwKRgsAc4J4z3/ABqqe7JqaWuz6o+GWk+dL9vu42aVpI1gZvu5LAkZPXkKO/UnvXuniHRrSw8PJKtxDkwkhlZYyRtO1sEFiu4Dk49hzXmfwLksZ762lvZvKYqhiMmeHDHJUnjjrzzXYfHr4jaTpGj3EVvc29xeSwlJfLUoY/l78AZ4ycjjAGa7tOVKxySfKnKTPDbeaC1tUvNSivbiwgulnCWtwiFA7+TIyLkH7rgHt0PasW6istP0GG2v5IpzZxGOPWYZTO0c1rLuWNgg53RvtAz9D8pFTRK9pqemNCZLfUb62uLC01C3tDJASyrJE7F+CcSKOAAAuetR2lx9l8QC8vJk097l4dVuQJY/ssnmeZFMm1QQnMgGBnnP4e3Ti4xSZ+F4+pCtiKlRbNmlY+d9jshqkb6WReSQ213ZRLn7Jch9rPu6HDJhc5G09zRWOkt/JeXkBkWHV5U2RWTJJeJLcW0p8sw5O3PlyIACT0JB+aitEzzZU7u3byOimksY9FWyvp9PSGW1huY9VRzcNE8E53RnaABuGF5PfNU5o4Ydc0yW7univb2C5sbbUNLs9luyI4aI/NzkhxznO0DuOY/C8aHWUt9Fmvnc3Df2jp6W4WHyp1U7U3nPZVGfVcetQRp/Zcz63bxyy6fZyRSNp95dbpYpMG3kZVx03CPJHPIFRyrqbc+rstv6/rqeZfFr4IR/EjVoruX7LoniPUIop5Ly4ug0F4zhsk44VjJHg+7HPSvl/wAWfDHX/DSQXVzYlbeb96jQpuBX7rZ9CDjP1r7nvrHTns2t0MVzptu91JOrQs9zbkBLiJQTxt+VlAxzl/Wna94cPiDRdRj1eebU9Bku5IILrzEgdIrqJisqqR3cLgYGNpxjNc86KeyPawWZVaLSbuj88NM1W60nfFnA2tlXHHBwePTGD+Fe5/D68uvFWhWsZTIi2wo0L8kjo7AZ+UfQVynxA+AeveDbGw1YpDqumXwci5sMymIhgjq46qcsmM9QRivPbPU9S8PahHc21xcWcyqoyjeXyvykEf4+leRXoOfkz9JwOYwsnF3TPtX4X+I4fBvjy1imuYLiS3ZQbZjtEgJxs9RkHOD0zX1T4617UfCHhvTopHijF/cxLcIMlIAzAvtx6YwOucfn+Wfwh8QNY+InfULv5jNmS4ky5wTuz69R+tfqh4j8SaF4w8D6HqUE0cIuIEvEbeGJJ5B5/usCOg5XPeuapGUIptn0dCtCtrE+efEf7UVzo934m8O3FqZb/T9QntoQSyp8jMvI5JAx0961Pgr4VsYfDWu674ic3finWL0SS27YVYxkqvQnjLn/AL5HpXylpH9oah4/1R5rOSW8S6uHnSMbyJCx3H355zX038ONJh8R6WbwW8s8Fsk4MARkPmbcBi3ckqDj2rGaXK7HVB+9Z7Hk/h3x7fab4+8UaOrSf2et5LHBCPu7Q+BnPccYNT698VNV/tLV9O0WKOONiYppZMMhKnDeUOB1B+b64rJ8M61a2+u6tfrHFczQeaIVUBv3hB2ZHs23P41zGixR3UUSRkySZETJyz7tvLdO57VcI3tcyqS7Hodj4s8W6DbB5dSuoppQSsUKKgDFs8nH3QT0GOgqC38a6/8AZTuRmASRN6puAL8dOxwtXrSFrjS4XkeSbajAgj/V84wR16j8cVu6D4cuNUu7axSYW8dwv7vJALsxyvHQD5SPx9DW/s0Y80rm94Yk1bxVpsoWwmkEaZk25O0jceQOg57elehWPwG0zU7Oy1e/ur6G4iDSyRsu0KCMrjuDgdf/ANddF8CfhdY61YzXEl9DGnlBw7yGNWyCDwRznFYd54f8UTeJtc03RrueTy483ExKlIkY7dq5BzgnPvjtUTp8q0LhJt3fQ8U174wXngD4gax4dgimu9PuFEylnK7gUz7/AJj3zXV/AvxzdaJP4i+1afdPBqpJS6Vct5mCPm9gOh7fjXD/ABj+HMfhG81O/S5nnudkLTyyudz7iUEaD+LJ6gdOK9C+D88XhS1jtfETta29ygMdxPESiZYAE+mAXP4e4qIxjJasu8uayPMrXQdVg+Ompa34lle0tV8xY8sAvlgEIhPTPAGPcmuq8efBG48N6S3jjQwsWizM87LFwtsQC5KsP4MKT6j8q978WR23iCxg0mLTY7i+nPltCw/1TEgcnoB0yTgcVxHiK7t7mFvCOlvJrumWMSx3FrtUZaYrFMqc4KbsANnvn66UaUqj0OTH4uhgqLq1tv62ON+B+raj+9UeIl06O2jebyH/AI0Iydh4w2McZ5ro7GQ+INUMUwguZdtvGjalKghu4pg4bDjlWyAvbgvjGBWBpcOl+F4xe2unSXel28bwtYXkojmUwzFZFGRkpgxg9cFiO1dJq1wlnZLbadDbyacs95LLJaxu8mngIk0RYAEcYKZ5zlhxmvYo4WUHzVHqfmubcRRxtNUcKmk977vy0OXt724bS4by2tol1iOGCRtJuFeZme3lWN5E3HAbaI+PQNzg110nhd4rVLGwt/tf2y8nS/09okjTE4Xygjlc53OMHHHyYzTGvJtb1ifUZJri4tZrjdYalAqW7JDPb+WzMpJIAdYgM9xkH5qoOwvtBtJtYuLQiO1a5bULWZ5ZPMtJOOg4yjIg44GDmvSufD2W3mX5IbrT4bW9eKS/tI5YJvs7XpE0WFEEzxuoBCFniA4xgDr1oqXxTFNNcHUBcRwB5prKxvLG22idLjDqC/cKCV/MdRRRFXMqknGVk/wRgxWRtdLvLSeWLVII7N3N+vmTXUMtswaIOFOAdg2+nJ7Lx0GqGPbtka4K3bT2OlaxpdssKqLmMugfOSBuTAzgjLkHgVXhvPsGrW0s17/Z07rDfXE0l2Baz7S1pKjomCWxj3OW/vVRht7q3vFubVo7PUVto4/Iihea3l+zykIwL/LudN2AOyZ6MajY6IzaSkSXwGpC2m8RS28ci2ltqE+preeZDcyRmSJ0IU4LEMgHGcrnvVAwyxziO5U6LqtxYSRwpb2263MkLhdyvIdvK7cN0G1SPvZrc0/Trez1WTS7aea2itLtobrSr+aK2t7qK5RWADDIHzqFH+zggjFYFxcTrdWryWkM+oTyRXxsrx5Ga2ZlMc209FBkjyf+A56CjqTL4b9izvtrqa6tI5Gt4rq6F5P5lwi2l0lzDyNwB2jzEJB4AHp25m8+GPhT4hanezXHhuM3d2bW8mj8uQShZE8uURsWX+MM5B9h1BrvrPTZrC5udHgOLAwz2o026MUL+ZkzRsmTyOQBjpj/AGqz7bWLfVtQnsprma8im822GZHa5t45ts8bKFwCQWY8nGcjgVLipXQ4Vp0rSjKx4vcfsh6drsscPhvVLjStV8mdLlNZkiRTcxbMxIMg9S+SemPxri9JT4peCIJdH0pxrVkypP5MAMpi3/dHqMk8jp931r6bjjN94b1TWiv26ytZo9RfCRW1z1HnnOWyBtI/2jz61X1m4hnurgvP5sV4PsyXElxma3Yst3D5gRQTht4zg+g6CuSVCM00fQYbOsXhfehI8V+DuuTeFRrEmueFtSW8u2luHvIrd2CrHzNuOei5GfTPNdd8O/jlZfDHUNT8O3pki025CToZlIKSkMHBJA+8oQ/n612EcNtb60J7wtbRfakuLPUo7Rrj93PFj51bGfnAJz/EDwapto8OseH9W03xHbxi61bS0xcMVELvasA33cgcImTjJLZrill8HqnY+jo8X1o2VWmmjyb4daFZR/ErV9y4sZpJ2hjHIQEsUJPsSAK89tdel8I+Nrh7KaMPZ3zKjMu5TsY8+4zmvo/xF8PdDurW206zaLTEZvs4vILqZluRLHuiOVwRtKnPPPeuOvPgZ4a1JZNNtLO50nUR9iu2idWyFlLJIEkdiNocp94ZJJHbkjhJJas7J8U0JSuoOxR034mSW81s8UMUaoAkhHBlB6gkHnrweoFdr4J8a6Kt0J01WCwh3K7iONpWAUlSuDjIYE9PQVwem/AW+vLeeMa1a2lzD9p3Wd4dr7oSNyjB5JB49SpGOldFpPwatdP0trf7Y15qDNbyEWkMhaOOVWxhDgP8yhTz1YYpOhOOlj0qfEOBavz2+89m8O/ESPR9efSIriHUNNaVTE8AbYVJ5UKTwOR6/dFee6Z+0bN4F+NniawaNWi+0NErSDbhFbJGc5HQHvUOkeFpfDtlHqtrLdXEM0ME1u6NHAyRS7Q5YMWbCOVBwPQ5xUv/AArXQ/Ftncz6h9h1C9kupIr6/gLPdruUlJlCD5gCRxz2FXHCzestjgrcUYWm1GmnL5EXiDxpZfEH4kaJPrV9HYaDZ3YuGfy/NZ2BGDtBAwB275710fx48eaXr9vDpUUa3ljc2yNNNbNgp8wI2nscjv7GvPdF+Gum6HpNlq811qOq6XdXMEUIhiVdu5SSGLZ+YMrKOMEoa6298I6doP8AZSTwQWsc6SSXOoXV4xUS28yl0MeB1QEBT13g54ojgZS6bDq8WYaC/dpuT+Rtx+NtZ1yznnubm4Onx26+bsux5s8WUXgEfNt+UEAdSD2NZ99o6R61NZi2ivLKSG7ia+heWSZZIz5kIlVepVRwBjdluTtFdBoqTm3aDUrm302O1vZrW2v9Osg0XmSB1VdxHMfKkYOMN6ipNUsfEGqDTruKW707X4PK1O5njfy4Z44Q6TdDgugVMdc5I716VOlGirI/P8fmlbNJ3quyWy6f15lK3nub6U3gijFswB0zWLaxVUWKeHYVkV27SxgH3YnPIFTya9LJa2lxqOrxaSzRw382o2l0Ggma2keN4mjQAHIEePU896G0Tbq09xZ6db2lxp4uLOXT7y7JimZS08RC/RSMZ5+WtTS9J0XTNDubSxfTrnT7i6MM2m2y+fLDDcICjZAOSrMASMcquRzWuhxJ6e5/X9bficpGgt761ktp47W8/wBIsrNbO3aSK58h0kjcbiV+YlEBPHf3rZ0tUk8QS2EFrf29x5yO8DMkENwlwoWYKij7mQqjP94nsKm1DXI5NNWc/aptL02L7VafZrcLNG8coidXyPlGDGT9RjpWbqM32TzLe7U6pLcJeaf/AGkbwl4ypEkGUQZGN4bafUjtxV1cx5ZJNJihb8aTe3VnpdpYTafBNbLpt1OWV5LaUlWVG+8UQj3JzRV2OS2sriyvmMDaYrx3VtrFrZG4KSPtjmEoduqs4Y+px65oqX6XBR11lb7i7qVks0eo6RYW1wi/aZTqGmyWyw7xLEskflFvmDCQAAe+QT3ybrVItSC6pDLDNZTzQSLps100j28csZt22hevzRj6DbnPNXJZLW40lJJJrbWY47WSZ9Ut2ee7ha2YuhJGM5XauD2z6VHeSQ31jDCizRTtJLZ6ZqGnWoWK4EjGeKNzjOWZSo9Mse1UTFxas/6/r7iE6atza2UNgJNa0aPTlkn/ANGVLhLi3cyAhzlgCO/93PFN1hReXysP+JvHevLLbXMszNNZxzHzI/NVT83zxN8p4xnpuq0/ntqlu12w0650/bdzXFxcr5TxzlVfAIIyHBHtVuaabR7g6raQ2dh4gRZreKz2F4ro20glLr0Byh29CDxii5EW5Xstind6nZT6bBe3Ub6jptlBayG6tbYB4JlnMcg3HOUIkXjPZRmqmp292bq4iYXIa4DXcOrRsIkMcEgZd6oOCIZBn0ytWrVdKgM2i2pvLG5S/ktL2C7dLWGaKVTiME/dOWTGegwajt70eJriDydMVpNUhjFzplwJJ3VCht5nhLYUMcx/L22DnjhNvoDjpaW5Tm02z0nxIv2u7sNHvI52hiurdWmW5jYRujZyeQXk5x147Vt3Gk6qmmw3cl5qEd75vkC5MapFMkR+aKU8ZYqJMZ67QO9Y9xDBd6V4YltFurizhjSC7srtktjBLAfmZSBkkeaw+oHpVq8ksPJv3uwbhvPjL2M9xLNIqzZiaRP9r5ySf9kVKuLby/r+vMg1S3k0/VL66htvIASbTJtN1O+LrJKm+eBkBzkBQpPP3sY68WtF1a10HXPI0cWTJdX6XDafJaeaY4LiLeeWxnaUK9gd61l6pYQfZV1SdZJrLS3iezuraHy7hLhWWNt+c8E7Dzx9zGOlSyaXeXVvaNeXFw+oEzWVlqDSrCH2MXgMi9D8rnOeQHGPu1Ts1c0lNx0W5e1OeCDR4NPtI7u40+2ilEtpeSxQYmgcyQMjAZwRI5YDtwTzmqGswQ31xLBKLa/tJ5JLQ3xnea4s1dUuLdmCcEIxPJGGbIyM1rS3UM1xYpcx6fZSRfZtUj1GUs/yOPKIOzoCeo7Yx2qj/Z+p3UUaxSz6XrnkxygWtuFjlFrJkfMwwAYyjg55CrnrSVkhQlKW39f19xJpdzJbawdRlWbyI/st419ZWqq8eVSOZiXySQSueOWUduKX+yL6O3sdJ1K6MZidrRdRNyV8kwyCSMbRjCkKx6/xewqbUmFxPb28UPkXE0d1pctvqF2EiuPOXzbd15P1z0+50zwzSdajuDql5a/Z4Ly4W01T+yntXkH32WVBuI+XCs3sHxniqJtq7dP6/wCAUn0+0Gb57+zsNYmim0y0a3hMkUwaNpY5AMEfdZE7YLj+6au6HeWfm3r6RPeWniG5jS+ZYIRFGbhGMksZ6bcccdPk6c1n6pDqUekB1TULi00SdHFoSkLwSQybJATnO3y5I2OO59qh1B7XSJoJD9nv7WXUJYZI7qZ3ZY5kDxqxU9QJQQfVaFYp33S/r/gGldaLpv8Abl40lmIDDHcxNpd1fKgnaP8AeRsi/MM/vCcDpxjrU7TWz2d5BBDby2+oXMF9fadFaS+ZDDKGjkKE8YVmcnI4z7VXuPssNxaw6hc/2npdkYTFcWtriS3KymKQNwTyBuIJORt9K0XspbrSTpurvfG6vkudLi1IyiNVDAzQ78n7rZc4PIDH0ovcrl0TKuiXWsa3oskFk7yaYulxmWyu5EgPn2xJdTtwWwVU++7B6VJrkf8AaWg3zNqEU1kbiWIrI8kk9hHdRiRSCowdjhSR3JHrxmaHrEFnq2nM1zb2xs5UvXuwTOLhZF2N9wAA70ZiSR0IOa147O/l1CQb5Le5WJobaOO3EcN9NbENHIctxuAjyeBtUHvTfYzho27GKNJktfDulalcLfXM+2O+ku7a3HnRyB1UqSc7fl2/mPrV/ULS3s7q10+Vb9bmWCeOz1YXQVJpbcpLbGTAzwpUsOT8w6Yq1HNcNPfW97J/ZrwXZiK3V6PIvILlFAJYY+UlkPH8LHkYzXOzakrWum3VnDBFdC5gvJdJkhknwiMYpmRn6ZVULYxkd6jmbZ0xhGKs9GbNxCbjxRHKqafp1zHKVjuLl2eK6WaMMS/P/PWMknp85rCtdWn0uzbV7GVtL1qOKC6nhWBQtyIiUkIJ43Y2txjoeuatrpOo/Zr6C2tbqLyHuLKTTpzHES5LTW7IBkq3yDHcjjODUP2qyks57WRYdWsL6T7R9hmmaW4t0uVZHOVx8wdUPfAC9OaHcIyX2tDZmvCjpZtI1jFLJLamxu7ryYfLuNsik4zjcQmTjpjnNFc3pllJrUdlZQ3E+s2s8U1tKi2Qje2mhLGPLMOpUEnqQFHpRVamXOk7WudJHrUGlsfsjt4e1KK6h1G4/exxW11FcYRgAFPBMmcHgAHuKLqNtO2i0eKKRIBFBp91LNLFI1vL8hicDALxSOFJ54Y8Zoop9EEW235GRa29ybbWfD9kG1DTkhubO6t54FSZWjYvCUlfJ5OeeOF6c1tnVV1uzurhF+3RsIbltJuZ3eW2Do0NyUIH3Cq/goz2oop9DFSa0XmUfDkN/r+qajp9jctqOhpbqkj+SsUzSpmJWLvk7v3QbrwMDtU7W4ms7+N7r7RZO58mS8vglxpwmwzGRF6/vYlLeqr0GRRRWW7t6DleLv6i/bbXUtOukuIbO2ht7sXcOsWsDyF1uVG8ODxwJctx1WrEtrf6tY6Ze6raX2l6vJFJYx3UEYSOCUDMW8sScFlYEcYBoopP3Xoax99PmGqrXmrTW5tJBeyFmexu7opDe/aIBL8oGACZowQo4xgdqwNH8RCGxfVNMh02adkgvm0ydGm4BMcgj9WO05x0VjRRVra/kT0T82bkOh3Muy306C8vrQwXNhd6Tb2ojK+ZJmPy2PJBHyDuNi/WqMLRXUa3L2a3OnX+Inh1C9BkhSWEW8hAXoN5jx7AcAUUVMXdmk/d5Wut/wALDpobWx0cwXlzHqdlpMavDdWsG9lnhkdQCeR86SLgEngAcBa1IZoft1r/AG/JfX9ldvdaVbaooSALFKomjztPX52IHpnHHFFFOJDbRWkEGpXUDzyWKXaxiVriS6aa3uxJ+6m80HGFDohPHRTnrWVHcX03h2NLe2XTtZntVYJ9i3JK1u8ZXa7DhjGeo42oD/FmiikviN5aXt0NabOpatF+8mtjdL9oms72dYLe8W5iGBHzwC+fXAOeMUljqigDUbKG2E6w/aV0y4R5JHkhIDgrj75B7cgBhRRSjK7K5E4szLjw/Pa3F3pEdvJDF5sscdjIBGVV0WWMISDlSTgHJOEHqKvW/iKGO5e+iZby3863vjpd9cu0qoyGC4Zdo9UHc7VAooraK5tzib5JtI0NH0e8ull07TrV7vTRHJZtGbTbcRywuzx7WYk8oox14JHeqktnd6x4dlZ2ml0W8cR2081yIpLOOaLy2PGNwEyRgjphR0yaKKye53RSdvn+AmoQ2UK276lqVq9jZBbtb61Jd5prVmj2OzE43IqKPbHpUGvWMPlst3NO+pXQntbO/sYTFHLGuZYmJXAw7Ki/R/aiih9yWk4NvsN0/UtOjvvs0tmbLVYzb6sZZbgBZxIoErMefvFmP5570UUU3smjhlJxk0j/2Q==) | ASR 1265 x085 1101 Smykke eller dragttilbehør af bly/tin
Ovalt rem-/bælte eller skospænde, ca. 3 x 2,7 cm. Plan bagside med små fordybninger overfor, hvor der på foosiden ses små hvælvede cirkler mellem stiliserede blomsterhoveder der hver har et central punkt og seks små kronblade. På den smalle led en stang med cirkelrundt tværsnit, der holder en komplet bevaret lille torn - antagelig af kobberlegering. |
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) | ASR 1265 x087 080704 Remspænde af kobberlegering
Omtrent halvdelen af glat ring med ovalt tværsnit, afbrudt i begge ender, lidt uregelmæssit buet. Den ene ende er lidt spinklere end den anden, ellers generelt 5 x 3,5 mm. Største længde ca. 6 cm. |
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) | ASR 1265 x088 080701 Fibula af kobberlegering
Fragmenteret korsformet fibel, hvor hovedparten af bøjlen og hovedpladen er tilstede. På bagsiden ses rester af nålefæste, samt en lille klat fastrustet jern der viser, at fiblen i sin tid er tabt/efterladt med sin jernnål. Største længde: 3,6 cm. Alle kanter er ret 'afgnavede' - den har altså antagelig ligget længe i pløjelaget. |
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) | ASR 1265 Privat 050114 Form, tønde
Hel, orange, mat glasperle. 10 x 7 mm |
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) | ASR 1265 Privat 050113 Form, ring- eller skiveform
Hel, gennemsigtigt grønligt glas med blærer. Overfladen lidt mat. Mål: 12 x 5,5 mm. |
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| ASR 1265 Privat 030802 Hvæs Mørk grå
Komplet lille hvæssesten med ophængningshul. De to langsider slidt ret skævt og nærmest huset, således at tværsnittet er næsten trekantet. Sild på alle langsider, delvist også på de to endeflader. Mål: 6,4 x 1,5 x 0,65-0,9 cm. |
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vjPJLEYlvlQoRdSSiupF8LPjDb/ABK+L13omgQK+k6Zcl/tUjFjcyFjjaMbVQbWOO/qASD9Wtb3rW6QNDhtpz5aKOM8dFwB0OQOmK+BP+CfGmyyaxrGqRRqxtWlWRpFOwsyxqgLeuGm4PHevuybVp9YCBZJ4Jbd/nMDK5IxnHy84BzxjnFfP1pupK7Z+2ZZg6ODw6hTjv17mzZaZGs3mzxxzOcbnJLtnpycnP6YxWtqFja+WiR2q2sSDO5l4Y55PJ/z+NcrbLLDrkskMEfmMBkeYcIzYwCOx/DH0pdahkiWFzPtCuZGhdCyqwxx65wOufWuZ+p66suhbeMzSYhghOcqFKksVHccH34x/Q0CGX7QwUPbIVH3Mj5CMEtgcY56GuYvry6uFWS2An3NuRY0OwcAd+STkcfl0rR0OC7n00y3M9xEvP7mU5VccDOBzyO+etG2pW7sZPjbxFd+HY4EjaGctJljMpdoxjuQNuc+oGf1qb4d+ObnxMbiF7GGZLfcPOjjAJ7HII25IHGOKuWtrFeWNy5MdzEzhSjqGXsMAHg/xenXitLQdHtdGuIBbRR2SSLl4ITtJYN/ex8vBBx9OaVnfceltjRbUILfzAUt4yyqW3EqFyAQuSMZOfr04rDvPGk8Eiq9m1zIxZcQq0oAGe/AA9+OoHpWrKba3ZxGFaZDuadcyFDnOw5Gc44/LFZEkdqZLhjK7pl1iVuAuOu3rtOD0x6U2l0EnrqX4ZhdTQzeZFFauA3lbgHQ4wAR0zzk4/pmrOnKyWrwW9ygXeFUtKS20jkZPTJz+YrBWV7GNBDbxS3DHcdsfyqQeCWyOoI79a247H/RGMaxxXsqljuOU54ZVPHOf5CkktxtvYL8yWN4GthHEqxA7JTjJyM8gDjHT8evFLERDFzcRyYJba7BxF36dzz3wenPaqUV3dabbyS6hdecWbMaoCFUgfex1ODjPfjv0qpH4iC38CPtlncjjKKGwe3HzHHbnrzmnboTfS50BWe0t4VN1GEKEhYY2y/Q5xk8AEcd6mt7ryfKme68zBVWXJwDnupxzjGT0qq7Wcyz3sDxpdMisQ7Avt6cn8SME1k6TiRnt8RtcBiwZW2sFJ/EDjHTHT8KdrBc6D+3dQS8h81Vlttw27W2nd06ZyT9B3Na099LfRt9kk2zSNjaAAq8n1Aye3fOa5y1SW3vrZpngspQV2vw7spPG3pzzj8a6HTNLmWQbJEnkZiF2soOBnHGOcdM/hTC5yvizxtpfhOP7T4i1i3srCJePMkVBzxkHHzHrxj/ABqXwvrOj+JrCPU9H1KHU7SYkwTwsJEYbsFRgdQc9TX5m/8ABQjVPFj/ABuvLHWLm4XSo4Yn0+AApEVK4dgvQneHGeuABXsX/BL/AFLxHfN4lst0lxpIVZFWb5lVweCAT6Z/IelWloYqd5cp+gcNnLf2sqSMhfBKqq4K5yMAg89M/j7V8761Zx2vi6/tGhhJjWVAu8jpkD5c9SOPfG3gDNfStlNNb2jASJjB2fNy3+10z369q+aPG7SL4u1x0ECsjSFtyqTzhS3OSeoHfPCDua7cE/ffofHcVpfVqcv736MqQ21pcWsdybZS8cD79j7wGZwo5z82cH03EAfdFFSW9vCunyI4t5Xe2Z3b5QPmlC5Yg4IP3c9+i4OTRXsppH5d7zW/5mVJHPuEW1VVLL5s4GQEQ5IOenXnOM7jk/LXh37VPiD+xPhKsSusU99L9kRNpVgu4M64xxwpyO27kktx7rciGC6lRZYUH2UfKuQR90nG7PHOfb5nbPAr59/a88M6n4k8A6O9jCL06c3mXAhiO8JtwSARuABx8vJ5LN14yrP3HY78vjF4unz7XOv/AOCfOhonwv1G8LCI3equzuBhjsVQv1x82Af7xxX1ObP7DAZnUqkWVk6fd6dM8Z45x6V+YX7O37TmofAm4uLKeybVdDmcs1rnBV8/eH696+krb/goV4MljQXOnaowyxEM1uhWPOcAMGP06V8473P26lUp8iVz6rs7E3LZs1MbhjJHM24HuvI/vdcZ44qT+xb6O1KXDyzSCPzftD/N5gGcbsDI78H0r5Ytf+Ci3glSA+h36JnnauQOSc4zzn0rS/4eJfD9ocJY6lCc5I8lfXPBxS17GntIWtc+iTbJawwzXaR/ZxuBwQHLHgD5R83b9auw6SLO1geMloW5KbNxCDoe3fua+bYv+Chnw+mUjZfWY6ErZAsRg4xjHfr0PPXikh/b0+GH2gCS41V4sliz2xXOeOi46cnn179KHcpTh3PpaxE7SvPsaCCNNoiQKivyMMQBwOMVa0u4g1HKzTRzGKcuxVz8pyBggn5uOM89PfNfPeh/tsfCeOUtL4pvYYgG2LLbSvycj7u337mpJP21PhJNaxiTVw08jASssciqBxz0yOnv/itb7F80O6PoLV54tSmMim3ZY8EbGBLYIx0wOPmP6e9VLNS04urATJFGcrHIw2buPrnA/i9yO9fOsH7WHw2hnimi8U2o2EttmWTv7AenofwretP2uvhrqVwsU/i2xtYUXGDvWN+ygAA449fSgXNHqz2m6t2juhBcqDdBNxhViox/EcgA9cY47e1WLu8aby13tFFDFvikjf5gPXJ5PQfWvE7r9oz4bahHlPHWnQsFywSYfOTxjJxwD7ZwK0bf9pr4eeXb2D+MrOSLbs3LOjBR9M/170DurbnruoXMOvW8umxbpLqBADcFiTj2Hrz+FY1zoPmNiS5EGyIeU2fm3DkfKB7Z71zMfxu8FXcbSx+MtNtSxH7yR1LY553DOOvU5xmmQ/FTwprFzMJPG2iyxNyIYrkPjBH45IH/ANb1PMem1zqY3hsdPgm2FpVAIkc4BYnkAAHv7HNS+HdTu5FkngieNxz5QIDEscY68jHGfc+prndQ8feHtR8sQ+JdM2qpIdLuIhRwegJwe3POK1bfxZoLOsqX9nNMYyglWQfMp/EHB6ZqeYqx0n2qSC8kupE8w7QFXdvK46jB4H16896uLrxu4SwTyJZCCoDMVxknnjHJB5x3NcpYeONOkZ447a3VFVgkiTZJPPQAent+ea6J/EelyRoJbmLYU5jcnsAOx6n/AD6VXMFihqng/SPiPJLD4x8JWmpraMfs13dRJIGBHX5hnPHp2ro/CPgvQfBNq8OjabBZxyLsP2VAoIAOASBwKzLbxlpd2skttqNvIkZwR5obLAfdIXOCMjOfWtK18VWseN97HcOQQh3BME8E7mOMUJ2Vgtd32OoiuI7eFJWndw6FTGuGYn1+UdO3f6187eO7iS18QeIgggeOR1BZos5ykYbJznqcfkOS3HqurfFDSLON443i1HgK6wy8RdtzFeBycdO/SvHfEmsTaxdXdyz2cLS3RR90Z7BUILEdeACP4c7ercepgoy5nJrQ/PuKsRRlRjQjK8k727aPctIwVJwwtyogZSrQgZHmAZOB2Jxx04UDPNFV3u2tRfxtNZ489YmRrchscZwMcYxjj7vK8nmivWPzflUun5GL5UP22d5E5Nomdp2nI2HBDcAc5wehO49QKjhgtjLajAjBgIwfk24JJXnJGDj1wOT8xAp8sMkzP5dnM7x2a7iGA24Csc8YXBGcH7uCfvkKK9jGjR2262m4RiQW8v7oz2UlRlug+6Bx8xpbglymXqnw38HXSWrS+GtLuJAJBua2jyW+b/YJ4OBjnA/2jxnzfC3wLdSWit4S0mBi7BwLeJQTnkH938vIA4zgHHLE47XdBLHZOkEyuqMVUThVGA2RgD5QGPQcgHA+ZiBnWrQI1qsdnPAFd2Rmk2hun+zxzn7ucdByTUcq3saqtJJLmf4nO/8ACnvAcimaXwdpJD3AAk8iJcgnoVA459OR90AkmmSfBXwC0H/Im6S7KwX/AFaqrncmRkYODjtnqAvc12NuqfZcxRyBfP2qu9dwYMB/COOcjA9lXjdT5Ih5UzPvUpIBkODwCgGDjJPbjg/dX5Q1LkjbY1WIq81+d/ezz9vgj4AhurxW8I6U3lqu1mQDB3nOQvGeR09ABkAmodS/Z1+HEkl+p8J2O+JVKtHNIOSzDlFf/ZxwcZ4HGWPok1vA19qSh2iXeEVicg4OOdoAPTHbJGOAvMl9aGO51VEfzoRFyqjcr/MVz8w2kEjHbPQYUUezj2H9brcztN/e/wDM8rh/Zr+G811BAPCVtv8AL3Nsurhs/JkEfPzzz7nOOBmqc37Lfw6uI0C+GmjkfIHl3E5z8ucj5/bPvnsBmvX4V/06Ios0itENoycZ8vkc4H49DjsgGUzKx0/5HUbc5353kBjjnGeR0PXAJ+UCl7OHVF/W8TfSrL72eQxfsj/D17qeKXRZYlcAxAXcu4ZVWA5PzcBvrnPA4rGvv2O/AEa3TFdVt9gyifal44zjJQ9s9cepwK+joopbp1LGGKTCxMhJIZQo56HcT78sTk4qp9nRYLn54SFOSSPMIBGQCduPfnuCx4FJ0YdkWswxSf8AEl9586XX7F/gORoUgutbTcNxY3MZ/u/9MhjjJ5+pwOtKX9ifwjN9nMWp6vGJd5J3JJhQMjA8sZJHrj1O0cn6YaYZR/tURZIuNsIJHy5HbA/vc9T8x44qEKklpahS08jwysNsI7ggHaTkjG4/NycZYYAqXRh/KaxzLF/8/WfNLfsJ6JMtp5OtakjXA3BSsb4AI7jAzjkZIz16cnLk/YVs5mZbfxPPG3m+Woe1V/4iMffHOMY9eTwK+tLU7I4EFixJicF25JUqoy2OvTv1IGcKBmkvkSLEWijT7RJgNkupyMkc43cDIz1K88AUewp/yjebY6OvtX+H+R8lf8MK3Ufmb/F8cYSWOP5LQn72eR+89uPUZPAqtN+xDrEfmmLxhA0QEZUtAw3hvukfN69PbJ6cn7BmuIvJvGVLcb7n5Tgnk7yOcc59M/N16VHHHGyz7riEcqoADc5deRxzkDgHkgZICjFT9Xp9jaGdY/8A5+fgv8j5Gsf2NvEip8njZY18rzMRrJgKd3+1xkg8HtycDmtFv2RPE32podN+IN3uVUJM8c0Q5Qt1DnA+UjJxxz0wa+qba8jkt7lZLiJGS3ReORgyA85GRkH6n7x+XApltOi3lx5ZjZREjKTGT/AxyCeB1zluONx+UYp/VqdthLOsenrU/Bf5Hy54b/ZF8WQfZxH8Q7jTxKhkjFv5wBBBP98YJKnr25OMivTvht8D7fwbqFhqet+JNS8VXrTRtH9ummSCIcFvkLHk/wC1kBTnGWFexWL+TeWVuzwvLHACSIwADh2/DoD82Rghj1UVHYQos2jO7QxOjAhlXCDG4nJP3eSM9cZz1Iqo0YRd0iaubYytDklUdn8vyFt1jt3jKRWix+YuSfMyq5fJHzfJwyeuAeeWpL6OCYSmNbOFhc5bJkjC4wG6k7fvAFR93djqxw2ACOC0CiF1GGxlkbIzuGM8YPbPGRn5m4hKpGryQeWyfaMhCSuGD44yeOWI6cZA6kmt0eRzXepbubXbBeq6WcaR3KEnDALhSpGFJwATj/ZztGScgo1O5EdnqqxWiRsp8zO5gNwG3BHrzjjpjb15ooMpaHPx2bRXahd8YFphvm24xg9AcDHX2Jzy5wEt1NqsBMsmGRjtQbcdMcAk8YPTpnjLZq19lnguZMLJbOtr8oXouAPrjHA9V3ZGXOAkcTyLAHDxkoxGQEHHUAgdiduB0yQMsTU69ToSi9tGRabIjRwEeaQMgKq4Hf06dRjbyOdvO40yNlLacoFw4BdQ27aTgsAQFPA9AvphSTuIv6XbyRQoiKxVTISQgwMJhuP4R0GVyR91c8mrNjZyq9kFZn2+ble33mJ7ccfLgdOi5JYiuhhe+5T0/wCaJFDSbftIDGMnP8XTHQbhj5ewwvG40+dkkt2VY5XbzwQxI6DaFA4J/I88AYXJqaxhl8u2LuxQXQHCu4OGORlR7BeO/wAq8bjTjpoWEhG8sLchm2jrgrnHA5JOBjGSu0YAOSxXNa1iGW1zDqH+iSEEqEOPXOBkLg8Z+vQfICSTRR+ZqkRtpfN8keWzDfkbyBkbQDx+eP7gqxeW4ii1FXk3bVjCgFWVcM6npw2T/wB9YwMIDUcUaR3Vw2fOzbBc7N285II6YxwOnBx/cpk8upEqr9tQ7ZA3k4+QEgfLtzgrjsP5n5NtUGtzJHZBhJISpUls4bIbuRz64bggZbsBpRunnoVkdZdh5CE/wHB545PPpxnhMVWhjNxBp6KGZSNrbiCNxDg9WzxycH/ebjaKlq7NYuyZoaPua6kDqPL2AK7tt3E4ODnk8E4BxngnHNMkhmMNzKoaPHPLZB/duTjpx0PPH8R4+WrWjW8bah5oghLyuAwkkIJ5Q/xMN/OTz97qT0FMkkib7YyQ2z46P5mflKMw5LjHduRxneeQBSZEbbsheSVUYlsRtGMNlhlgoJPPQj5evP8AEePlqqkouLG2VrjnyJ8naeGHLDk9c4ODkjGXyMAXpLDbEqhLL5bcjcp6fLu4y3YfNgnjO48/LUVnarHYxhZYWAWbAKYHC8Lg+md3PT7xz0oNYq7Q1bvelqslzJ8tuwwFJIPBx8x47de2C3y4FRi4j861RvMlBfdtUE/wgjIbqclvvHsCTjaKsLv8yJzLuVYGDmNSqtgDnBHA53fhub5cCoV2ySRSSb2EnG4MQQfK5BBAznhiDwep4xkEttBLi1Wa3LLGfmnPVlAb7xx8wwcnkZ6gZbpzWMLRwSNJGjbrheDIhOS27Bz3P3uv8JLdAtalvbK8IVYUDGSTD+ZnORjPYZxk89fvN0Aqq2n7tLlcwRun2jJ/eAkksTjB69AeeuCzYIAJdjcLdSO+tZobHevkh3hiQea644kJyFI753e+Cx9KbDE6XV9IyQv5RQq2FOECyORk5A55yQezHoFL5oWt4gu2Jn3pAqLIGyG2yY5H1P8AtfebGACjW5WS/me3jUq0bnnBHyux5IyOcHJH+0Ru2qX1JjGKRbhWaHVYZXggULAuI9iKBhWP0GCQ2T3+Y8kLU1nK9h/ZUcdvApAVchEAx8wByM7SPbOM7urYqrMxt5JUEMeyGLCI2wNwpbP3TjrnJzj7zfNgUWM00M9pGtvGEhSMq6BFIwHwckfKQSTxnrn7xwGtgk+WVh1reTfZbCE2UbBCx2bSOQGHGPu4yOcnGe7Nw1EljNvG0JaQXG7dt2Dps4OCcdu+M4GSWIk0qR9tgDbZfymIcEL0VgDgDK4z2zjPGWPELSXDGxzF5SxyAphQu0cLklc4A45GcZAGSThkO9rr+thbiPzIrwvYfLLc/Lhcbh5ZA4A9Mj2+6OCTRUtuJ5LVBjCeahBZf+mR5wB7HntnAyTmik7Fx5mr3PulPhr4QjUKnhXRFAG0BdOhGBnOPu+vP1oX4a+EVKlfCuiAqNq406HgdcD5eldJRXzfNLufuv1ej/IvuRzq/DnwnGoC+F9FUKdwA0+EYPr933P50R/DnwnD5ezwvoqeX9zbp8I29eny8dT+ZroqKOaXcPq9H+RfcjAT4f8AhaPG3w1pC4IYbbCIYI6H7vXk/nUbfDbwi/LeFtFY8ddOhPQYH8Ppx9K6Oinzy7h9Xo/yL7kc0Phn4QVGQeFNECMACv8AZ0OCAMAfd9KU/DTwgxJPhXRCWG0/8S6HkYxj7vTHFdJRS5pdw+r0f5F9yOcX4ceElYlfC+ignIJGnw9xg/w+lN/4Vl4Pzn/hE9Dzgj/kHQ9zk/w10tFHNLuH1ej/ACL7kc7/AMK58J5Y/wDCL6Nls7v+JfDzk5Ofl9QD+FIfht4RZtx8LaKWxjP9nQ5xknH3fUk/jXR0Uc0u4fV6P8i+5HNr8NfCC/d8K6Ivy7eNOh6Zzj7vSnf8K58JiMIPC+jBFBAX+z4cAE5I+73NdFRRzS7h9Xo/yL7kYB+H/hdlwfDWkEYIx9gi6HqPu96a3w78KSHLeGNGY4I50+I8HqPu966Gijml3D6vR/kX3I51vhx4TddreF9FZcscHT4ccnJ/h7nrSSfDfwlKuH8LaK4yWw2nwnknJP3euea6Oijml3D6vR/kX3I51/hz4Tkxu8L6K2Om7T4T3B/u+oB/Cm/8K18IZJ/4RXRMsdx/4l0PJznP3fXmukoo5pdx/V6P8i+5HN/8K18IFsnwrohPHP8AZ0PY5H8PY8/WlX4b+EVk8weFtFEn94afDnv32+5/M10dFHNLuL6vR/kX3I5yP4b+Eo1jVPC+iosYARV0+EBQM4A+XjqfzNO/4V34UDRsPDGjgx42H+z4vlxwMfLxXQ0Uc0u4fV6P8i+5HPf8K78KbQP+EY0bGQ2P7Pi6gYB+72BI+horoaKOaXcPq9H+RfcgoooqToCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//Z) | ASR 1265 Privat 030801 Hvæs lys grå
Hel lille hvæssesten med ophængningshul. Slid på alle fire langsider og delvist på begge endeflader. Mål: 6,9 x 1,5 x 0,7 cm. |
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) | ASR 1265 x074 0906 Brudsølv, barre eller råmateriale af sølv
Lille uregelmæssig afklip af barre med skarpe kanter (ikke smeltedråbe). Tydelige bid-mærker på alle tre kanter. Største mål 9,5 mm. Vægt kun ca.
Evt. smeltekage (kiksebarre) ?? |
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) | ASR 1265 x160 0903 Mønt af sølv eller kobberholdigt sølv
Gros Tournois, Frankring. Philipp
us Rex. |
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) | ASR 1265 x166 0903 Mønt af sølv eller kobberholdigt sølv
Dirhem, fragment, formentlig med brudkanter. Kun antydning af skrift synlig. |
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) | ASR 1265 x165 1107 Tenvægt af bly/tin
Tenvægt, konisk, uden ornamentik. |
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) | ASR 1265 x026 0813 Sværd- eller knivgarniture af kobberlegering
Formodet remendebeslag eller knivbeslag, jf. x27. Måler 20 x 16 mm. |
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) | ASR 1265 x027 0813 Sværd- eller knivgarniture af kobberlegering
Formodet remendebeslag eller knivbeslag af bronze, monteret på et underlag af jern. Bronzen måler ca. 20 x 16 mm. Sammenlign med x26. |
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a3HNGzSITuVdpzyT1H6c/yqdtjBC/KKBtCHhiDntXj/AIk/aW0TQbxrWytpdVbcT5mDDHgHjGQS35dKzNe+PGs31sE0PSoppJVLqhPmt5e7H3V5zyOvaqUdbIjm7s98kuIoo2mfYojQ5Z3AJ99xPr2rznWvjFpFnfNZ2pXVLloztWKVVjHPQuep9hmuKuLHxXrngXVtb1KK6mvLaBBa2AQLGDIeCwJyD94dPxxVGbULu30Wzurs6baQwusrW9oiJKrfMOucpg7jxgc8960cZddzB1kvh1O1/wCFsambWdh4fnsdihZXublQsZOcZA+bHynoAfzGfLfiB8Ttakujptt4jhM1wjB7iGIRxW6q+CEGNzSHcp+9jBJ9a4rxF8dtXvp7s2OmFri4UxS3kqF3AOeVAwMnAOWJ7V5h4l8QXtxC8C6M1tvywkuGZnByCpXj5e+eudx+tLlSDnm9D3Lwl4i0XwZeSzTaZdXd5dCH7ReXsDzhQQXRJNq4+YANtzngjJAqj4y8ead4wuLTTtHW5tpriWBZprdCkO0YJWNT83HTB5I28dMeEWPiW/tdIFvLezkON81qpYLuBOM4bn09s1nXGuXNtLC9tatarECSUJDMxJ5J55HtjgVfMuhwxw83Nzcj1L4naHZWDR6fpt3qMl3IxZ4r0eWFTYScKB9ewyK4a90iLQ7QXOo3KiN9iBIwZHQEBsenTHfvWUfiFqy3DStLMxZVjKkkgqucL1HTNc3ql9e31rFbeY8sW4yfvDzk4469B+v5YqTjLU64xmlaTPUda1nRdP8ACkN1pGnfaWkjw8txIBI0m8jJUc4A2n+fak/Z9+Kt14V+IMNnfX8sej6oTFdRs58sSEHY+O2GPX0JrzGG/a3jW3n3GIAcKAr7QecHBqG5ba0V3HDtjByDj0x1/GsneWjOmjanpc/TEagluqny2RVPztIDlsHpjvVW4vptw2qzmQj7y/Nux/LBry74c/EKfxf4O0bVLmRft0sW2UD5V3KxUn8duePWul/thJpgJZJHAB+6dv41z3e1ju5bdTrf7RaWFokIkl3ANlshiOg6Zorno9QHCW5C+pTH5UUJsJRVz122dryZ8bRgBcSA5HHJP1OauRxMRE+DJztAzhe/Xv8A5FCq/lvtHG/BY8AcEfXNRzK5jeaRsBVIXnHbgVettDmVupXvJ1S1u44zh8iNmHQj0GDT5LczW8bFQ2M53klc47Dp2H1qNbWNmlJGeyqoGBgZJJPrj+VSmRmiQ7VjbO4ljkD2GT+tJXZTshbaLy7VvI2w7k5WPjbgdeMc8VNatB9niMrYP3QgOTjj0/H86YbeGPznlkLTRn7iAANnHA9e/PuKznaOYBgfJQP90nLdOMn3/WnqSXA0cqoZFWJMZO7ucdcD+vpSqI7grsICbxkfxbc8Y9/p71VZoPJEcatu4ADg4XOM5J+v865i8+L3g7SdQuIrnXLQTwsYGjjJk2MATg7QcDnGT3Ip2b2J5u5ueItRg0HQdS1ArDFPDC5VpOS7Y4B9s+nqa+UPiB8SNZ8baxaW2oxMiO25YbUFlVlGWJUEk/Njr61vftC/tEadNpcen6NNFfAuDLMEwpRf4fxP8q434Z6gPGv9oao+y1VUSNG3fMvzlnUKBwrb+g9DXRQpe1epy16jpK6Oi0nwzr3jHS7Oyv7+wtr+4uW+zx3iM06bDuJHVRkFvc8c9MddoOmzaLa2gnCy3cMrbrqJdrAA8Lx3/E5z+FWZNPSOzhmiDXupQ/6uQjbtYEAjpwBzk10eg6St9qNlDM8S2m3eI4ywBmzwx9hjB9evFepGnGOsUeLKrKWj2PQtJuDfaHrc7MC80Ozdntg8HHsD+teSfErR4/El1Obe8jktDIsJSBEVdyjAUOOWwqkck9Sc5Fez6beRKt/CZEjjZHjPmcIqmJ+DgcAngHtXnt+D/wAInNqYsv7Jg+1yCGHADFQOWIHYA9PUH3rLljKTuClKKXKeL3HhuXzszOJpFkWONzwNigkZ/P8AKsv/AIQuBcO4XZKxLoRluvT2xjtXovgux/4Sa11S+t7X7S1urN502flAA6DGAOv61n3DIyjafLlV9g3j1JyenbI59qr2Kkro09s4vlZw2oeDYLi1aSW1iiDFQNuBhRnnHdunJ96yNW8J2EsSEWy+bhmAGEzx1IUep9O1d/fSxTy3CywuI4uUYkfMNuc8cDr+FVP7HN1FHcQHEKqVbscg8DP1zWLox6I2jVl3PK9X8CWyTbVhHm7cnDHGTnjn0A/lWLeeB4V8xBGwfHGD/wDW/wA4r2D7JtUEwEx5+WRRkZ75P41S1CO2juBJKMoqhZFOByx4APtwc1g6KOiNdnjjeEo44n5ZgRtxjHtVC+0S/Sxi0O2L+RLMriFlAZ3PAy3Ugc+3Ga9SFrL50hvbeOC2LZVFTbJ7DB/mawNNk+164suVEFiWjjZVwXcjBOfbJ/E+1YyjyK9zqp3qOyR6J4Lj/wCEd8L6XpL4EsKbZGjP8RJJA9sk11VrrByoAyF5OeSfauAhuw3KnbtznI5NbOkXRlh3qv5msUvM9DSx6Np+pfaGZiPLT06UVh6fNLtj+ZiAOAO9FbKxm2z6iaJnxvHAICjJyfrz9KbIvmYbbujU9MDHt/P9KGlm+d5XTMjg7fyPA6mm3F5LPHFBBbbQCVZ2+UgdjgVlo0ZcrWqM3XNQi0fRZr64ZUWEbh5jlFY9ACx6ZP1718s+MP2k/EtvDLdR3EGnOJPLhghiWRMg88sMkep9q9b+K3iKe61tPD1usk6QhZZ1A3tISvA9gB1PTr6V4X8YPhbeR2k02qTwyXluwZorONYkCtGXR1wSCThlIOCeCtawpyqbGFStGm0pMZpX7Wniwq7XMNjcsx4maIqQ3bGGAArY8K/tEeKri4ZLo2d0GJbzBFsYEjAA2nt6nNfN39m3P9rppjMWkU4K54B/yP1r1/wl4L1HR7GK8ktfMtZGVvPRS2MHO0+54qXGW9i3UjpqbXxL+Lmt67MLOG8ksbS3+WQQbsux/h45OMfpXlVnri6BqD3Mbyi5ZWygb58ZB5PrkCvSdf8Ah/cQ6jDJdv5av5k5jL7gW2Z2sRg544x69jXi2vaM1ldffMglAlAXJYAnoffGK1VKUVzWMvbQm+W5leLIXEdvcpP9otppJUVtoTBRgMY7HDKf+BV7H8B9URdNj0u1UQ3/ANrjlaRh8piyNxPt8oFfP1/JvuSo6KeBXvPwL03KvdhxJNKhiYEcY5+X8s12YTWbsc2L0pan1Hpl2urW+3y2g5bamcgkZJwe+cda3PDdiDqluXX5ikpj9HwjH8DkD8a5nQXMmixtEoDCPMWw5GcDB+nArrl1VtNt5LhIhI2dzgg/LwTu9hgfmRXfNWPEjLoamgWsmpX0FvMnlB5FO5SRu+bjdnrgjH/AjWf421Qaxql/aSzGVLXdBGxGMgM2Rnuc9a3LO8js9Q0ufG8Jc7lUDPmDB/8ArmuK8ZXG7WtTltFISN5ZcN325LAj1wG7elc1tTZXMPwbInhC1uYSdgnDxrGgyuAcMCOp+9+Vcbr0cmn30jiMvaSeYYtoyYwy4OB6jqPpW9JcFYVEreW8Iw7EcbTyQfU8Y9ODWXqkj53W+54WUqGZT8nJ6Z7cDP0raI5Ozv1Mm4aS2sZotkcyNLHJ5xP7vk/NkY+8MY49WqWxIaFxOY2Y7t3ACHCgZA6Z6Zz3rJuJizzKWSJVXDMHJ6DJP4YPf0qK98uOxZy6wNGoJUBi3zZOMEYwSyjv1pyhaVxKTskabq01vvdpEgVm2A8FhkE8dRtGCCMdayZbWCzs1ljhaWdIy5ll52jA+bqe5H51NY3g8yKS7wI0YrtcZd2YAZb/AHeWwfYVFdFZLYpAufNAaKQklmUgHHtwTngVzzjy6m1OV3YwPFGu2+g6b5ksok1CfLwQkc8/xkZ4GD+PSvPtJmG1I1JC+o5P41Q1i+/trXLi5YLtV/JjCnI2pkD9cn8avWEfygKu0+teNVqc87LZH02FoqnC/VnSafISwRXACn5sehrstFYQfKAoX+6p/nXG6bEGKnaSwPVa7LR4ZsYeA7cZDNTjY1adjqbFi0PyyKPQA5NFTabGqxn5FJwSAvFFaNmSi5H040jWscSjG9zhxnnp3Ppg/pTbqVY3kTiI/eD47f4/41KnyTb2XeGOevAOeD7CoxGPMZmZZ1GPvJk81juifhPlvx/43/4R2Z2hjlufEN1qLbri0uDuiVT914ypyMYxgqeCPpmeDrnV/GGleL5dUWGeGYNLNq98gkuIY1IUxwpvVRjGAQcDAB68dl8Svh3Z6d8QE8RDUrjRjkXNpNHEHU3ZIwrMThDj5lJG3OQSK4z43ak3w58LaN4X0vUorq5jtnivG+1B3YE+Y4ZR0zI79fSuynUlCKfQ8yrBSlZbs+dZvm8bagpDQDznK72yyjGVyR3xj8a+3fhtqWgv8FVgnlk/tMuiqqqNpHygkZHLDPIyOor4K0+8lbX5LiQ75ZZC598817Z4P8Y3cOgx2UhYWiSb2hQ4zzknPY4oVRRi0+oVKbk426Hpnxm1dNKj0+2uysbSW8jrNBlA6Daz9zhyVC9ODXzLfF7qOSZ4lRkPzSOOcFieAfQfoDXpvxK8SWXiPXNJ08K0dtBCkzOyktgq7Nxk5JyOp52jtXCePPs2l6tqETCSNGQRwo3PyqoAb6HnFdDloY04tbrVnmF0qf2lMsZ3R7yqnHUZ4NfSXwRiRILEOCIox+8Ye4xj68frXzda4N8GbIG7ccfXmvqX4M2/2jSizKDErK6hf4iGA3e9a4PeTDHfAke16WJrVoxIiJZpEqoqdSfm7em3Bx9a7XSbeGGK8u1xuW1AnYnjnJA9Omf0rmljK24yu1N25VzyCSc/hgZ/GtHT5JY9Ll87CO77TGOd65AA/IHHruPrXZN9DxoXepsjU5YfEWiyhPkLt/FkBSACev3hvz9M1zGtOJ9bvJZlc2onmeVY/lZlIZs59xnj1b8K6Hw3c2ra9o0FyiuUDHd/cU7V59u//ARXK+KLiK31C8mE6LIbh5FVGyDyR0B9Bjj171hy2Zqnoc9aTiSG4mmRYmkh3IHIOSVJDc/RuPp61nXhku5ow7NFbzKo8vp95cEj+f4e9Lc6gl4fKiAjjVCRuPO44Bz6A7uefpWNNqVze7IY4t91KilGkO0LjkqF98nv7GtlB2uxOpd2RXvJLW2s4IjMscUlxMQvO5vlIAyOeeMfWsK5vILyS1W4cuxZFYocOnHt1ICnJ/lWxq1jBJM7KzTi3RQZB1dvlyh9ASV475PoaoR6a1nDJYRJCJVkSKI7QfLLZDSHt1LdegH4VtGIubsVlt2l8x5Qs6A4VhIdiHjjOPYAj3rn/iNrt54f0ewNvLIs9wzKm9MhAwHzZ/BsDtt6V2ctql3p9rDZFZFtnYTxbioX+Ji3HPfPrivHfiN4oj8WeMpPsjltOsgUVc/KXPVh/n1rjxNXlptnfhKXPVjfY5/T4FXYqjaAOOf611GnQ+ay8cY/hNZNqvyYC7T2wea6PRLNvlA7etfORV9z616LQ6XRoRwBgevFdbp9rt2bTvx/DjjFc9pkM4JJjxkY3Yxiuw0+D5AGBkyNvPauqOxyy0d0zY0+Py42yqoo5J6UVo2FkFBR8KGGAD3GKKdmybpHu0bSPFGspCIwUCPHK7hz07DnmpMRsyLFIPmIXjjPJ7n6fWpfkhVwVMsjNwcdW+p6Utusflq8qebOGwVU84JzjnvwawsS3oc/qWgWWtaaLfUYEu4ZeGjYbuM4ySPw6V82fEL9l+9udU+0eHrm2OnMGBS5dllBY8gnDZPvgY7+tfWU0f2VI2wsTBjyF+6R0IHtms64VJWkVeQpOxRySRkgfnjNTKyejsNJvdXPiGD9kXxZDNHOb7TYWBAMYkdsc9CdtdLZ/A3W/DcsCyX1vdoz5dIiQrLgg4JAz0r6jNmrKxzn+9jgHn/9VVtV0+OSMAJyDnaecA+mPxNS3K24rRvax8T6rr6eH/iVqpmtl1RrKwW1ghkGBGwA46c4JIwc9cV55rN9J4nupbm5JdmVVTGfkCgAKOeAAK+69e+FuieIo2l1PSop5GTH2kRbZBnPVhznpXh/xM/Z3TQ7H7dogub/AHOzvbqu6Rc9OnXn2rX22nKzL2KT5kfLVnZvLqRiBKHJBY9a+vfgfpZjtbe2b5VVN3TBIxxj8Dn8a8Bt/DYvvGUdtDY3GY7dTKrKSzyAZY+3zZH0FfVfw109re1tkVdkqQ/vEbqp2kgH04z+VezhPdi2up5ONle0TuZrZraEGRtoPTb1GAc/oPzIqKOZpFjm8wIVkMqnlgAnzHI9CQB+JqHXJo5rJS52rNJ+82/w7TkgfipqLIuLKeE9Jn3AZx8oJH1AJOfoa637zueV8Jd8NudW1aO4Y+QGIh+ZiFK7vmyR6neP+A5rg/GEwbU3UHKRyPwvoHOVA/765PPSvSfCam+uUjZvLSdkRZAvIY/L/LfXJ+NNNEfiO/mZNv8ApEmUxkhuWPTg43D/AD1cUuexP2bnJ3i/Zt08WIjGrJGzAHcWxgH34/DHNNku0uLcpHbsrO/nM4xk7QOB9cZ/HHpWlPbmZFYBhDvHysMlz349ME/XFZwV5pidqxxyEpuwQDkjJBPsM/jWvMgSbVyNtPTTLcWrMxaaSO4KrxkDqN3Y7e3uay7FX1fXEsbeFTdCZUMePlDE7Q74/hUcY9T361q3xNvHiSUM8ozvbgsuMcccMCMj/wCtynhm6XQbjWr6R/slxeLvSRyArbWy5bjkc5x7d6mTlKyRtG0btnE/EXxhB4M8K6hbLOralfO1vFHxnCsVcsB3/n714z4esx9lDv8AM8nzMx6kn1pviC6PjTxddXKsXsoXKpu6sAeCfUnqfcmte1sypULtAX/OK+fxVX2k7dEfU4Gh7OHM92adjYKrDqTwcZ4rqtJs9ki4wARnnmsXS7V5Iw20KR/C3X611Wk2p85FVC23r6VzRR3y2szo9Ps920jrxkH+ddTp8Swsq7OaxtOhEahmTO7oB1robW08y3LGQjuB6YroulocvL3NJNoUKyZZSMGip7G2hkRTGzSN13Dt2/Gil7wrroe4TQywNPuiwwHzYJGMHqD+f6U63kjGXCrEMLkq3DHnkfhS7XdhtUzB+TgZxgf579qiZiqs6Rxw7QGVQegwScfpXKtGW7NDryQTZ3Ab85Jbpj0qtHaSSsEPyhRkk5/PNXY2LRLJh/lXPJzk55z6d+KdBfFYzEU/ebsHq24gNjnt1FOyvqLWxT8mNYygjGRn5iRxx1/OojLD5e35gc4O0A5/+tya0NoaIM6hoiSuCdqhR/ic/XFQQ2cEM8bodyxFX24/2skEenSq1JdjPt7M3Hnl02DqQMAHrxzVSaz3RuUOJGGc7dzD6VtXCyxxyvOwGDjCcEfX6Zqokfl+ZLneGXHB+bryfwzRbQWqZ5P408A/Z9TbW9Ms4Z7iZPJuWZTv2ZG5129T+fXoelR+DdBkt4JIWXzIrrezXYOAWPYHocDFeuTFbKMAc54Y9gOT1PQDNeW64dS8GyyrBbfbNGurnfKN3zWqkHcUTowJbOMgZAPqT14WtGm+Sb0PPxmHlVXPDco32qC4ZopF8xLGXEky8KcAABeeuOw71KzSNp6XQ2tOSzJuH8PJwT/vEcduKZrEls0ItlYraxLvHzE78cAjHTOVO30YetaWnqkdvEJAqxBcMhAHzbsnj3wM/jXsOTkrI8LlUXdmjoTbdQsI0PEkgkWJuvynr/30p/IYpnjNVttdvnjCIpk88OzHIDnfjOO39B6VSaCVL/SlthuYkfJ1buqj36kn6e9Z/wASL4W3iKeO9dYLryo5fs7YLIx55A6gLtGf9oDrU6c+47Pl2M2Sf7Qryi2wC+Y3Y43dCOKytRWOVCluUHBaQv0BB746EfyFPuNU8yGAskk8TKp/d44YgkA//X46U5baSS4VJ4I9irtkjRxuXL9Aehzgjj1zWy8g5bas5PWLiC0h33B2EMGSRm4xwS2fXGfzrzn4jeNo7u1ijsZDPe3Km3wPuKg5zx7HB+gPNa/xW8ZWD6//AGTpCyXV9HJ9lRJlKR7iP9YVzggAjA+vbFYlh4Dlt1aWX95M335O5P8AhXm4rFezXItz2cHg/aWnLY5PQ9F+xwLGDls7mY9ya6ay08KyqVxitq18MmNlLg7DxwOa3tP8PrJtXGTxjjkV48dT6F2Rl6fYqhyVJzwMV0Nnp8iRpkbCD8oxnPFXYdHRUBjy7Z28DgH6/lW/Y6U80iyNhk29ugwO1ap6GTtcTTbSSLY7HJxgLs5NdJZ2rLCSVJYkMS5wKbYWbKdmT8vGVAOfrWxbWCxJvmZ2JYEKc+hH41omZNq5QVtk0Kl1hRiQQq4yR0orahtYYZgVz5jrtGee/X2HSilqDsetqAmAnAZSQM8vnkfhRHHEvJ5+XAdmxjnpnPfJ6VTWZUZXjDPt5+bJIz0IzUrzG5IV/mEkhZmZs7uevJ+tZ9CLaiBfO2ovyHb1bg9j/n8alghW3Y5XMi42rnb15z609YUhcM86BVByc5xt55/T86hkkkkyqbm5B+bggEfpwcfjRbqCfQdu37IVUb8MQgyXZupP9famTrHDIv8AyzOeA3ODx0P1z3pIrUxXAzJ1LHHQYPHX/PWpZkWSRiXU7sH5hkIM84x9R+VTy3Wo+awyH/SUUhG3sckMe/I5+vX8aRdOMkssZ+YgAqV4A456fUU2a5TejBwqqpztOTjjH4nI/KnxlpLfAkcQvnGMjHtnvmnoLXdlWaINswqBNnzRgcnv0HTHNVL3S7XyxH5bXPZlOScjAJPqOcVdmTybdxahjLwduOTnsO2Khjhnntbea9xBctGryxqcgccqMdQDn/JqeVdgTfQ8y8UfD11aS98PutuHl82SyZQUfcQCQex+Xp047Vwfl/EGVQIvD9vAibVUXFyvKj5eQDznB5yOtfREkOMRgRxqSckd+QT+QPA96zLy3K8pF5kSuMrjLYyMe3etViKtNWizB4alN80kfL+vQ/Fidpk8pogQyiTT5YwPpuzkce/Irnrf4T+NdcvBqV7IqXUkeJHvLppHKjtkE/l719Y3FqLnyxLHm3zvAUnnA4z+J/SqgsV+fC75txII+6OmOKylXrS3kbRo0ofDE8C0P4S6ppMYC6/cwKCryR27MoB7FTnPHbNT3Hg3xa0kzReJ5FVx5SlrRCygAg8g9eT+de3XGkh7cxJ8rkhizDj7x4/DrWe2iyQyPKp82Q+v8v0/So+sV4bTZsqFCergjwLw78E4fDeprfT3M+p38e5zJKMKu7rgc889c967q38OxeZvIba5OA454BGce5NeiWmjyPbG5YFdxwd2MEYzgevSpZtOSPJ2b8u2T14GP51laUnzNnTzqK5Y7HAL4YjmbCBeG6kY/Wri+GPJh3DavOfxGf8AP41239lr80Y27gRk4x168U5NOV4wjDJj4wy+2OTWq0M3I4mPRXhAAGOQxKjrWrHp22N0B28Z5XkV0EluVtTIBsBGMn9OP89ansbUyWxRpssRtLlMkj2P51SktmD7oydHsXUyFj8pb5fwwMYzWrHarNOEdssFJ4q1baapZhv4fpuIGMdhj8a0IbNLaNjtzj5t2cbie3vW6ldanNKPK9NzKj0kxjBVc9FHf6GitSNnmVUz0bJKjk5B6fjRSsnsLmkt2dLGJry5eTYscYGR0BJyOnt1p8UvmySBQAc/d4O1R1J59e9SbEQkGaNDt2YUZzjB/wAPeixsbW1HEK4mPzMuU3ZOMe3/ANc1AairJvj8zYFEjqR04wOw/Gpo2hjZS8rJznscnjv+H+FMeO33YRMqONxB6jnA/OpntoDbPvtyeSyl0BI46j0FO/ULdLkW6NW3hgwIBypBI9jULTfaWO6X5GXYwGM5xjk9x/hUceZrhIyCIgjcAAD1/Ola12hMBCr8YcgkfgP881N2x2SFPlNCuyGOPAXJjH61OzGS3MITvgZGABkc8d+v51LcROcDf5SMckKvHaomszNZEIzM52jC9RtGe/bj9arVdBXuReZcFUSbdIVAJyAM98mneXKsZZpMcBTu64+n4U2EPNnMhEhX5pFOSCuR07f/AK6XyfOQOpKnB3M4JycHJ5+lPzZPkV2tSJdz43JgHuMe/wCf6VQnt2mk2q0bgNkHcBgd/wBOlaKmOzbyyxcY5GwkMeAO/rzRDbrcRyoECknJ2rtI57d6z5blp23KEtnGs8UcL+dEOGKngHGSP/re9MazjjWaOHbFhwd5PU/h+VaX2KO3lkSPhZPmX5iB7n/PpUMlm/kxMoGG6KOvXqT1yaJXXQcUmYkjxrKybldmYgFjjHrULRiSRYkXeEfnbyAK010yNp1lcAuRwMEd+vv6U+GFIPMO/wAsMfm4wc4J69+QKy95mi5YmVNBtCgiRST95hkAn2HTH9aqLaq2XijxnILEALx0J9s1v/ZgrERsCyjaXI5yR+XenWqIjKm03Bc4DLwB16+lVqCehjx2LywHznVWVQQVGee9Om0/aQqsxycOWP4kfU8VtyWQgViqKG2sdu4kn2z/AJ60hj2yYCK2Tks30zwPwqkhcxmNYokaFI3CgkYwMAYIzz1qIWoEIjVfKDj5iefp+Nbv2UswLSBYBlvmPTByB+JJqA2rGaMOQNxBVcfQd/cfpVWW4rva5nrYorEFwD3c8A//AFuKtQQRSSYkYSRtwu3q3v8AQVaSzCyYjXfgFQp6YJ5/L+tMtGEnzBlfaxCqnJ471N+xVluxkcJVi1vwh5PmHAHbgY69aKsyLK0bfN5ZGPmbGRnrRVXfQWnUt+STcxPhlVE+TI6ZI6c5H/66k2FmCoxYA9Op6envxzUEl9GVZpFRDgnIBP05PT/61W7e6lNttcgM/BVfvDjvj8Klcr0QveTuxkimON0IbYxGNp2k+4/ACoftRZtvlMVDFc5PyjoR/n1ocGQ7lZgiqeQOeT6/lU8ZRYxEHaV1XEhPPP0/z0puPYFJrVlXcgjG4qGk4GGwGGck+9TQ3AWNQG3IpwVVuTn3z6Z60yCx8xWfy1QkkYK898/TOMflVpZVZWGwRlXIAA9DxnHbGfyojpuEnpoVys0cyR7kYfK7dcck8/8A1qLiSS4YNHPH5aDpknPHPFTJ50k3lrHl1A3/ACZIwP06fpUXkiO3PlL5cjNkqxAPr0654HFPZE9SPmRWw+G+X7nQZ6ZHXrS+V++KoqyBOnmt949jTbdTudnIUq3K4wTj6nNKsOIZMKAGwd2Ru68HP0p6MjVOxOsarL5wXB7qB09cD/PSnNMjSoERtinG1ee/Q1HcFY23KY1UceXjO0nr6+1EUirGw85VP8Y2bSwxnIJ+vpTT6IVurFklYSZjCngHHUgdx9DxUS2kvzylyf7yn+HHpn61NNIm1HSRvmXEbIeAcjGM+lF4p+QyAjgqQv3j+NJ2e5avFaFKSHyX670AxlRnBz/SpIbczPwkirtDBmJ7DH86tfaAsMQTDBSeR6jPXP40SeZtG7G7I5zx3/wpW7Du9ihb2zLaRRXKA3LDLFVKqDknjJJ9PyqaBF8sgqc52gAY+g96syXQeR0ZHkkQDGDgLjpUSh1mDquyQ5Y5HTmknZ3G9dCV2kdXIQQuR8xxxjv/AC/SoIoVWBzMwiDYJ2nL/h6DH86fNePdSOzL8zrtOD+n1ptxZ3TRDf5YO37zMeRyOFHbkUc3YFEhmjMh3PGcNyCSOnTr9RUPks13G4hOGlVhyDzweOcAYz3OKljkFqn76Pz4kOXMa8DBHb8hVrzluGjO4RrtOBg4VT2474/LFRpJmrukQvEqpJPKI1wcqoGSTnI/p+tQtaNBeRhQIVZTJJsxwAMYx6k/yqVrqG4KAS7TuGwnvgZ45qZVVJgRI3mlhln5AxwfwxWllYz5iJoy8wRlww5fgdh/+r86KLyaSMyLEGVgwzjAHb9epopLl6iab2Psb/hQHgIszf2CMscn/S5+v/fylX4B+BFYsNCwSc8Xlx1xj/npRRXXyrsc12H/AAoPwJtK/wBiNtIxj7bceuf+enrS/wDChfAmQf7C9f8Al7n79f46KKLLsF2C/ATwIucaF/5OT/8Axyj/AIUL4E5I0LBJz/x9z+mP7/pRRRyrsF2Sr8DvBKqQNFwD1Au58f8AodNb4FeB2k8w6Hl/X7XP/wDF0UUWQDP+FC+BDuzoWdwwc3c/P/j9Ml/Z/wDAUww+hE9P+X24HQ5/56UUUcq7Bdi/8KA8Bbdv9g/L/wBflx/8cpqfs++AY1dRoHDDDZvLg5H/AH8oopcq7BzMf/woPwHuB/sEcDAH2ufHXPTfikl+AXgOZiz6GzH/AK/bjH/oyiijlXYLsVfgF4DUsV0HaW67bucf+1KP+FB+A8Y/sHP1u5z/AOz0UUcq7D5n3Hf8KF8Cj/mB8en2yfH5eZ701fgH4DVdo0L5fT7ZP/8AHKKKOVdhcz7if8KA8A7t39gDdndn7XP1/wC+6F+APgJN+3Qsbuv+mXH/AMc9qKKOWO9h8z7iyfAPwHIpVtC4PXbdzj+UlNb9n/wE27Og8MApUXlwBge3mcUUUcq7Cuwk/Z/8Ayfe0HJ9ftlxn/0ZTh8A/Aa426Dtx023c4/9nooo5V2C7E/4UD4C5/4kPU5P+mXH/wAcooop8q7Bdn//2Q==) | ASR 1265 x028 080701 Fibula af kobberlegering
Fragment af hovedpladen fra en simpel korsformet fibula. På bagsiden rester af nålefæste. Største mål: 23 mm. |
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) | ASR 1265 x054 0820 Råmateriale/barre af kobberlegering
Tilsyneladende komplet lille barre. Den ene side flad, det øvrige kraftigt hvælvet - næsten cirkulært. 34 mm lang, 9 mm bred, 6 mm høj. |
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) | ASR 1265 x159 080701 Fibula af kobberlegering
Emaljefibel, stjerneformet med 8 takker, central indfatning til manglende emalje. På bagsiden rester af nåleanordning. |
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) | ASR 1265 x164 1103 Vægtlod af bly/tin
Tabletformet vægtlod med vægtmarkering på dene ene side i form af fem små neddybede cirkulære gruber, anbragt som på en terning. |
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) | ASR 1265 x067 0806 Beholder af kobberlegering
Randskår fra malmgryde. Klinkhul. |
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) | ASR 1265 x068 089599
1 knopformet stk bronce med 'skråskraverede' felter. Største mål ca. 2,2 x 1,6 cm. |
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) | ASR 1265 x069 089599
Bøjleformet bronzestykke med fortykning og fliget afslutning. Evt. del af rideudstyr (Stigbøjle?) eller hank ? Længde ca. 8,5 cm. |
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) | ASR 1265 x073 090101 Fibula af sølv
Fugleformet fibel - meget fine aftegninger. Tydelige og dybe indsnit. Markeret lårbue. Fra ryggen udgår et trefliget kors. Bagsiden viser ingen spor efter ophængings-system. Største mål ca. 2,3 cm. |
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) | ASR 1265 x062 0806 Beholder af kobberlegering
Kraftig fod fra malmgryde. Største mål ca. 5,5 x 5 x 3 cm. Virker noget forsmeltet nederst på foden. |
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) | ASR 1265 x063 0809 Rideudstyr eller tilbehør af kobberlegering
Del af bidselstang. Mere kantet og med mere markante knopper end normalt. Selve stangen afbrudt i gammelt brud. Største mål: 2,6 cm. |
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) | ASR 1265 x064 090101 Fibula af sølv
Fragment af fibel. Foden med del af nåleskede på undersiden. Ornamenteret med forgyldte indstemplinger: to 'juletræer', lynlås og del af cirkel med punkter og streger. På bagsiden små rester af jern - måske fra nålen? Største mål: 1,75x1,5x0,9 cm. |
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zoOo4H86jLbhuPVui55FRNGdu1gQG/hDf8A16rMVU7m79cHp9aEBDrGrxWOn3E8gAEa7thzzx0/OvLvDdnLr2t4mO7aTNOzfdLZyB9M9vaui+IWtf6LFZRgNJKw6dSAeB+ePyp3gLR5NH017i6IwhcSSdWQFuvTJHHTPX2r1cHRU3zy2PPxVVwXKt2dzbQ22k+H5BI1uJ/OVmhkXzCQGBXgnHBxzj+EV474k1K91J5p7yVTDFJkmSP5H+bI+YjHXOM46d+/X+JL+40WaSYyJcztGCfMLFlPUtszhRjjOAcgccA15nrV/b3Uj3DbRIDku3IU4HbpjPevUqPXTY8yG2pQuPEUqqmCkTj7sUgAQ44xuB+b/wCuax7uaS+W4eNZLhA++RlQkDtkD6EcVkalcBrokokcWzoi4JJ6Ent17Dt+NTWer3NrIklvNKsowCYd2VPAO7HsfT2rJpN6Gse5o29t5LEmCaa2DYm2SEnPIBLccHr6/LVOfT7qxuXguEnih35yp34yMBuTkD/AVsNdWusLC8s9vp8vzmKaNHLEYOVkBHUc9OD2HpBeTXsbQouzUDIAv2uJcxkdCpLLwQR1B6+vBrCxp10Jb9VuoYrfCkxnyxKirvJGPvHt0P8APuKTQYrK6kitb28azdcEMsQJzkAEfNnHIwPz4qC4jutM1JDfJNNby8tPCVLqcjr7ev0/Guq03RfD+qW6R6tqEOnXMhAi+0SDyiPmB5PAPbBwBjtxWkIXVxTnbRGtHY6bDbxXLX94yNHsjXJCFsc716AdwfYYPNcbdafd6X4oaSOBmt3dS7KMgKeM47gZP0611q6a3hiR42jGpQsn7+a1kjPyk8ZbJOTxk4wR+NU7i4sdcVZbRns5kbHlSSYWPJwDuyOOBkn8e+MpL3jSL9039P1R7mzkgkUKxYtuRQ5wMEZ9cgN19au+JLWW4uI2gmktUhjCmOMBlcnqD3+n4/jj2KSEwSW9zvmQZYt/Ee59MGte11UXFlDOd7tIGTbIuduMZ7eo69Oa5Jo6Y7WM26tYWu2lEm1eFAbscDAx/X26d6pTaebOfyjICkgHAflT2OD3z3q/eN5mPN2sY+hxuPUn15PJrGv7xjbLKluGLOPlQ8Lzg4I9P6fhURvexcrI3PC+vTeHdQkkfzJlcbXRB95eOfrmvW7C8F5EkkYBibDA4yDXjzxtNHHLHHu8wgt5gxwSe56c56etdz8NdUF1o4tpXEz2/wAu5lx8p6H8DkfhXn4qn9tHbhqn2Gd/G4KlN+3nkoAKdGQG2bdwxksTge3H51Xt/LjXIO5s5APT+VTRybvvLtJJPtzXNFnQyZVKMVYgqM4xg/8A16KJI1DNlmXHXbzz2/rRWm2hJjys20FmC8Z6nrRHPG24EZ/2h/KoyN0md3QYqHzNylRJk9wQMV0HMSzMvLYUoo43f/W6VRnYMvUKg6Mv8qJZDE2Buc9AVxiqGoXRVCAvQZ6c1QjhdT1GO48dw2rgyQ26/vGB5jB5DH8cdOwre1K+tdDtdUmi8y6H2je0V2dojDoGG0BgSMEdM4OPUkeaQX8D65rWpXVwwtp7xbd9owNgynODkdTj6e9Z2ueG/DCvc6it/c6ffrIqLAGkzJ1B+8SGJ7gnOQcZHNfR0YOFKKXU8OrJTqu/Q0b/AFq7C+fqAu7hpm5+1c+WTtwobAJXA9fQehrCtSlxfW6OBHb3MTGFvv8AzDHT0zzjP064rZvtPjSxgzdTG3YM0qlXIBIGMOMdduQvJAPXBFZc0qxyQ2djHPbaU2VjF0QQ9wRliMkKowOuQeCc84qal0xQSaRzviCxks5n8oMsJOcklsH1x249fXtWdC88s3liZUJ58x12sedueRkcH6da6a+gu7W3dvs9vdRISjuysNrdsnIyp47/AOFZekW4vbzynnFmm0tIEcvsAHICjnsO56DuKx5rR1N+VX0EXRr2HR4bgwNDEsjESxSByuf4yC33T6jqelM17xJHpPlzvrCO3yONNt0IaVXCkEkqV3BTjnJO3vgVN4g1S6l1C6MUp2ys72cEgA+zW53MD6Z+ZMdeQc9DXF+Lte0D4ewxfvPM1WSKOcbY8sCUHyHceATk8DI4xxWMZdZOxpJfZirs2ZfiZqVxZmLT9AuFu4ZDtneVjHH8m35Y/uhycnnI6ccZrivEnibV5rxn1KwlMrYEy3A3MxH8Q4BH4d/rXI6r8dNavC8NjBBYWZYuIFTcMkAE5bJ7etX7P46a9eX4fULayurVsBoGhwPTIYEMD9GwPTHFHtYv3eZleznH3rI9R+FvxOt9HdYLu38y3zsk2SBC6NgMHVhgkA/oeQK9As5bO+ZZdNk321zIxjmDgKPROfUN+uK8Rh8VWGq2bXz6c8dzgJdTLIxY/wC1jPzAjOQe+D659L8GaXoFxp/mLqLwukrE2BlVQmRyyliCykcE44IPA4B2ULq8WYylbdHd+FrpdO1B7Yzl90gWKNV3CNiMkgnoCMcY7jmuzkupWjCXO/e25UUgg7eRz6cYHoa4bStcsbOT7Pa229Qn37tgSwxnr6V0f/CTSTagBcl4YZMbg4+Y4HBOM8Hg+/FcdRa3R0weliAwu0xNvJv8vieOY5Yn19uMcd+RVqO1DWxyr+cg+VeMnHfjp3H4Zpt1LcW8duEiikYkO2/oAWHb15Helsi97MkQY78kP3P5981he2pry9x7SSG3TIYl1K/KOR6/hmp/Ad/Ja6wlvIzJ53mJ5eDjKnd/8V07mk1S2mZJWglWKSOQPHNGxJCLwFPTPfp61S8Jq6+LIwRu/d8bv4flJ/Pnp71nW1oyLpP97FHt2nyLu4Dbh39Par0f7xTsLKcfgaybO88hVY/MvTJOP1rSjYzSHrgjHy4J+ucV5lPY9OS1Jog0K7FbaB1zlic/jxRTuCQXb5sDdgHiitjP1Rz7w8BtoPOccj8agYZUFvkJzls9fpUkmHwSisq/xAgf57VUkmwABE0bHn1A9Oa20OcdNKi242fnnHPrx+NYmr3K7fmXJPT/ACa0jICrrsV+fvEdPpWDq07xo2Pw2j+tWiTyqe6g0u3lee4+wP58skUbhWjcncRkfwnIX/vrIHHPGx61LdXQaSBXlZiMtGzFM8AsCTj175B9ei6ldJHqmoWt4DIRKzW+5ygH7xifmxjr/Kq9v4gdZjeGUPOoO2Rm4TsRyOn1I6d+tfT06nNGNj5+cbSlc2dVsorFZblLmC4Vtq3KxMWbHZsuQSCAvy44PHGDXP3m+6uoTaec8cYHnRmE4Zc5GMsTjjOVGck0y8uL2fypIpbFx9+MW6xBl6gq3YdO3r71d0iRWmjRZVtpnLR+W3KnjO4tngZ45yMj2rjqSm5WR0Rsle4xPEBs8fa5FjWRdskfzqXPvjgkDscda6XwjbxataXF2k1tO0Zj8tdyKZVYkGJmP3Tgg4P93Hc5p6foel3QidUiS5Ut9oglcKdgHJjY8scg4x7djmkMieG9L1GyuopbZbqYFXVQx+QB2OPcMOn8xUauyLva7Jby9stNvLq9eBriKHesNq6qmVXIVfpvbngkAn618q69Dd+INWuL66dpJZDgbiSFUDCqM9gAAPYV9ueF7Fde8J3qNZx3txczTeVJHCGVCULkhui4Bxj2x1FfOlz4NNndTwzJ5ciswKsMEc151VvRHdSik2zyCPw7JkkDOParcOltECGB49q9UtfCQdgMBAp546+1WdT8IxJHxHg+460QLm7HG+HbMSMglWYxAbWWI43cHAP5/rXXaHcDSb+4t5NNkvY7cs8aMWWTZjCvtB2/L3HPGc8Cq+meHjHctKigpCDIwBKnapHIIBx1ru4bW28ieS/tZ3VY4ysqhFEW+IhmDP13HGQOeBzgAH1qeq03PLk/eszS0TXEmK28jvG20bFwNoYA7gAemCvt1rr7fT2kjSYHzRt+8jgq2M9cZ/ziuQPh+2m0+GOxvIrySACQshDvKSBlipO4HHXjHTnmtjw94m8yOOKKNbe7HysCCAxGOhJ+9yT0GfrXK07am6etkdrDqE95FIrRLA2CqsMsO2Sc/wCfpV23tXs0nmGQxKnarc7jnH8uvtWdpOpf2pbu5bcI3ZcYO44zyffBrShErTbt+YIiJfJjYjeTgcn2A547muN/FY7NbFa3kvpPIlaWFC2/dGh5ZQNygDBx8w6d8Go/DeoJ/wAJHbyqnDz+V5nbJByR+a8fSr8iC4BkmZUOwkIcAseRx6D1rG0HS3/4S6DC5jDeavbhRycZ9cCprSXs5egUov2iPbdKi+Xbtbb1+Zs/h9K2440HzZUnP3jkA+1Ymno727Yd1I/hyPStiOZd23lTjO7pn9K8qGx6ctyZZAMjb7gL0P4HvRUUlqtuzHAfI4OentRWl2LQxT+8JYNkA4BqBoxs4DM3XOOPzNT/ACPkhVXAz1FV2kyuFV1XH1/CulHIU5s+YxKlv9rAB/Guf1iFpI/ukcjLjmt64lVnPmHPcjp+nSsXUsSq4EbA+uc1pEg+TPipcTaH4kv5GgVkknKhmLAglQ2AAe4bH4cVzqeOCzFpLcrNGgSFXgzgliScgrg855BznHFe3eOLiLw34mtdXawiv45AVeOZA6l1+6eemAeo9O9V9c8VeDBo8lwZoRJNB5rQRxLuV93Tng4IXODn5umATXt4eLlTupHl12oys4nmOlayb6QFGZLrdlI3wCOc9zz9MHrgCtVr1LqxIVobaeF/MgG84lY8Mm7jHGSFGAcEVU1LXLW+uHks7dbbz5MRLGgTawxhXUjnruyPcYqHzpNNu7i3uYbe8jkiDW6SKQIXI6g46AkcD17U5PUiK8jcbULm3VIblo5zJGJYXYZZsMFYH0OAO/Pv1rpIb6x1a3bT9avI7SxRcx3ilvNt5iPmG3H3ST3x19K5vTIgzWdyYUNkvz7YtpaH1DqvTkNzjuefW5J4et9QSORi0UkmJPMMgUx9QenTjB6c81ga3Vj07wpMsWmzaNeXxvpbdWSKTzPLiliYjYy+mNwGBzwRnvXOeNtHuPEU5uYbaCK8tFMVxEiiJmx0baTg9+RyeM5NYunwtb+RG2pw30MZCxNFu+Rgc9c85GSO/wBa6KXxVMt29vcQxv1XzTzuHXGSMEY9enNYyp3djT2i0ONt7Ga1kjaWFoN2GBkGBz6Z6028NzqLSJaWUt20WdyxjsOuMA/jWjrS6zZ+Y2lNGbWQ71gu40WSNwQcRknvxn8QfeW3/wCEmhsRpmoGb+yJnMqwQRINhAzu2pnacg9fwq/YqGu5HtZT0ehz+jTw3dxcWMkREtzCAksa7lGedueM9AfSt23sl0u0ELmIXUL5SS4zIoUgcKADjnIPHcc9afBp9vHJIllPJp1qRyk8ex9/94tt+UHP4569ae0ej3kk6qs1yNm1TtMG2QgA4X0zxzjPHqa6Ye5d9znl7yS7FaXSi/n39pukSZflkIyQNpAPzDORjH/AulVLaRLpUuiqm4WQqyOGIJ745Ge55Pp7V1mlyeVbyQXNxbiVeA2/g43AnAyTng+nOag1LRXupZyiKkX39qgsi4H0OM7vSuZvU31sWfBupTTKVy1wCzZlZsyJ7HfnI/E9q7C2vXuJYIYtlrK3Pz/NuyBwQD6gdOn8/NPDMcmka0LpEEkE/wAksW4qVYjO4/ipHQZz26V2Lah9ntTcMypIu3CxnI3HOc/QjP41jNe8bwloa2pXT24aAyiOUtuKlct9OPc9PbrW94H04rAJ5APNlbLZPRew/r+Nee6NcT+JNaYGZ2hjG0uTg7TjOOfTj8M17LodmkeMKVVOAoHQf5z+VeZipaqmn6no4eOjm16HV6ZbHy2Plk4/iz+nWri2+1gPmPp81QWa7ETyixTHClf/AK9WWMgYMy/MTjp/WsFZI6dQVWRlCsSv8WQOe2M0UrFUjGeexIJz+P50UgMHaJGdWZsdeRkA0nkAlgWLFeCO1Plizk52kccjt1qFj5a7VbIbAyBgmupHKQ3McTFjtBUfwisXUCJEIAO5ugB/+tW5cMqw7iT+GOax7pN4bI7dOlaJozZ5V8SPD51LQ54wAZYlMiADHzAHjj15r552ec0sZsre6km4/fKdy9uGUj1H5V9VeIbd5AWVgCDzzwB614F480O90PVkms4gLWaQspDBSGPVc9s9R+ldtCVnZnLWi2rnEzWjSeXHHHIp3lFiUndkA/ez39D7V0MOmD+zY5nje9bHmsyP8rHPIBGcNgYwfT34oR6pcx3W2Fmgv1A8vcR1HZgfTk5q3p2rXeiXiMEe8M53nyQreZu5IC43Bgcj8vx7Ja7HGr7M6OHT49UVUtDm8CkwzpwGOPuSoq8Y5681RudcEdiI5IJFDLmSObAYNuDDbjkDnHckY+lNhjubi8hu0jtmtziWaNpcyxjOc7SeoJ4Jx6da6CS60O3jvhpt/DdW0hBaK4gxwxAcjcoYAHByCR9eayt1RSutLHKJvsZpAl1JFMrK6MykiQYHGe2eOfft0roF1vUo7WRg0EkkYVtjOrKw6kjncPwApL7SrS1O1XkW4XDbnJLqAcYDHg/j1yOK5q7hks75GhuPsy42pPAnO4njJHQ5A5HStKfmKT10O0l+I2p2CiC3htbgCPG2UkkEgkd+O/3u4GcHrm22sTMxWK2kM7BWdY5JBFz14XnqeOMY/E1jSwyaeoUO8Mnlc7lYbuc5y4yGPPIz26ULCt75SfZ1uURm3RydQB06Djrng+lacxFjcmXUfFym4v3Z0AU/Z0kBBYEhsccHAPcnjOeMVo2to9usbxMTGo2+arjjg545yvGDxxxntnjLO3bT9QjaK/aJQzO0ILMsYJH8IznqOeny84IrpLGe2i1CBIL6IxyIWKsBGBgKN2Ox28fT8KwcrGqjzaHRQyJqFssORGmNvzjCqQq7SFUHjk8j6VStNRuI7UF7eGWRZGT77kqeDk5fj3x/erMtbRTqjRW9yl5wcRxx8BNo+Ql8dsEEZ9cVO1vdI8qSOEZArI2dh5UDqOO2Mn1FZlaW0NiDdax/ZZEYfaLh1CtjO1s7SDj1LH8ammt5tRuI7REyM79xz0+XknPTjt1IqrGv+mwPdIHiR9zorgs2AfQ8cY59CfSvQPCOis5SRg2/HLEcgY4H+feuSvV9nHTdnZh6ftHd7I0PBfhuPTY0MUWxschu/v8A/Wr1LS7Yxwg52MOeKztIsBtQqzZboWXHTg/5966G2g8qPaE2DPOa8qMbas9SUr6IsAZ5CbjjJ7Y4p4X5icKOfT2pYVwd2W29s5P/ANemFv3xY7t54wxA/GrZJJ5brGf7wPJHH9aKjaUMGXadvfJopaBqY0kkm5AVDN0xuOf5UkxYfKy+Xnnr+uDTZETzBjo3HcZ/CnPGpyWU7eB1rfUw0KcrbjnfuB/uoRxVS6WNVO48sfvAVpSwhjheUxyGz6fWqrW7c/ul2jn5TzTuGhzeqacsisfMwvcmuB8RaDFqFu1vdxLNFJ8vzA4Ner3EPmbT5YAHTcP881h6hZJOxY7m9yCfxrZSMnHQ+YtW8L3nh25nligTUrZvl/eZMir6ce3Gf04rE0uz0ueYI8U0UEb+YpR9xySMq3TA4HPua+h9X8Pna/lKCcc5IzXlfinwCLlpZo4xBdY3buQDjpkV2wrdzklR7GDeWMmlXkDaZIJNP4mLlyXCgHG4jJPQ89P5m9b6xpeuWlhbNZxIsm//AEi3wk0bK+FLD5gNwwCPp1Arl71NZ0lVjuInmhQ5C7iV69/b61esfE2mx7I5op484BZRgZByAe/XNa811oYcjT1VzshcJcSSRXMcxiuYoys0LGNDkcFlycYGOg78gAZridRZre6WG7snkgmCMtxbjd8+Sc7jggZIOMkE59eNfTvF0MJtng2q6jBjaRhjGfXjpn6ehzXTtqVheafJt1JVlySRvzKhIyAPlwwxnkHIwKcb9BSv1R5/f6herMAyzrONkhRowgYMCzMBjueeTkZIHarel+LI7OSK2uLdZlvSru2zysc4B3+mfqODW34gs2Xf5kguownmRyOZNisc7erYyQcYGBx06VyH9hKvmXwupLOcqxVJImZUj6BkZT/CSAc9OvPANR30E0mrs7Lw5plu2o3tzNP8zJhrW4TJXcSu4MBtKk5HUdAe1YV5ZtY+IC8YkSMnDbW/duB0HH4cVteFbWzsPtfkXa38MjKomwT5ez5sAH5sEE5zj7vfHEuoxvYrtaFVR23KzAbs4GDj6VhU+J3NY3srGNp8kmm7kZ7iGaScyJcIdrLgYwCCOOB+fviuml/0i3+1rMHS5BzLgDLbfboSOvv1rNsrbUNVlR0tnudvyIzLwB2P1xXd+F/hxcLcxyTKyqx3LGM7VPp1/wA5Ncsq6Wi1OqGHlLWWhF4L0e+165t7iYIYoCRGqoAGOOW/pXt+i6b5C7du9ucHGM9PWo/D/hUWMaRlFVFCsFXoOTXVW1sIgikAFfl+tcEryfNI9CNorliTWcYjhA+Yc/dAGM1akmKqCw59WqPyWXDAc5xv9fapRgsfnwemG4B+lJsduosbvjDMynthcL+VNaR1ORkjjBHanRwlWlMkm9eMKR8q+uPrTVMm0DILnO0sMgVFiiV0DMHZFJbpjnpRUbbiud7EYwVUYH+fxopgrGMV9G+Y/wANI6uerK3PpnAxTyCCxYc9OtRXCleRJlR2PP5VsYCtIfs7NjJyB0xTV+U53bsjnd/Ie1OSZM53dB06VCUMkhI5GOho2AieFckruYNywJ4qrJbvN/sqM/NitBgrIN6Z2jA5/wA81CYWZdxJA6FR2+uKfMKxj3Wn5ZjtyOMkNnNYupaLb3EbgjLqudo5HpXVLGjMQF2gn7vpinSWqtH93jqBWikTyo8l1TwCkycRjjoMVxWpfC9pmZlgG7k7ivNfQc2li4K7kIbqfX86qvo+4GNVJH0rTnJ5D5Z1D4ezQfMYtqjjeg6VWtLCTTZVR08xz0j/AIX45GcjngcV9N6h4XSeQqQuD124/lXF+JPhzb3SsjxM4HPGcj3GK2p1VFmM6TkrHIaTb/2lYy/aJWtbeUJm0Yeau4dWxjA4xnp1yOea57xT8PbmBW1C2uozbwAbImlIYk8HGOPXj2rQvfhjNFdGSCS4Rwdwk6t3A568ZrrfCfgO4kZBd3VxcKH6OuBzzyOlFSsteUmGHkmubY810HwrfanGlslr5UP+2e/HP5A9a9M8P/CVrzyfPMkpjXYPMGQOOB9K9V0HwjFZxhVjUEf4V0dvYx2rEFQq9h0FcDvL42dySi/cVjlPD3gaKxUAxoMEDp+nWuoj0eGGTEfzEHjPUfh3q6sZYgDcrdMYzxVvyflBIOCfvZyfxqObojS2t2QWcLgkh1HqOn4VdV9rAsqlem7/ACajRVGV27gvYn+tOEceBvTaOvzHNRdj0JVkDADO5T14x9P6/lRGNmcSbo8H7xzSJDtbKAKO/HQ/SkYbhkbhu6Dpj16Uhj2Zo1Lbg659MU5ZNylyMrjA5NQiPcAHPbG3qOOfWmKjr1xGexxmkMnkz5OVDf7pHfNFClGOCeTjkDvRSC9jKlmSQjnHYBumf8iolKMwDfL6Z5A9qduToRnsCyYo8xI2AcZz0IHX8q6DARkYKAeCOnr+VMlcrkb/AC+PmO3il29VRSR/snNIYmZfvde+MUhiMytCMu756ZOB+FORA+N6lhjj0NIsJjjy5we3rSoVU4Jbd02s354oCw1oWX5nUv2GDn9aYYWbaW3Aqc8YIHPSp5Ny8KVPPBU81FJG685yD1BXP9adx+o2SNFzjO76YFHliRcpIwAOCAAP50+OHYvbrjco/wA/5FSNCA3JUjsc9qAKbWwjBbtn+HIqvLZQ3DKFGTnPAx/OtSNY/mXaFJ743dqVoMFFBdgB/EcE/lRzdgt3Mk6EkgXKrnjJbFPtNI5cHKIpwD6+pxWpDGvmAIrKAf4v/r0/jzMrnHuOM0ucLIbbxR2qBS5IPfsKRpEjk+Ve/JZTj6c96mUKIxjazZ+7npT1BDsZBkN904rO5aHLMY1PliNgw4FS7dsZAXb67TzUczM/yMOMYywwR+GKrcf6zeFQjLcHr9OKQ0WlZPlG8sMZG5cVMhDZDBV9MLyarQndyABjkg5/rTkkAwe3dCvekMnDJCfm+ck49ef8/wAqeJVHHDqe/wCtQPIdqucZPHvUYXylzuBB6FlyTznGfai4WJWkRs7iyjOB8vB/EUrb9ox869j3FROx3FeY+3GMf54qZZkkjwXXd0HU0DYLIkeA2MdaKikCzD5mL8egopa9AsjOEn3Y2bkjJYNx7CmlAAoxkr/EDRRW5z7WsK0xVgpwO+cnillkDjLE46dic+lFFLrYa1VyOORtoXO4H17fjU/mkqfL2krwWGKKKrzDqMbJLbl3j1J4oWRZFAZSuOCM0UVI1qMRlXCq7bs8r7VKnlLHhiVCjOOlFFSUgJO3aSpz9CadCNwDEj5eBtyPyoooGgyWYFyp4646DPSmSSSCNvLXdKOdpOB/KiiouyghkaWPe4aN+WPBwOegOOe1WYVDcb9305ooqepQ/wA4Q7lLZPfI/D+tIZtysqoZB0xgE+569P8ACiiq8iHtcR5FHyEMWHRiOaQiTBUxkBh6c/pRRSGh0ezcEVODzjPeh1EaxhWZjnJXHb39KKKCuoRsecFcemKespkjUBGBz/C3AxxRRQhscx8lBngseeeevWiiilcVj//Z) | ASR 1265 x065 1103 Vægtlod af bly/tin
Vægtlod?? - Cirkulært med central gennemboring, noget skrå underside. Ø: 4,8 cm. |
![](data:image/jpeg;base64,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) | ASR 1265 x066 1105 Plombe af bly/tin
Noget ødelagt cirkulær (ø: c. 32 mm) plombe med byvåben på den ene side i form af port med tre tårne (Hamborg el. Lybeck). På bagsiden lille del bevaret med indstempling af tal, mon ikke '3' og '5'½ ? |
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) | ASR 1265 x059 0808 Nøgle eller skrinlås af kobberlegering
Pile- eller skjoldformet beslag - muligvis del af låse-system eller hængelås? Største længde: 28 mm. |
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) | ASR 1265 x060 080708 Snørenål af kobberlegering
Hul rørformet genstand afsluttet i den ene ende af en indsnævring og en kugle. I rørets indre ses lidt ubestemmeligt betal. Funktion og datering ? Største længde: 29 mm, diam: 5 mm. Snørenål? |
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) | ASR 1265 x061 1110 Anden genstand af bly/tin
Kegleformet genstand med flad uregelmæssig underside. Keglesiderne glatte og forneden afsluttet af lille markeret kant. På undersiden, der er lidt ujævn og minder om bly, ses to små bogstaver i positiv antagelig I eller T og A. Blylod, plombe? |
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) | ASR 1265 x055 0604 Uforarbejdet rav
Større klump rav, ca. 4,3 x 2,0 x 1,1 cm. |
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) | ASR 1265 x056 1107 Tenvægt af bly/tin
Formodet bly-tenvægt, evt. mankeperle. Diameter 13-14 mm, højde 8-9 mm, stort central-hul. Kun lidt konisk. |
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) | ASR 1265 x051 0820 Råmateriale/barre af kobberlegering
Bronzebarre, afbrudt i begge ender. Ét større kraftigt hammerslag på 'underssiden'. Omtrent trekantet tværsnit. Bevaret størrelse: 55 x 14 x 6 mm. |
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) | ASR 1265 x052 0807 Smykke eller dragttilbehør af kobberlegering
Omtrent cirkulært smykke, bestående af filigran-elementer placeret ovenpå massig bronzeplade. Motivet er overordnet set et korsmotiv, suppleret med ekstradetaljer og indlagt glas i opak turkis og opal grøn. |
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) | ASR 1265 x053 0807 Smykke eller dragttilbehør af kobberlegering
Lille D-formet remspænde - komplet, men uden torn. Største mål ca. 20 x 18 mm. |
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) | ASR 1265 x131 1103 Vægtlod af bly/tin
Vægtlod af bly. Let trykket kvadratisk. Sidemål: 0,9/0,5 cm. |
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) | ASR 1265 x032 080704 Remspænde af kobberlegering
Remspænde, fragmenteret, ca. 26x24 mm |
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) | ASR 1265 x031 0800 Kobberlegering
Diverse genstande - mest bronze og bly. |
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) | ASR 1265 x089 0818 Bogspænde af kobberlegering
Beslag med fremstilling af stående, kronet person der holder noget i hænderne. Antagelig jomfru Maria med Jesusbarnet. På bagsiden tungeformet hægte. Foroven afbrudt øje, forneden gennembrudt med isiddende jernnitte. Største længde: 2,8 cm. |
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) | ASR 1265 x042 080701 Fibula af kobberlegering
Cirkulært emaljespænde med korsmotiv dannet ved fire buer udgående fra cirkelomkredsen. Al emaljen mangler tilsyneladende. Diameter c. 18-19 mm. På bagsiden næsten komplet bevaret nålefæste og -skede. |
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) | ASR 1265 x043 080706 Remskyder af kobberlegering
Formodet remfordeler eller -samler af bronze. Cirkulært midterparti der hæver sig 5-6 mm over den øvrige del. Heri mulig triskle. Omkring det hævede parti en fladere del, gennembrudt af tre aflange huller. Fladen mellem hullerne udfyldt med cirkelindslag. Ud fra fladen mellem de aflange huller udgår tre små knopper, ornamenteret med omløbende furer og små indslag - stiliserede hoveder? Ingen fæster el.lign på bagsiden, der er er flad, bortset fra den delvis hulede midterdel. |
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) | ASR 1265 x044 0807 Smykke eller dragttilbehør af kobberlegering
Mindre fragment af delvist smeltet smykke, der f.eks. kunne være et ret stiliseret skålspænde ? På bagsiden større fastsmeltet dråbe. Omsmeltning eller brandgrav? |
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) | ASR 1265 x038 1105 Plombe af bly/tin
Plombe med tre seperate indstemplinger: '4' '2' og 'G'. |
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) | ASR 1265 x039 080708 Snørenål af kobberlegering
Hult, rørformet stykke bronzeblik ornamenteret med omløbende furer, samt spor efter bevikling. Funktion? Datering? Snørenål/endedup? Længde: 38 mm. |
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) | ASR 1265 x040 089599
Stangformet stykke bronze med pånittet bronzekugle. En del af det stangformede stykke har forgyldning bevaret. Fragmenteret i begge ender. Største længde: 30 mm. |
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) | ASR 1265 x041 0903 Mønt af sølv eller kobberholdigt sølv
Tyskland, Otto-Adelheid c. 983/91-1040, cf. Hatz III.7 |
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) | ASR 1265 x035 0903 Mønt af sølv eller kobberholdigt sølv
Romersk denar. På forsiden anes en højrevendt, laurbærkronet buste, mens bagsiden viser en person siddende på en stol/trone mod venstre. På begge sider svage og utydelige spor efter bogstaver langs kanterne. Diameter 17 mm.
NM bestemt som Domitian? - jeg syntes nu den må være yngre, f.eks. Hadrian (CF). |
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) | ASR 1265 x037 1105 Plombe af bly/tin
Plombe med tre seperate indstemplinger: '5' 'E' og '.?.'
Det sidste tegn kunne være et splittet 1, som det blev skrevet i 16-1700 tallet |
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) | ASR 1265 x034 080708 Snørenål af kobberlegering
Snørenål. Tildannet af bronzeblik der er rullet i form. Ornamenteret med to bundter af spiral-omløbende furer. Den ene ende spids, i den anden et større øje. Længde: 45 mm. |
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) | ASR 1265 x156 080701 Fibula af kobberlegering
Fibel (?), mindre fragment. Ikke typebestemt eller nærmere dateret. |
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) | ASR 1265 x033 0818 Bogspænde af kobberlegering
Bogbeslag. Største mål: 4,3 cm.
Bolt-Jørgensen 2019: Kroghægte
Unggotisk formsprog? |
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) | ASR 1265 x012 080701 Fibula af kobberlegering
Cirkulært emaljespænde med korsformet motiv. Enkelte rester af grønlig emalje i den centrale del. Bevaret diameter 24 mm, men hele kanten er bort-korroderet, så opr. har stykket været en smule større. På bagsiden ses svage spor efter fæste.
Type Frauenhofen |
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| ASR 1265 x128 0903 Mønt af sølv eller kobberholdigt sølv
Tysk sølvmønt, Otto
Hermann II, 1036-56, Köln, Hävernick 255-258 |
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kjhrT9pJRizyfxt4yu9QulSELtiXy12kdF7jHTpXGM1xdNullLOTkAnPX+tWF3SkEn7xIG5hjJp+j2vn3iI2WJbNc05yk9TvhCMFZDmtzGu5QMqBx6VseHbdJ5kkkRZVDDfG3GfpTNUVbGNombBY7l2r19RV61hYiQI23y03rIDjGOh/lUxHUOn1vw8ZNHsbpIAkcxBCZGVxhSM/X/D0rlfGapb31lboIrZo7UCTauC7BmO4+/IH4V3Phu41G6gSzZTJb71cwuCuDwQw+vUH/Cs3xH4WOra8t1HFjcG38HIUYGMY4Oc81nKMr+Rrh6sU3FlHwvLNbw2a2RAebdJO8jHGMkBW98Dt6ivozw/dR2uhiZC5jSJQFEQY8LzjjjkfWvJfCHhkQ6jb6kyQtborQj5dzAjG44Ppnr/AIV7dZw3E2l/YrK3VYH3R/KgyASwI+vGc+1Pl0Ma04ynaK0X4mL8Q71r/wAA6rPLFJAZIogsf3TtLE8/hv49u1fIi6dNHuAAaJGO6Xt6ZGe2cV9NfF7xRb3OqaR4csZwr3mBPcMckO7Kgdu4CqxIz1H4V5p4k0nT5Ly80+zUDTrGSSG1yfmKiQjcSPvMep+tRGMkrnqUqKVJJ7vU4D+y2SE3CxR3KJGzFwc8Y7/h61Pp0l2+nwXhmkKRzYSJTglgv3xjHSsy/aXTb6+iB8oYyVjYgAHtj05o0a5eQRROpeEn7rfXr9a2jK71OCtT5HZHozW9/qix3QvPMulhAW1BBlChuBnuR1/SsTWtAkW1R/LaSGNB5pIxuORlvrz069K1rG+vLdobAwqm0MyXMZIkGc4ORyMHH5V0Pg+4jlmv4ZbjFveQ4LBDiEg5U4PHt+Wa6Lc2h56k46nD+AfEUnhHWZGkcSWDKPNxz8ueGA9RX0bpOvWs3lTwMksbqGRiM5yOua+dPFnhNrPW2sLTc8e6OPcoPzBxuUjIz90gfgTWl4D8Xy+HdQOk3EzfZXIETE8oT0H0rCzg9Tvp1FUSR9UaPrrTAHcAMY+UZrptN1QTSKMbgO4ryXw7rEiygGUJGB3+8a9C0vUFVVd2Zhnnk1S1NJJI7m3/AH7KZFbywcBSvU0VjWOrNCu0yMUb5lU/zopqyM2mz1nzhuO65CiPpjJ3e9W3YYDNcF4MAlWYLtOf61R8p7qQpG5QgEE5zn2p9xbrHZqkqbFZst8wBbHaoTa6GTSfUmuGhgKySyYUIx+XJGAOg+leFeNPEl3fSS31un2uVn2wxyEFVjBwuc8Y65B4r0f4ha4NJ0OJYiu24IhTk5Un7x/LP5144tq+p3Uxk+WKZ/KRUUt94jHTuBub1IHvwknKVkRUkox1MPxb4u0q38E3er2Hn6TqmwR2JSf5S3AcsAMYA7c9Tntn5C8SazNq1xDszc3QDPLKfmOSSSSPxr3z9qS8ttHk0/SNJVoUt3kPysc7WVcHB5wRnn1BxXjU1jFonhNL4oq3UjyLJuHzA5AUfX735V11NFyrZHNQ1Sk92cJIu1VUt8xPT0+tdh4Js1mujE9u4Zwdkx6fSuU0+Nr2+2uWQBsn1r13wJaJ9sSIYYFwijHXB5P86wpx5ndnbN/ZR594oRZNWzG8jxlVYqwxjKjOPbOa6Dw94VfUoBIHby8gEbecEdc1X8WGOHxzqQtY2S2ExKK/G1cDA+nOa9L8EaKl9A0c1y8I8luGICuQSQT9MCnTjzXbKxTULKOhTutU8pbQQSoY4U8ptoJLMBtUD6V6N4V8N6y1qrPbRSqwO55R1z1H19+9ef6D4Xmm1Ro4lAtVKys78eXlhk89sDP0r0rUfH1rp0UOl2kskEMDhJAUO+U85zu5UZ9eT7dzm7nOsO6jSp/M1f8AhAGlmghRY5DEpbykY8cDG4fiePQ1z/jjxJr2haLfQ29sul2YiDNBbP8AvJWbKhc5+bnDH0HrnB0fB+rtZalJeK0IFvn/AJaf63ccBcdTTPjBdPZaa2q6hp5+03LFID0WIbFw2NuDzg+vIPBBrGrZK56GHounVUZ2Z43dTTRNaahdFBNIzs8m4LGm0EKwPViMn2OKp+eTHtZlMnO4L1Ge/wD+v1pniGzvry3tNPlljke3PlvHGCEIzuYD8QRx6Vo6i1rLdxXCx7A8SqFUkZUIpA9gcfyrKK5VoetKSk7W0PP/ABBYrcMZUhKsVMZfH3mxu4HfuPyrH0m3uheQogygb5sEDIz/ADr0PVtLOosJIVEYjm4H9xcAA+/c/T8KzdY+x2NtFLHB5cjdCpALNnoB6Zz+RqoSs9Tz61Nzd4mnYWP2PUrKVx5xnQq5STmJT/Fx0Pt9a661smvry306wVWa4K75GQqNu8P83ofl964vR9Zls4xF5MfnsN7PjOQelejaLqTPZefPLG6SOkabv4SOuAP8811OTlrE8eUUnYm8WaXdXmqHUoXWZZJo4m2oCNygLg+2Rj2wPWvFfE9s9lrs5DFpAivtOOG4GB+Ve/affJpulXk7ovnBRK+UBQKMkEA8ZOM189+JmEmtSOEcRNIT+868k5z71rN81OzRFFONU9j8F+IH1LSbed5vLlUbJD/tDj/P1r1bw7qjMoMh3k9NzYA/KvmL4e6jLbX0tsEM0ci7gAeFxj/Gvc/CerfaG2IVMiYDqCDtrniem9dbnsmn3kuY5I2j2gY2nnP40VhaJeMoXJZ3J+6D0orS5k0+h9B4YwoiKyAjJ3DHsfxqu2XkjaT7v3QrA49hVlme42ofLUKM7d3r1zU00kBj34XnrtGfyrDzJ8jx3x/q6atqksa7HXT2MYI4y5+8QPbG38KyfB1kfEn9o2Z+1WscMTSJOjbVEjLtGOMZGD+n40NaeWSafUZdyPNcPx1UbjkHjr6c1seBvE1m9vcWmk6zZW06qz7dRgdDcOyruRAcAAFQO/Qdq1orc4sTJ20Pnf4taU2n6TBqN9OJrqO4aL7RIgOUABVfVjye/AX2rwnxBrj64Y41J8lSTwuPmJPJ9yK9a+P0zQwyWd1qfny+b5sMCD5TzgvgZwSD3NeR6bCh2xsuGOAd3TNFad5aHThab5e5a8N6KWmUxozbm5CruavWNB0yHSMyBjCsY3t5gxzjtVDwrbW+j2omuIWhMi7oxIjevbHvWrJdjVrgZTFlEQCF6tuIyW/Gp9ooepvCnOrOyVkcdrXh2a68RXtxHC0dncSb7d5MA7ewJ9cCu70vxLp2h2EVvc288k0TKTnAU4I5z36mp764h1e1fSdOaOIshVpJ5OIs/wAWTztUjqM8AmuFht3uLZZJhMbe4iCIA4K+cuMlv9gsfyPWsPaSs+U7lhE5J1tfI6y+8Qf2rqFrqmmn7OCxiktmQLxyFYc/MOo+prHudYufEXiwC5b+0blPkkj4yHBIKYHYewqNZbWx1BDLA0MsLmRwVby0VUG0At2Mh7jjjrWPpmrG31c6vZq0CxfOiqMHIQHb7glSP84rJ6u7PRUFGDjBWPYvCMul+FdHbVtauhNcNM0cVvHyCyj5Quehywyeg4FVvit8Rm8YQ6ZZTNFHHbg3c32QAbArMwHPrszg/wAIPqK47WdWjk0e2lR457maAM8MuCsKkE4CkYznkVxUf/E0h1NI3yZLhY2ZzxKABleegznn0x6VtrsznUab97d/kbK3QmEMzDy/PiDodpB24H+P+c1NaonmRtIpl5CnfxlRgkZHOODU+vXiXV8It8cqRqLdCgCh9qhFYf7J6gVnzXu+ZUI3MV+6OAAB1PoOetGxO+yNKW6iYW67fJ8lty7eec5/HOenNcN4unt7XargvdHa3y9I1IBx9eua6KDUIZPkAUKQcvknDcYx6cVxfiy1EkJYN86oAAARlQx55/zyKWjsY1oyjEltfE1nJqUU8KNEyKFIYnBPQn/61dpa621jBFcQ7pLjOyOFm+9nqcDp1x+NeX6NFFG2XUbcckjPevYvBgtb1bWW3HnCGdQ6uv8ADjHXv1/DFbxutTyajvodZosd9deHRZyfOJPmLBPu5yMEketeSeJrUpq9ylx+8CMFI3dCABz7nGa+kNJ162lZXELC1tzIZVbhmKjofQcV88+NL5b3xFqE5xIbiQzDysEc5/LHSuhp8upyU5LnsYOkG4028e4CMsOdvTABIPH4gGvYfBoSzsYhaMVRgHOfvEnua8f1m4S52RrK2QgJC5xnsPfAwPxr1HwhqEq2VnAyjdGiq2B3xXJpzWR61O7jqe3aHeOsOdpz0JPeiqHheZ51G0luh5PSiulczWxk7Jn1g8YkUtlJEXhNuOnpmsvxHPcaHoOpX8UIuHgjLrH0AxySfoOce1avnxmGV3QfJjbzgdfSsnX9V+x6JfXLEYiiZlUg8tj9TkiuaT0uZxTvZnhN9NFdWKpGGISQlW6FgV4J9/8ACteP4Zz6t4Ru9TvQ1jcQRu5tngUhQoZ9y456LyfbpzWK0gayMaODcBVfkdVAxn8wap+ItR8aa94XGycTTanJ5bWLTKrlkADbkyMfd5AA4fnjiqjazuc1RPmVmfNfxhlGqa0uoKiQwokCW8SoA0wIcvLgDgZTHPPIrnfCuorY3XlXsCNA2cqPlZhjjkds4rt/i5oly2nafcRRmZWw0k+0BSx4CH0xg8Zx1rkNDhkmu28xo7SWNNxdxgouMfLn+fvT3N4ysj0G68Q2V/pMmnMYbOdQypNOcDYp3c898Djrxgdq5rRfFkNiyLcHd5bZ3dE4yQAO/pXIND5+rXMbTtLEZCpIG7eM8c/Suw8O2unXURtPs26Kb92W25YL0Yr75AxnuahreSNoTlFKLehe/cyWn9pTW6meQjcsaFUKEkcDv168nj2qit/cal5MZwlgvGFA7HJX6E7QfapY7dtLaeyupGVYPnjMoGQhA6erDOMjuPasv7V5NrHagqIC3zyBSeCc5Xnj0zWCj2PajVdRKTM7WNX1C9uJbnyklcPzleB14wO3GMVeiW30/S4L28uDJcq/mLGqgRp0K7RnknP/AOvtQklZgGT5Qck46jGe34fpUdpcPeXEZmi2RR8Q+YSMuvPP4etF+pra7saU37u3W4mZikjLIlv2fJJJfuABjGOvNLpsgh06WBIoVU3AaOYp0brg/TcTVJ5BfSbImYgEAs3JwSBnHsB09Ks27xmx3RHdF5rKXx9MH8hVWJdr2GJP/pR77lwqqM/MOeSfxp1vOGQB/my3zKD1GO+P89aVdP8AMR9rqFxhcc88/wD1qtSaYGuBs/1fXnqffFFr7lcyizNtyzQAv8jmVm2KDgdAD9cfyqOYQ3DRvcI5D7kO0cnIBP8Aj+dac1v8x3kqCMYz7/z4qcafbxxS8434BYjkZ6Y9M5o5WRKUXHlZyeh6DPNdPEixvtJ+/wBGr2Lwz4bfSdKgWCN4GQsZvmCgA5II9T0/KuRsNNjjuJC+1F2F42fIcEnOAR9R+tat1rsul2qTea9wURZDukJCnAO3GOcdM1SbPEnRk5Wid54+uNPt9Be7mimW/WMC5ZTsWRum0gdckjPcV80yalPayXAnBEkg27WBG3r0H5V3sev3niTXNJbVJilkJCBgEeYxOQSCeSawviZqlu3jvUWt0zGgEQYjB3ADLY+tbcz5fI51BRnbdnNaaDcX0KsCQ7gHccd/5Yr2fw+d0w2jC968m8NI15fKrjP8WT7V694ZsXLqQcD/AGutYJvmPRivcPVfDKuqgKu3d0OeaKt+HbNDGpMuSOwGKK7NehyX7n1NNDshO8sXDDtxisnxfZtqXhPXQp2bLdmLdhhc49+lbK3BkkWHygoIwwY9fxqG8thNDPDPzbOrJLF2dSOn061zSWhMX3Pn7T5ILqxO140REUpK2cFSOnPv/OuJu/FWo+GY21JtMtbu9uCC1xcct0MahVTCkY5Jz1UH1r0i50dPC/2vT5l86BYyY94JJjGdp+oOPyrzjxVHp15Noz6nbTXKRQGPZHt2KQ5CDk9M47HoeKqn7z06nNV91WZ595eo3Xhi5hkk3He8sMZjDjfjO7pxkcLz0ryWNJbzzr2eff8AMI22plyTxjGeODnNev8AjnX783MFlc3MNhZtOhQ28apjbjAyOnGRgj1Nee332DR9eukik8+OTeYp8/KW9sfXrW8ouLsKlJSV7GLcTLpunvEIhHPI4AJOCgHBBHr/AENd58JJG1y8t7ZyVjDgO2BkDcCBz2715brUE0184VmaNc5ckHc+OTke/SvW/gzpl/a3QuVVI1iUFZ5FCjk8HnsOvNc8d32PSlTiqS1szc+JkSaf4ogsYkt0FjEEkxja8jbiefTg8+1eT31wi3GdzCIKVx3JxgV2nj7XI9U8UarPJNujVFR5s5LvySc9zknn/GuQt4odRvnleTMMYkmmmlH38HAX6nI+nNZdL2O2irRaXQXTSlj5MshKRzBiJFALDCnG3P8AeYKM+maqR3bWyLMY2keORJNoXPO4YGB6jj86esz390rnJ2uBGNvG3sFHsB2q5ZyRWN1FIo+1Ekssb5IZgCU/HcOB35FLTS52ala9tpbJPNaHyJpGYC1By0fOAH7ZFXLJpJ7eWZFMdkySCEY++wKkhfoNvPfBqtrVxsjj/tSYtLLP9oeKLG6TgYXP+8P51ft7iCTSbm/ns/sscZOIRwgDYwoB5JHAyfSht9AutuoRssYba3UYCZ7cdhWpeXUMrp9miKhY1Hzkt0ABP55PtmuN1LUJ7WG0naBVlcNICFz8ucDODnPHX3ruZtJstJ8O6ZetqgudQvAsktnt/wBWhXIwfqfU5yKXMK626sxXmWZpY2GXGNvt/jnj8jVKfWodNYCefbjaSmMnGR1z0rJ8ReJYltXtLdlllYcuhzhfw71yOn6fNqlwqyXBjEjZ2nJ/OtFdnPVrRp6JHqEPjjR5GCSXKkPyOfu9M8kf5xUOua5BfaTdLYSwzybAgVSe/t/npWRa+DYvJjZAs3y4ORx1HPt0NW/CPhppNaWHytq5wwYZGM561fK2jzpYldjR+HNnd6xfRLOpLxHKsRnbgelc98TGSDxfeBXEm47WYDkkAKf1FevS6XYacq2i3kdvPtykkRBPPY/n/OvJPHehNp+qTTyyNNcTyfOR0ViAT/OtXpC1jgpvmqXHeAEE3nkqOoG7Fe1+E7ZTHGuSWGDXlvgvQWjtUG/az/OQP5V7L4X0t/3e7gYyT3rnhvoj1pLljZs7zRbQ+WuzaR3Ld6K0tDRLfZhAw9Ce9Fb2XVnNd9j6JFrHbzIFZmfbuYdvXr2pl7IzgJHuQ7Tnv+NE6ht02CgQY3dB17ZoSaIWruGOxTywHJzxis73MrdTjPGmiy65ps7WS+TfWo3ROwBLggZzn8x9K+W/EGpXmn3Gr2l1cBIHk2JDIAU5AO/169+nbua+zFx/pG4lSeML1Ixwa8A+NfgWK31ZNTiRFjmjMEqsPlJByPp1P4sKycnF6bMJRUl5o+SvEOoTyTXbMvnIGTdc5JHBOFHoDx+QrQuNNlXw7LqUe2KdEW7dVG5lVm29e3X9BXQX3h+C11q5EWjvdSJG5iVuSXAI4XuBw30FZXhWG91qO9spYvtIul8llZi0g+fPHP3j1+ldWkle+pzX5ZeRzPh3XNMhugdSAA3ZBIJPUZ+tdz4u+Kn2iyOjaFCYrNQoeZF2s2AeD/s5x1rzrTfDtrL4iura5ZhFbSNuaU4JUE4/HFdRDZ2enwySwRMySNhPpx8zH8OlTfljsdCiqlRXMq0jkk2RYZ2VFEkmOOhOSfwP1waJo0MZithi3BJOe/A55HtwPc1cutTlW9k8lMCYeU8SjaNvUH14yeaZM8t1D1jijjJyDnOc4ABrmt1PaptRshmliRbi2uIFJfa4AYZIyrKx+o3H86ljxpjLfPs8+TbHHuGAi8AEe+D19PrUX/CRWum7i8oUwqF2Ljc+7nn2x/Osq0ju/Feoq0zstojbh8nIGMYHtgU+V9C61WFNGgtmda1ZL66TGn27eUJuR83JGfQ9etdjqOrpFpgXT0htwqlVaSI7pM9eM46f1x7ujtdL0K40bSr5DGsrtMc4LAZ5dgPXgDPXHtXE/E7xBBqviC6OitIllCxSAA/wjuAPxNDWlmeWqr51KO5FLo7tDs8qW5QrukmbJG7HIGR25FYGvec1qkjyKQke3aOAvJG0D6Yrr/h7/bcMkzzI91Z+U25ZBwMDJ+nSua168hvfEUxkZVtlY7FQZAycke/NHs2mavEuSs9zm9N08TTId2319/auy8J+HH1G4+VQ0W7G9jtA9a5u3g8/Vw1hGxgB+Z2HQ+leueFtOmuoEt7W3j3SAKWYHGfyrojE4JVGlobWj+Gba3uo40uWfA3OiNmMHv2960NelsPBenS6kQkKqdhYgs0jcnauenf8qs6LcT+ELya5mhV1jl8l55hlW4B3L6HHH4GvLfi144PjPxB5tvMsdhZ/u44m53Hq8h45yd30AqrWV2cybnK25i33xGleeW6t4ytxITiaXlgM8c9uKhSVtYvoItzGNFDzHOQWPT9KwLW3bVro7UGOm7HT3+teleFvDu5AoXb79z9a5ZT+yelTpfb6HSeFdH81l6oor17w/p8kMUfmbcHjcBmue8I6AyRrllIUZPGa9N0XTYLdUG0ybvmbpWsFZFVJJs19FtUtclkVtx+8PSitqx01Y490QG7rgc596K0vbQxuj1K6izI6o2YQ2AvU8nk//rqWFo5rMCJQhVyB8vPXAOareV+/bMjISuEGMH6GnGQRyKLUM0jAZ4zk4FK5jZ3K98rwzCJshiQxZRk/4YrlvGnh+LxJo9xZysTIcsm45G7sBXT+TcTKolO2RRjO7ng1SvIH8yEea0+eWGMAe2azkrqxS3ufFHxA8PSaXoksSvOGjlMcoQnewJOGwMbhtY9a8Xm8TXltcSC1eSMcIQpwCoGD0/Wvvj4qfDD+2NOXVNLhjbUkOTadVmUnkezeh9frXx98Q/CpXUvPtdP+zpG2xzIQH8wEbsr68/pURqSi+VhKCkrnG6taltFtNasckqGS4XJOMe/49PeqNr4vuWtdqBQjZLYHtj88V2kWk3s3hW8RRHbabGfOkmdQN7BeFDEdDg8DrXm0mmyiNJIYswZIG37ze/uK1d0TCV/kdC3iae7mxaWQaDZh8kjDY6j/AOvWf4ia7hVITKI96/MIySePU07Q9Yjt4zC0XzE8tnB69wa2byKG7tYLzau4O4dQPug4wfpStfVHR7SS925neFfCK6lOsl0+I9rSFmyc7Rnp17itC88RRaS12fmSSNvJt40IBA7k9e2Bj9fXd0bxdZ+Hbd52VZtqfKuM5OMc1xGkxJqusTXhTCSSu6o2CFXJx169f0q9rRRgru7ZsaXBPq/7+9kleaYAF5GO9lA6ZPQf/WqpDAlmNxhbzI18zy8c+3869N8N6FElvG7o0qfeXEZHXHAA7dKzrzRRJqkga3+zwZKiMLjJ3dfyz+VZNNamkZq5qeE11C38I6jc3Nkttvgkk86bO0qAy7QMdSwwK8btdCbXGk2t5fzktivorVJoNJ8Cy2dxdPFAI1EbbsjG5mXK/Vjz2riPD/h7SNJsLwXXnK8a+fuVgAyE8c+v860abkmzL2kbNxVjO0HQ4tNhgSNGdmkAaPy8k9OorqZGh0u+WwadLURjznb2ABzkdAKzbXxNBNYmKIK8S7W80j7nbDMOnPQdK898U+KF1qa3K2qR21kjp5i5zOWOctz26cdqvmUdEYckp6s1PFHjS58SXUlnbgLZQO58xm+aY5wGY9vp6muF+zveyiOFvNG7b8g7VZs1l1KR7a1VsOcyN0JHpj0zXfeFfCKWsYO0+awHLfyFc1Sp0W56NGjpfZEHhfweY8AHBzknjBNes+HfDzW+1SqspOM4p3hzwuu1d+SBz0r0PRtGMLqBs257r1p04vdmtSaXuxLGh6eLaT93Ht+UBioySPau00qGJ9rNG+70YcU3R7FJkBVgF4+UD0rq7TT/ACVEgYNwc89q35Wttjm5k9yKO3ZY8qcNtwDxwKK04dszgcccZGKKl3voCkup1w03dfLMGYx4wcckdc5JqtJb3Csi2xjX5stuB4H171b/ALRWNSuSUUjKsRzwcfzqtJq0jQrlMueq57c9hSfL3M0pdioq3MU6o8SyuTtyDgY6n+VLfB32bkYLje/TIOenFTRfaGmDOEQ46Hrj2qWa5OZMrhHGORjJ/rSdmrXBXT1M6Jiqq6AhR0GeCcetcv45+GmjeNrabfbqL+SNitwoC7WIIBJ7iuojtTDIjs5YEN8pHAznoKfCsjbokAb5AgYMOKhpSVmVrF3R8NfFr4X6r4Zt7aGSxC2UZcEwMTFuB9+mR+NcZrtnb+HfCUNjbsl3qlynm7VO77MMgFcjOSRng8jH5/ode6bb3ljNHdpHIrKcxSKCGBPJI9K8S+IH7OdlrQmudAdNG1Cb5iY87DkEYHpnPP0FR70N9Q5VLyPkDSfBNp4ivbWFtQ+wzXAaXfJEdojRW3MfXBBHHvXOWt00LXMMt0ILVlIVmzh8fd7cdK7Dxj8PfEHg3X5LOawvFux+4jZIiRMDkfuyOoweRz1qtqvwx8S2tqZ9U0HULZBtCtNasoAAwAeOMCj2kO5Xs6nVaehzvhuzXUt0CgTM+VUbsYbnByamaS70mWVEjKC3by2bblST059wCa0tPg/sm6SQ2yu0LfLGeOwxnHX8a7GHUNN1Kz1DS5EtzaynKPM20q/rlccg/Wm5uOxnd31Rj6L8WL3Q7eWOS3ZJmXEZiGMEA88/Wr7eK5bh2aSKWC4lG8TYBIBz09P/AK9cnL4ZW4uNVvtOdTZafiVo7iXMrJuVeMDnBbrxwKyLnWYpF84TNJJu4iweBx3rdScluS6cb3SO1j1qbUNU3WsnmpsCutyTtYdOh+tRa/drYwszq0g3+XsYhRs9ODzXFQNfrJ50kcqCY4DIcY56YBrqdG+GfiTxgyqYpo7QH5ZZmKqufTPWs3USWrNFTbeiMS8155rc29rKgDLnYoIAweB9aj0Pwde6psknSSK0zlVUHLE17V4d+B1to7p9qc3FwhJ+bhPbA/xrq7XwSIJkVV6dc9h65rnlUlJ2R106cFqzzDQfBsVjGohh2Z/i7n6mvQtC8PrG0XycFgOeRXV23g5W/dmPdyD8nFdXpnhl4dsYiTOM554p04vdmtSUVojO03RVUBVjIC8njiursbHy4ySVUDGPrV6z0sR2+xVw4b5j2+ta9tpcflBMb1HLMf8ACuxT7HDbqQ2dsYdm3aQT1atw2zfu8bpDjv6U3T9PMULAnf8ANnLDHFacFnJIFkLneeAAOAM0276EpdWZ8luVCKX+XPY8D2NFX7i0QcEnA4BxxnNFZPQq6ZuvZmRHdvl5BYA8mordEgQyoQZCSM9eM9DmtVkhjJG4GTOOVzn0qltS3WSGQKP+WgYnk+31p8quTfQWK1BkLbWLjnbjO0Y6ZokgLZD/ADpH90dDmnLdJNN5cUhYuu32Ge9QLJIk3lpjKDq5/X8qHYSFZSzI4RWKgYVhwev+NVt8jYGxYQx5XvjmpZrjbtQkqSMA4qPBuP3UjqBn5VU8gYpdNB+pTaa0juGVpTJIF2qM84PWq8jK08O0AtyDk8Hj0q9HYwWrGYAEg7cevrzUMipBIXRd6scp149qzH6GbcZuGw0bOWPJiGBmqF1Ytf2jrOmUGRgHkY4rUmujDdbY42diORzgGoZrmG6mERl8k871ycsB6VnJJ9TSN1sjirr4V+GNS82W60SzuGKAj92Fz7krjNcvffA3wncSq66QAOTtR3VfYda9dWOOOEFX+T7vXoPaoTZiFSsyskTLjd0DD1FL2cH5Fc811ueQW/wN8KR3E2/RUVwMfOznj1GTUF58AvCk8irHo1vjcW+VmAOB3APNewXEYk3ygHaBjPr/APXqvbx2zKNzCOUjkdPwpezW1hqcrXbPMbf4c6LpsarZ6Xa28kfIaOIbvYdPatJtDVFijgj8s5BbK8Z5rurvTURlVU2bjvGfemro8hcoGBXHTP8AOhQs9B87tqcXDo7SSOHjWTcu0YHSrx8MrlJPL2nGWDZBArtToKw+XcKfLdcKcDGT/k0k2lsQ0jE+ZuxgD862StuZ37HJx6THJfRoW3S7M8D+EVvw6GI42Cjbzxu4GPrV6KwjhuMpE3mbcmQDkVpf2f57hN+Uzg7uvNaqy1SJd3uZn2FhFFgLGmNgUHt71fttJ2bCpwjDueBV5bVYpUVfvx/KN3TmjZI7ZYrHGeCuaNtxWvsH2cQ2rLLubLDAUcfjV2GxVY1d3YAdl7c1S/e+WjbdoLddxJH+eK0be3kzjHJA+8eAc9cZqlJNkuLXUZPCxiYjcFVs8nNFTXUbSKwGWLDPB/WilKPM7ji7bn0Cvw18NrGUXTsL1x58v/xVM/4Vf4YPXTM/WeX/AOKoop2QgT4X+GI8BdMxj/pvL/8AFVHH8J/CsMjumlkM5y3+kzHP/j9FFMRK/wAMfDMjAtpmSOn7+Qf+zUf8Kx8M/wDQMH/f+T/4qiigBq/C3wuqqBpS4Xp++k/+Kpsvwp8LTLtfS8r6faZR/wCz0UUCIv8AhUHhHcD/AGQMjp/pEv8A8XUa/BfwarFho3Oc83Mx/wDZ6KKnlj2K5n3Jv+FR+EsY/skY/wCviX/4ukPwh8JMqqdJ3KowN1xMcf8Aj/vRRTsgGr8HfB6sWGjgE/8ATxNj8t9Qt8E/BTY3aKGxwM3M3/xdFFLlXYLsb/wo/wAE7dv9iZGMc3U/H0+firI+D/hBc40cDPX/AEiX/wCLoop2QXY5/hJ4TkQI2lZUdvtM3/xdJ/wqHwlx/wASnpz/AMfM3/xdFFMQsfwj8JwjCaVgYx/x8zf/ABdP/wCFU+FcEf2UMZz/AK+X/wCKoopAI/wn8Kyfe0rP/bxKP/Z6E+E3hSNSF0rGeD/pEv8A8XRRRZDux6fC3wvGCF0sDPX9/L/8VT2+GXhpuum/+R5f/iqKKYhjfC3wwygHTTgdP9Il/wDiqKKKB3P/2Q==) | ASR 1265 x029 080701 Fibula af kobberlegering
Cirkulært emaljespænde med korsmotiv, dannet ved at fire buer udgår fra randcirklen. I større dele af den centrale del er den røde emalje bevaret. På bagsiden ses nålefæste og delvist også -skede, ligesom hovedparten af den lille og spinkle jernnål er bevaret. Diameter: 17-18 mm. |
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) | ASR 1265 x030 080701 Fibula af kobberlegering
Cirkulær emaljefibel med korsmotiv. Korset dannet ved fire buer der udgår fra cirkelkredsen. Usædvanlig velbevaret emalje. På bagsiden rester af nåleflæste og -skede. Diameter: 22 mm. |
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) | ASR 1265 x045 080701 Fibula af kobberlegering
Den ene 'arm' fra et trefliget spænde, ornamenteret med karolingisk inspireret blomstermotiv i ret dybt karvlignende snit. På bagsiden rester af nålefæste og lille bitte del af fastirret/rustet jernnål. |
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) | ASR 1265 x070 030703 Drejekværn af basalt
1 frag (994gr) med bile-mærker (nyere tid) 1 frag (142gr) meget slidt på alle sider. 1 frag (150gr) kantstykke, 4,5 cm tykt uden tydelig slidflade. Aflange hugspor på kanten. YGJ/VIK |
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Gennemsigtig blå, hel. |
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) | ASR 1265 x049 080707 Rembeslag af kobberlegering
Beslag eller remspænde af bronze med forgyldning. Omtrent kvadratisk plade (c. 2x2 cm) med tre nittehuller, hvoraf hovedet af en jernnitte er bevaret i det ene hul. Rester af stregornamentik og forgyldning. Fra den ene kant udgår en formodet torn, der rager en smule frem. |
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) | ASR 1265 x020 0807 Smykke eller dragttilbehør af kobberlegering
Fragment af fod fra fibula - antagelig ældre romsersk jernalder. Der kan enten være tale om et boplads- eller gravfund. |
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) | ASR 1265 x021 089599
Diverse små-blik med nittehuller m.m. |
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) | ASR 1265 x022 080701 Fibula af kobberlegering
Fragment af bøjlen fra en fibula, Almgren grp. 2. Største bredde 18 mm |
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) | ASR 1265 x023 1103 Vægtlod af bly/tin
Kvadratisk blylod (ca. 13x13x8 mm) med konkave sider. Vejet uden decimaler. |
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H8Nwox19+KCtDqlUeWXWMIc49+O1N3DcAOXGPmJrnLb4g+HZEAXV7GVsbhi4T1+tR3nxF8NWMLy3esW6qg+6j+Yx9wq5J/KkFzpmRkUoGyvUsR+leYfFrUo/wC0rCxmbMGwvNFE3IBP3yM8gAH/AOv0qPUP2hPC6RSwaTdnUtQkQiFfLZVzgYJDAHGTXlfjDS77VrK61WZmllUbl3OCzNzyeegNL1RzVpxtytnz14t1S60XxzctppMLQS5SWNjhyOOMdq+k/hR8Sp9Z02Bp5yZcYbceQa8I1jw/eR3cjzRhpCvmEkfP7kjHOeayrXXbzw7qAkhke3bOQ2cg+x9RSvyvVG1KcXHlTufe+k68ssOEdRxyScmtmG4WZl+YKeufrXyd4T+PTLAUmtXkdMb2icHPvyK7OL9pjRoFMMljcsy98qR/Or0NT6HWZmcMhyccgt1o+1MWKkAbck4zn868Jt/2nNIfO7T7nYSD1QEDjoCenNbul/tBaJfQyNDZ3rFRllVEJ6A9mqROUUtWesyXI25AwSORjk1HfXCQ27MzKoHOTnPTrXl6/tA+HmAH2bUBJj7jwYP6n6fnWdrvxSg8V28llZ+fYQFd8tw+M7fbngZ/PpVGcqkYq9xfGvjrcjzxOrWluxVEzy7c/N+XSvnjVPEVrdX00dzdKrBiWaSXe2SCfT1P5Uz4peMJ763FnaOwt1laCHa+DjqXOOudtYfg34ZvqhEsq7mY7snvV832YnJGg6t6s3Y0Lff4e1D7VpzvPbgn5l6H2P8AnvXuvw5+Idtq1lHh8OpwyjGQc964ZPhRJJo8yW26KVgMBSRn2Pv71xVjb3HhHVFa2Z5bkMRLGcKrDqO/U8/j9ays4nZCXJ7smfZuk6gsyBwxzjIG44rctZhtLkL67j0rw7wB8RbTU4YWFzGCwwVLANnHTHrXq+n6ol6sZVtwJ6Cq0Og6FZFGVBLBf4m4waKoy3UaxbjnaPmwvWioD1Okkk2oQ2Nx6bTSK7LkgEbj/COR+H+elWNwaQsRtIGcHtUDSBVIC4X8cZrQwZwnjjTIdQkuZJYIrpYrTevnRB/LKsTu546Hp3xivmmTw3bXWsfbEhRoJg0kmBxLJuAwmOgyfx4r2r9oDxhL4X8O6iYW2s8awltwUqMhuPXOVH418e3Hjy91CSRkm2L0VY2I2AHIA+la8ySXMjy3CcqknBnr9z4HguoJ2trtkmsw8ZaIiTLhcrnHQEkLn3qrfeEbXUdE+1xy/ZryFlS5VpANu7hs5/iDdscrj8fObDxpfw2JtLYvbHcHMyqd7Yzxu7dT+ftTLfVr+5tZ7VxMgnYyOxJbLjGCe+evtz7VHNDsWqdZdS5Dob/2ksKX/nRMzbnjGAenY+x/SvQZPAP2PwwlzLdxrHJuXfwTtBye+R0I/wD115Imp3lnCyiB0DHnIO49sgitWHxlqMmi30Mz+VFKUAjYuT3HHYAA9/ao/d22HONZ9Tpfhvb2/iTxl9pCFZJbaVTHHIAu9EOGYnoOmR34r6Q1/T4dP8M/aQUkuI4DhRjcwC5YcjsRnPPLH0r4vi1nUbXUNKttPM8caKwmZchcsfuDgcAAH/gRFet3PxI13VIvsZv2hZbfy38tV+dRjjdjI52nHT0z0FqrGmk+xz1aNSTTb0OZ8S+IgNVhkmKSJJJtZYmG1NrYz1zjOPyNeb+LNQWRpUjG1IzlMe4Gf5VqeLbiaa+ku5U8sSbed27cccnPPOTn8TXFTXzXRaE7WzyWx/Ws5z5tjuow5bM7r4T+Jk0m11ZpLO3ubhQHjkuj8qAlQeD1Pp71aivLS+uC4hjUyFmJjGBkngde3T6V53AstuzRq52thto710Gn6bqt5MphtZG5Jyo9fU1LldJFulLmbR2sn9kyTZEAlCrk9Qe/r2xipDqWnaX572j7VhjwF/vNkZx7c1Stvhr4hvsEQiJTwQrHnjvWnJ8GfEJjYRwRSbl2hd2MH1oUrdCPYSa3I7fxhbJMGnmJGFO0ksVzgnHb0/Kte+1eeSBXRt67flhAwGUgHJ9P8mse1+DevWLmWTShLEnKxifAPseOn0xWvNaRNp94upRNa3qM25FUlQcfLnPvxT5znqUXCzOHEr6tqiCVwxD5I/2u/wBOv619C/D3TI47SNdg9Pm6V8++E3a41w+YPmSQgjr/AJ9Pwr6g8GRRzWkQk24IHqKunpdnqJWpxSOyt7ERqoCA47BhmvBviBp1nHrEkoVleSVwsa8KjGUqhOOoyGP5V9DXN1Hp9k90y4SKMtgYJJAzgf5718r/ABI8UQyaotkkzSNZoWmIOVLAOHPuBx9e1aXV7s4K6btGJgeJY20vbJGWt8Tb96EDLjJzgc/n717J8JvH02rWEDXEjeYVGT68V892d5qXi6zt45YJLmSHcBxjfk8ZPTivb/hR4NvtNtoRKm0gDIPvXPf39DuoQlGFpn0Hp2p/aIQoPbkDqaKqaTZmOMLKPl7j/PWim9zoR6hIpmZAvPpVa9uPs9nM+7ciox2rjnAqyflU5LDHO3HX2qvcbLnMbEANwwxjIqzl9D4I+OPi/UPid8SBo2jSNLaltg3DBPA3FvQAgn6etaOgfCWKz8qPyQ+3hnxyx9f/AK1fRnh/9nrw94V1TU9Rs/Pu7y/dt0l24bykJyUTAGBn15roLfwHbWpQ7cAEnIrNe9K7KglTjY8o8PfCy2jVB5H/AI7muwtfhvatwbcD0O3+teg2+jpb7cLjHt1rSS0hUKWAY479K0Yanm0fw2snwj2YPuyjHIqC6+C+i6hGPN06FvfaFP5jnNesrCpXbkk44/ChFEatk/Kezc1FkPqeKyfAfRI0GzT443J4OCT1wOTXB/En4LzaLam6sFd4fuuuRlc8de4NfU2zbIQDtwfw61T1bTY9St5IZE3JIhRlBPQ0rK2gnd6M/Pfxp4L1rSdLi1K/tybe5Rik0sgLP1zhc9O+f51wWiWA1S+WCBcA/eYjnPpX2B8Sf2Z7vxVfCSPX7k2wXYlvMC3lqCeBz/TvWV4Z/Znj8PyAtK8zg53469Oaz7JIqjHl+M47wL8LYBCrvBnPJJxXrug/D+1tY1ZI1ZeuMV1eieBxYKAQQuB+ddRaaT5a7cbecDmtrroW/MwNN8KxZBEAU4xkY/OtZfD8cbJ8isOuCBmtyOzMbBgdvGO5704wlmPfAySo/KlcRlSaHbqw+QE9gOfx/OuG+JvwlttfsZbuwhT+0gnHYSL/AHT/ADB9QO1eoov7zBXcRkdDT5AkahSAWwODz6dRRpYlpPRn59Xug3XhvVZbxIGO04lg/jGD1/CvXvAHxE0xIRvvEjxw6yHaU9eD3rrfip4bTRvFtvPHZ289pfxncjZGHHLHH4g8e9fPniHVjp93cLlLdUU87FDvtJ447kAH61Ub2uzk9pKEuSx6z8UPjZZWGg3UenzGGaSPajqoLybsrwD0AAPPqR9a8E8O+H73xpqu4RsImb5mXOCueAPaoPDvhnUfHmtvdTlpVaQsWbryf519TfD/AOH0Gj28W2LJ25K8VLfM9Njqp0+V88t2QeA/hxb2MEaiBcrXq+l6BHbxoI1AYcnvVnTdLW3jAXhsdMZrbgiKRjzsZxztBo0NuYrQ2cSIo53e/wD9airzMFyIwTg5wQfXrRU81tx+huws0hPPK9FOKiZQzk/dz2P161LLskfgLvUYO3pz2pohDbGbacHGMVoc/qRmIyNtK557Yz9KkKp5ZDqCcHI6ClXarAjkjoCf8KGUnrjJwOvf0/z6UgIZFj4IBGfQUjRpH8gZRjt3/wDr1NNCvl8tk9hTN2PnQKGI9AeMf40hgzKcDjaeBSSRjruBPoOKcqrg7W+ZujEjimMhaTJf5SMbeaBhHG21u45wQenftQ8YDKN2DjOMHnj+VNUAyeWMY9c80slv5jcHLL0OTmhbCGLsLHqR0y3XP41BPbRszbV6H7vv+FWGVmYBjtH97gA/WnNHtbhsikykiutqgAOzA5z9f/14o+VVAV1Lj1HNSq+8kYOCKYyJGGBTvw3+NIshj+4TJuOOCvNOj24IC7W6/WmsojjU5wWHKjk/SlSPahKZD45xxQhEiqfLYb8Hnr7VGkbSb8ld+Sdqg/5z1pNzKY8D5+rbv5U1oWCMyjBJPGOKQaHjvxij1qyuJtR07SX1kvbC3CxsCIuWyxXBLcMOFx3zXyPqPhrxF4i8QhJdLu47h3bekkBXbnknpX6Ki3W5XDJnIz+Ht+dUpNGtZgX8pepwAM8U25Wt0MlTjzc/U+ffhX8PZNHtYxJashAHUV7fpuk+TEBtKAit2DTYY1by0IOMcCpGtdiqU4PRuf5U76Gu71K0UMayBtm6T7uVWplYMqnjjqOlIkO6Qg7sA8HoPrmpHQbtmzI4x0yemKncvyGurbcM+0nkbRRTtoX5WOF5/iopgkam3zOmffJ5pzRq3yljnP404RhWyQw3D6g496RZ49vPRuMMKuxhcFXy8hWLHHOP8KZGzQg7uhHGM5A/r9alj3dcc55460xlbaxJAJ6fT3p7BuRtIs6gBt4xjK//AFqljt/4Sc9gpGMcDiljhWPcVYgqfu9OabNM/mfKRtbpkE/nSASWFJIyoG5/TpxRHEd4AJAHfPWkkk3oAPl7gHvQsyqFWM7yBxxnuP8AGl1GK6LGV+RRnjIPX60uGSOQBd3H97pUQjd2bJCeuc885p8jsqkM204520AMkTz1IIYE9cGo2SRlK7iQvAA47U5p9qs789t2Rj69afFceYuNwwV4yQaRSK4QxqSrEg9vXn+VOwNn3mY5zjPFP27cgNkdTz0piwhsPLgcY46UIfmRNIrR7lYEg9hmn7maI714I7nFJOo3Hy2ZMZznqP8AP9aGn8qMHHmN0D4z35pAKYWwzHAA9elDO33TjIOcfy//AFU1JSFDsVbd+XHcmkUYVmb5xj1P+e9AhPLWQA7cnjb1z19KRUDOAp2lvb9KcuQdzLt+hzxSt+8OQTtxxu7UixHQFdh2sG471CMPlEJAHA4pNpFwSWwnQetP3eWwG1lGOGzgYoCxEzKsZjUFSKI1ZmIBJwCBgYpfMMi7Nhzn7wp6sspAPJx6UCGlfLX5iCT0P+NFMlkYEhRgjgbhge1FNaD1ZuFCykKSq457kH15qNSY8KxwRyfepI1HlnbyDwBmqkkBODtPPStDHcsKY3bk7lzg4waChZ0yzBc8e4qK3QbjgEPjORU3GOvuARmgQjDByBwec8H3p0jBVyAAM8+ppHc+WwB5K5HaoJJju4JwOcdqQyTryBjB9cc0nlmVhuVkJ75xTI285lbCr685qfdhvkcFSOcdvwoAZGowGJFIcS5+VQuOhpwUJlW5wOM0zeDlhwyj6k9qQwkXy8ADB6n0prPtYEglRwfSlWUTKPm7gelNbakjAEFyM4HcUvQenUc2DtHzDHYVGqhiWIbHue9N2FSpVMAchetA8zdweffufSj1H6CSMPOBJXPHFRyShcBUbGc57H2NAwmSUw33vcH0BpJpkYBSGxjlsUmMQXAZsHar5wADgdqVpG4BbD4wAen+f8aayHIc5VcZ+7zSLvyh3bl6Me9AhWV94+QY4U4bp70Q3HmySjymQD7rtjDcHpgk01o0lfczHDdccZHpTwVXhPl65wOT+VAxGVfLAJ/eLnFQrIThR8g68iplVfmOQW/PNV45GbgAK2ent/n+VIolkVFCtnp/ERn3ppJ+8pV8gd+lI28cqGI6bV9KGkwrDhAee+aBIa1z8wjkHLDKntxxjNFV2YqysGxt6YooHsdFEqxZAJBYdMUKvmZAbIBPA6Zpu5GyoJY+vQf55qPldoUAvx0H0rYwLeVbt3+XApjKJGDEj0J75/yKSOUlB6HoCOB05pscw2gfM3PUCkMXyfLz8231bp/nvTYrX92ctuJ68/1qQZwzD5ew3HgfjQxkjh3bgdp9OtTbQq+oi2+0YU84APoPr+lDAJJhsDHSo5Pny+OfQd6RlVdxHPYc8mj0AfuCNyvuM0xmLRDauO5bGD/n/GnLIFwfl4HboaR8bWBP+FGoiFGI3ZCoccNkD86FYLGGZeozlqf5m1mwVUe/8qjkUjZtc7MZI7/SpKVh0e4xj5snpnoP8mmbRwobcWGfb6U9jl9q8A8kmmsp42jnrTEQpEVLqehGQwbv34FK6/Z4w2cgn7uM9zQ24LlmBb+7UEkjeWBkKx+X5SaQ7aif8fD5KkgcDfxmkX5W2Nx22qaWOM26qr9Scnjmpoclcn+LkHHvSQ2yHcY8DO5AP4j/AJNIqmQHjGD64FPZd0bsxY8cgVHG4kkOFG/rgdqYttSTay/xbwvIJH60jfMxVY8DoDUMkcbABgyEHlsZxUisMBgB/wAC+vFBXUWRg0Zzgdvl4I7VXkkb7rcoBxn+tOj7nrx+dPbJbB4+X9KQ9Corsy9cjoMelFS8Fhkbgpx1JI/ziimLU+3x8A/AY6aFjjH/AB9z/wDxyj/hQfgPn/iRf+Tlx/8AHKKK1MRP+FA+A85/sLn/AK/Lj/45Tv8AhQngTGP7C9/+Puf/AOOUUUAKfgP4FZcHQ8j/AK+5/wD4uj/hQ3gXj/iRdBj/AI+5/wD4uiigBrfAPwI5JOhdRj/j8uP/AI5Sf8KB8Bf9AL/ycuP/AI5RRQAv/Cg/AfQ6FnnP/H3P/wDF0n/CgfAe3H9hcf8AX5cf/HKKKAA/AHwEeug5/wC3y4/+OUN8AfATZzoP/k5cf/HKKKQA3wB8BMuDoWR1/wCPy4/+OU3/AIZ88An/AJgJx6fbbjH/AKMoooGNH7PPw/XONAxnk/6bcf8AxykX9nf4fK2RoHPve3B/9qUUUASf8M/eAf8AoA/+Ttx/8cprfs9fD+ThtAz/ANvlx/8AHKKKAE/4Z5+H+0j+wOPa9uP/AI5TP+Gc/h3kH/hHQCDn/j8uP/jlFFFkF2O/4Z3+H2AP+Ef/APJ24/8AjlJ/wzr8Pf8AoAHHp9uuf/jlFFFkF2Kv7O/w+VQB4fwB/wBPtx/8cob9nf4fMcnQM8Y/4/bj/wCOUUUwuxD+zt8PS2f+Ee59ReXA/wDalFFFAj//2Q==) | ASR 1265 x024 0809 Rideudstyr eller tilbehør af kobberlegering
Lidt fragmenteret beslag til bidsel. Største længde 7,0 cm |
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5j+aVXqOijsKiMsU2AI1SNG3A+vOP8AOaqHzZ0Pu27aDkmnrGm1lZA2V+bnvQ7k6ddy08rKzndhmwB/9YUjTKqosm2LOeWbnpVZZovLJEb78AFs9sdBUC2b3E7yFSNnC5JOff8ACndCaZea8il3LE2W6EJ7e5opLe2KrHJJPnBOQvofSijfd2Hqh5gaGYGSTarKMKOePfHf/CmFWuHciJs4xgjjH0pDuhYPgqdxLf1qWFjcl5ETaV+U7hk8Dkc570tLGd3ewyRYraBEkKoQ3Lbuhpsuzy42VnkZjgKo5WrLWYgjjaV9oLEbmAIB4qJo18w7SzFv4sZx/SnZhoiWSWCOM4zJIOc/w/kO9QyXnmMH2yLDnaEUY/WqjWsv2ohZMW2cliBuJ9uKkuGighfh3PWNSerHtUSbZasnY4PXtSF/qFwBuQQZUhvXvXzN8dJ4ZvEcAG9ZmUfe+6AMcj8zX0TqUgd7uQrtzuOO3pXzB8Wpn1j4hzxBzItlBHDjGNrEbyPflv8AOK1hscq1m2c7FM0UKfdZ2G8j0H+f51MtwGRd8fzdA3X2I/lVu103ekUTkDAOGYZzxkD8wPxq/wDYdqbNvKqCfYdfxP8AjWvKilLuP8M+JL3w7cEW03mW0hBlt84DY9PT617VoHjSz1i2EsbYfGDG5Hyn05rxFrNZI945K8EY9+o4qXTby402YXEb+SVI+/6e/rWfLY1jNPc+irHWh8rSsqqp445NbkOqEKhRfMOc7W6n3rxfSfG0d75atJHDKvBEnf3ruNN1mVmGJQxAznH8qtpWNPNHfwzsybhMqNnAH8/oK07eRYSZGZSzNkbeQK4SHWJCrFYXZiP4Tx+NbNjqEzRqCqqegOcHHriixPWx04uAWUIzFyd3TH1qVmBTEpc89VXJI+p6VhpeGN0AfYemT6ewq/BdbWLF2kU+4DGot3D0NaG4VY9yBUVhjc3JxznrVqOTc251Eu0btpGQPesu3vAy7t6R88Dbk1ZN+ZlXI3n1xmpeg1qi3CzCbesgZv7uCQo7miORY5sO42n5gdvB+gqszdSzM4H8KjH4daYVPlgJlVHTsT7ZqddkXZGikx8rf5W7Bwu7A/SmRM7c7WKNkMc4BHtUCzSQoAwLY5AxyRU/mJJGF2+VGCTgE5NOyJuB3sGBCw7T90tndz7dBRUWQGZ48Lkc56/n2ooV+wNX6mlJC8c0biXauCDtXJ685981J5Mm6Qq/kwuS4YAHt/jVdJG3bdnlKPuqepGcn9anl8+4YpldgGWHXHsarQy1IjlhyVXccjuevWptpjKsz74z8hxzk9/yqCOORSzbdwAypIxirCssbEKysuMgH+EHrQgeg1mJhyF+XcVHA+Ye341RusMyLGod1GSx6dOg/Cr02IbXaPkTJAMhGf8A6wrIe6MV6NjKyqpQn+FM/wAzUbaMrfVHlfirUBpOlapeSJ8lujSFe3B6fpivlfTV1LVdWvNYuD/pF7NJMysvdiT07da+kfilcQ2vg/W2uJvLDRlRtIyzFsKo+pI/M14HaKY2WR5t4OFAKj15I/x961p7XOJu2wvmeTDIz/J5biMO3cjkfrkfSrv2rZZveTAeTCgBZCMgMcd+5OB/+qq91AUyqFpF4ZTjOSP8mkW3MixiQtIEYSbH+6GA4IHQ4BPXpzjrXRfoZ83cs2cgZfLlg8ttoyCSMcZIHuRjr+VV2ZcKVk82NuOV6Hjk4qZ7N7m2nX7QzMw3O2SQAi8nnsOnvU1jDJApjWJpI8qSRjp1x+dPlTGpMoxsJN8XyoVBJx6AdPwxVm18R6jppBtLhjGcDbn9K0IVF1OqPCNoxjzFDdf6UkmjwShntl8qYKdu0kA8dMepNS4LdM0jVsbOm/Eq8iuI4rhMjHPktyfbnvXbaf8AECxuCoe5uIGbnDR/nyK8qOlsspRd6vvG4tjdjGcfjmns1zBCPKLCQNwcDlT7fhU8hp7fue56f4itbnJhu43bphmGfTua3LfXAsm9mQDPGTmvnq1t7iUgsuGz0K4I55/LIrfsdan8LeINPimlM1jfO0A+8cMAMH65Pb1qXF7msaik7HukepGb51fJc4G4YwPpWpFd7Mb5i/uhwK83XWnkJlETCLIAAHPWtePVPM8tIy7ueynGKy1ub2Vjuo75WRvm+c/j+NWVv1WFfLcCRRjOetcnbak6wtnO7oOc1Ygn2s7St+8QcDI69vrQxLY6KS7aaTcMluu5l6fmalhjj8wHfJcSEZReorGjvnI3ZJLc8L1FaFnqb3KbVVljU8iMcn2yKLCLzSylV8yNcA8oG5oqvHGV3naMMdw3HvRU8r6spzS2RsySxwMSww7EqAP4R6//AF6f500dwY1chDgYiXuT0+uO9RlBdSSyNIUWQbQec5qdbb7OjqhdET5uvzZIqVfoQ7dRZjLtk8xiuVzhTyOetV40iCkfOvAz8pwce1WUGWH7wsRwBjAzjH6CmrdHezc/KMA4znJ5/UVe+pOyKV/tk2x7CUV/MDduD+vNUbjE0jgxIyY3KX/iP0q9IHlkYu5JfOOMCsy/uFs1UiJ5Hb5cg9Pf+tZt2uXutD5w/aB1aSOGHTI0RpDd+bM2BhFU8fQkkflXA2yySQb/ACxhgduOigDn8epxX0l8Rvhrp/iyE3VtFJBqp5DMv7txjo3+PtXz5r/gu+8N37wTpJbk/wADHIbJH3T6ZHb0rSFRfCzlqU2ldFDY2dke5jkDGecH+VN+ySW7jMTOGAGT+g/L+dIuoTR3A8yHyVyO+QcD+VaS6hbXDSwRzK7KASwOR2zx7dPwrqVnqcT5ovUhghaGFgwKM+Bt7bc5P0rXjWTMalVwqhflHLdfX2IH4UtlZqrFmVXO4AADjp/hW1Fp/nNv/jY/xHgDtx+FacpHMZcOnnzGVVIyv+sXk9Mcn2A/Kpbe12yPEyEYjySD3wQBj6VsRWoSQOmGgZAQpPPIz0/SmpCF8wyONr/M7DqF44zSemw+ZP1MyO1E+N3yuHBZwOSuBjHr/hSSWsc8qMeCmUYjrhXwPwzz+JrQssz2sUyrJGpcth1wcA9AO+Kkmws3mKMxqPmY9+nQ+mBSLv2Kf2V5LyR4owxJKiJW5LkDGPx/T6VD4ksoWsbGdT5ctm4uOedzAgkqfzGOhq1DGu4qZA+DnccZB9KtQyBrWVWWO4hK+Xtfkhe59vWnYfNytPsWIdaVdqgJKv8ADnv7ir8esNCrMCUDdFxivOdPvDsWFmw9vIU3cZO3jt6jH51vW8/mf8tFPYkmuLVOx7lk0m9jvbW+F1GN7uF+8dr4P4VsWNy24qHyvrIctXF6XeRRjkenUZroLa+JUkr8pPRjxTt1IudhFN5kcadTnIy23P51pQ3AijJG1R9a5KO8+0MimMO2OCOBV+zupI/9dIqBj8q9sVRGx1dveJJHwGjHRQf4vworISaFZY3eVXcLgbW+bt2/CiixN7HfwtDBaqoy77id2MAcckevaopLrzMqB8rEHcpyOmB+eaZIzyMqLIsnI+UpwPWoo/MkZlLbDnjaOmPzrG4WLfmoYwGkXKn5vXk5xmq0lykmApZWXrtHT2psSx21x/qiZN+7rn9asyTcuw2x7mGWXggeufxp3YrFOXNzMuxS4j5Yt2PofpVPULUySFoeBu2qoUDII6k9hWpDbtGeN0O5gSzAHqepqvdw+fIcTN84y30BxilKNwUrGPcN9ltRvch2OCnbk4zWPqmm22pWrQ3VrDNbnP7uRBz6N7d66KSPbNu2As3Y/wAIA6c9ear7d8igL99c7WyAAOx/z6Vk4q5etjxnxJ8G4ribdpEwilbhbWf5hn0U9RXlXiXwZf6FIU1GwltGyf3gT5WX03Divq2RJGUv8onIK/L2B6ge/Aqpqmnx3bPFPtnibkxleCMY/wAilGbi7IUqasfIwur+zs3htr6YOwwils/l6f8A1q3JPG9za3MxMCG2ABRB2AXAB/I16r4m+EukatcN9iQ6fIeGa3b5Q3ptP9MV5p4p+GOt6CXMkKX1spx9oi7c/wD6q6o4ho5ZYdEcPxKDb5GtEAOCyhiF4H9SB+XvUlv40muoX8u0jVTIs0hkPB2oVC5zwCSSfcCuLkmlt5PKuAYyPuq6Dj/9dNulEkUTujuGIyoGOB2xW/1iRh9Xitj0h/HIktZPLtbbzcsqsGJCAqffk5PHvioY/FVzJayia3WVpNrbBxk56Annnn8xXEytLhY4fLiiBGSqqDkHI5x7Uf2nOsvnGdS0MfyROvPPc+vXrV+25tSHQ00O1i1W7WZGeKPfINwbbwVBHPufWt60YXj3cUsIg848SIwBUsoHQdRgHj/9dea2/im9keOaVE2hRtTOBtGOenqc/hVyb4jR2VvKzQ75Cc8fdBxgDj6DmqVRb3M5U3tYzdOuvO1LUmBZYzdMfmOeRwa6GxlC4I+bvkmuF8J3TzQ3BDjLPuY+7d/512OnL8y758lT1CmvP5rts+jjFqCR11ndfu+GCuw4wQTW/p91JJ8uGxgAnHeuZ02OJGJLnJ4BXrXR6fKkLbPvkj+Kt1tqZSXY6G0QBVCr5kg/iJwcVtW6GaMMdgGe5z+FYFjJOxz8pQ/wq2B/9etyzjItWfG4hxxgYx+NX02MbeZs2cKqdwEYZj/CME8daKqxdCF+Qk4bJxx9aKNCPmekbkfhcrGnA9CQOtEcnkqFtot7DI+Y8HjrTbRHgs4o7oeZcNwzKuxRk56ZNT27CN3Rt2FHHpXLoUTNuMZaSUHKjiNcfUVBMr27PyVYc/Men/1+asLPJt2rF+6zleOxqCSORpiGYEr83zZwvpgVWglcTy3YMGJIbJJY/rz/ADqM+THuUbnZ2HOOFUdRVmZo2bEbebO4ADsflxnt+Jqo5eP7yohHHzN+fNS9NUh77lWFYftKxoTznDe+MmopY0MhHMWT/CDkc81Zjt5I7qLdGq7WZwvYYz1z1/TmpWjEcMkk7sx/uKMdf8j8qnV6FaLZGGygXkw8qQMGAV3JG3knd+lRzWTbxubzAr/NtHHStLULFpbWIOcPKQCOQQn8XPrinz2wjUKqffJwuck8fex+FQ4vZlJ63ObFqsa7I48ZfO8jHHP9aoLYyTTSMF2oPl247/54rq3szGoQsIwR8/r165/z1qK4sYlRozu5OSzcZ4PNQ4uI4vmPJPE3w3sdcuGYwrbuq7hJF0z7joTXm+vfCbVbFRdQOt3DywAbkDp0J6/SvpF4Fj8xlBY4yvHr0xx1qpc2O5YxGF2BsOSPfn+nSlG6TsxySvsfJGo6Xc6TM9tcWMsKt0DgrjP+f1qvG1u0jqzJuUZ3AZOMdP5V9R6no8dwwjliWQs23yyA2T26+tcve/CvQruZme0SKTOGaIlMfkatVddSHRutGfPE11G14E4MeAQyjoQMf0qrq1qLi1uike1WYsM8/r69a9uuvgjp7YMbXFvIOSvmA4xx3FU/+FLWJYAahcD5ip3bTz27Yp+2jtYPYSWp5V8OdKnvre/2R7kjMYLe5DcfpXaW2kyQsdqSALwQVODXpHhTwBbeGtKa1gjbaZPNeR+rMf8A62K1JPDMckmQzEZyWxwfaiO1zq5+X3ThdL06fyyTGAqnhhXQW8L7/mj445xXSp4fO0KAu1hkYHGKsroMVv8AvNq5Uc7iSR78V0RbsYu1zNthth37dqr1zWrp8iyZZpH39lYYBqxDp6PtkdPMGPTIFaMdmn3lcCX+9tzir5lYxad9EQqrF1zGCWxyegoqwrGRj8jMF4DMMA0VHOU4HpElxFMxEjlflAVY+CMGq80gkzJggqduGyM+1Sxqss0r8em/1z/n0pZFMa79wZQQQvpzjH1rPXoCsNuNSkaHyCmdvO4Ht1/Om7p2lOI3Ib7wHU8HAFRMwnZCFb5Ruc7gB796n3Sw2kUqyOhlyRt69eh/z60ve6h7tipNaXCsGaOOELz87FiP84qWO+hjk/fx5bOxPlJBJ6c1YbHyq4DYGDhgeTzzUUipcOkZ5Rfm2KeTx6/hSafQaknuPZvOuPmkUZQA+wz90VWmkivFYCTAOAGP40+6jKLMBIpYn5V242jHA/WkW0F0pVoFRQMKcA4bHYCr1SM3YXyY0bc5ZpMYPuOvrSzMYoYzguzDqvGT6U1WVYwGClwSdxzkj1xTZZtssKyMBJ2Uim7MSuU4vlkMkqlo1f6nGKdeSSyRuyxYEbN8z8Z/D61cVBJs2cfNxx3FJPCf3xdxJuIbp0x6c1L2LiZEatLcBDKp2/3VP3jz+PapP7OjjxtXfJkyHd93OM9KsSRxBtxlVWZidpYDGeP6VYWFFtwx+Y5J3L6dKSTe4N22MCS3eS7VjGIlD/fKge2fyNVvsSrKyxoPMYbmJHDe9b7soz5aYHOGbn2pVs3lJaOPDMPvY647VPLcpSscuunjcVR9/O48YJ9efxqM6Sd3LABmzuHUYFdM+lmPBWVTJtyWAGM+ntUccMrZNyyoqnBCjAb06/SlyW1aH7Tmdkzmv7Lh8wjKnOW2rx0Geant7JZAUZScjjPGPWun/s9ZI3XO09MYAwD36elQ2trFC0mMf3tuOh9/XpSjFp6FOd1qc1Nboow8mEB5YDAGKsW1qrsWzvDDKqBkf56VqiIMxkXMjDjaT8pOcflU0MTSQrEoVDgltvOPbJrVWJd9jHgs3Vtx6MeBQtqUMmT8ykkGPpjj+tbShVkCIcqvduSf6VV8uW4lZSzMG9B0p9BLcyfmvLgRRxliv3j3oq+8bpu+XrkFV4PfAopahodX5anKEvlgSq5H1pbizhOFwzLkfebGR0yfypzRssysHz93IUZ75xk/SoJGYSSuSx2jaNw6fp71WxmRQ+RazSIoRy/TcfvY+tTxBJOCuEjwBnoW5qFmZlVRGyDbuJCnB/H/AD1qR0k2geYc5AVU57c1OhQksythi+3OCAnOfY/hQpEjoEDSM+QI8dMetMt4XkZWClFH3dx6nODVuW4K7chsAZHYZ4poTHND5IUsjOzHJ2gDOKJmKwzKshT+8y46/wCeKjudQWORIoS8shG8MvQdepqBcSQEYLSFt3I5/wA5oTWyBoGjChNrNkjsCTUXlkMHMbGQ85YAHPPvxVwRiNY2CsZdwBB6HP8ATmq0WWaX+OTd8zYznPQCnsStQkuGjkQ5HPP0FSQ2z3EeVdVXGSzL1z7etSw2bqqsYxMcnLsvt/QZpq3C7pGW33IDhV3Y9un+etSr9S/8JRuoxbMZlj8xVABZh82R3qeF4rgb26bOd3BJxz3ppt1uAwPyoeOmCf8AP9Ke2mxJAV3c54447d/89KNdQuna4rXC+WsaIqxBASx6k4qsZ3CkGRY0jHIzyQRTjp7R5JZlXjtzSMsXkltsh9WbP50X+QbMpxLJ9oZ5d2xTjAYYbjrVzcjbQId7AhhxnHanWslvM7RgibaCpwM9OO1OkgkkZcBlUjPoOo5FG2g99RUV13F9kW7g568jgfzqt/Z8SrJKo8xycHcScce9WI7V3jw90pIbOVA6dulMaMIocbURTwVHJpiSvsVp1MFurvOvm9o9oxjHSpY2+0RRbXQSsuDGg4GPfHIo8qNhEMY3HpIM4qeC1jtAGMqqh7gdPoKSu+gSshsVjCZjuKlTkBSMjGeOP/rVBc29tpjvJvO7bgfLkk/SrIjXLeXcMGY4HlqMD6etVzZmVGzLv5zlsADvgYp/LUfzKNnfWMkuFJD5I2c7s/0oq6Lcw3GwxsidTtzz7dKKSvYUkm9CYW006u7EYAAChm49e/apVChSjEOXKldrjG0c/nUkcSltzuFDEfe+Y8H9BVaGCC1unCiF5CegTBAP0pi2JHlSC1cuN7EAiP7x5PGT0pkSjcPMkwm0FtvJ+matspkhkcR751BCr0Vu2O/SlKiRMYypUE4GccCo5db3L5tLJEQ/dxuRkDHyqDkAZ65pITLKp2ShD0O4Dv7e1G9/M82ONSCMFZG7evFRTK/QDa0mSRg4GKrmJUehbhhBhB3EknAkbjGM8CmxsGAEcYZSfvbsc4z2/Go49/2dRgSMoBDAnPT/APVStCyIqou1wc4yScU3LsSou9h8PmzREzEvtOMDHtzUa+QrMETceO+SO2PrThMY2iBkHlbhu2jB+nvTjamLb9nxtY5YntjPYVPxFfCT2sh8zyyBFEpJZ+cH2qrLMu4pEFiSUDDNnJGefoOKimhafc7NsXLHc3QgdqsJZ+TCWVzcS7fTgf4U29ASvoNMarPGsYXbnJYsRnp71NOoXhz05PJA/nUfmBdkfV+jEjAJ9uPUVLNFZLBFnc0m0li3T/IzS6FddQubyNYVBwyBuvXtVJoTdAbUZXUfxMRgZqa3W2ZVaNNpUnOeBn8frTUtWmyN4TZ/EOp9uvvS1b1Hp0JILNoc/KqEkhSP54+p/WpJIQ0YeQrLhSp49v8A69C5GW27FAAAOeuRxQY2jZixJwSFB9OxxV9DN7kcO1UzFEAgGBu4wMfyqOGF/MMfmBTn5uM4/H61Np8Z2ysyjr+VSeWdwQyZVgDwcHJPSnYV2V2VVi3Fi7vlecgAdqVVnihCrH83cs31qU2ccFx5eNx9B2xS7xJJvdyEHKgD+eKWqGVFsTcXW47s7cfLwBT5po4GxHGVwc5GBk+35VZlkMayAZctzyMACqVxaJqNwiFZgcbclyFb2wOn40rDuJJ5l3lQ3K8kkjg9e/WilWGe3kk2/JgbFBUYHbr9M/nRRp1uPVbWPY/+GTfFjsS+p6MAcZAmmPf3j/pU4/ZS8Tx58q/0eMnq3ny5P/kKiir5UZ3Yjfss+MTn/iZ6MTnjM8uAPp5VC/sq+LFyTqGjMf7v2iYD/wBFUUUcq3C4v/DLPi7BP9oaIrHjiabHv/yypJP2U/FckaqdS0cnnLCaUH2x+6ooo5UF2S/8Ms+KtoH2/RiQMf66UD/0VVb/AIZU8YtIzPqmjFN2QizzAY9P9VRRTt0Dd3HL+yn4r+0b2vtFA4AImmJwP+2VXH/Zf8Tt0vdHznHNxNjH08rrRRQlZWEQ3P7LPiuSExx3+ij5Su9pZSR9P3VMX9lnxdHHtXU9Hcty2+ebr/36ooosO9iKP9lTxgsgZ9R0Rv8AtvN7848qpz+yv4raLa+o6O575mlwfr+6oopcqHzPcRv2WfFjLt+3aKpw3zLPNnPGP+WXtTG/ZX8XyNhtR0TaOARNNuP1PlUUUcqDmY9v2WfFxdD9v0RlHG1ppumMf88qWb9l3xg5YrqejAHjb50uP/RVFFMQv/DLXixVGy/0UHufPm59f+WVEf7Lni4SFn1LRm+YEfvpeP8AyFRRTAcv7Lfipny2oaRjGOJ5c4z0/wBVUR/ZX8WCOILqGjfIMY8+YD/0VRRSsh8ztYWP9lbxWjof7T0fj/prKSPp+7ok/ZZ8XvMHXUtFUKcgebKecDJ/1X1ooqXFPQak07lc/sp+MvPLf2norIWzh7iY9/eKiiijkRXtJH//2Q==) | ASR 1265 x013 0906 Brudsølv, barre eller råmateriale af sølv
Sølvafklip af trukket og vredet sølvstang. Ca. 12 mm lang og 6 mm i diameter. Vægt målt uden decimaler, dvs. ca.-vægt. |
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) | ASR 1265 x014 080701 Fibula af kobberlegering
8-takket spænde med plads til emalje i en lille central fordybning, hvor emaljen dog mangler. Største bevarede diameter 19 mm, men alle spidser er bort-koroderede, så smykket har opr. været en anelse større. På bagsiden spor efter nålefæste- og skede. |
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) | ASR 1265 x015 0807 Smykke eller dragttilbehør af kobberlegering
Fragment af fibel? Meget korroderet overflade, dog ses enkelte rester af cirkelindslag. Største længde 25 mm og bredde 15 mm. På bagsiden evt. rester af fæsteanordning af jern? |
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Lille klinkprop af bly. Ingen keramik-rester. Største diameter ca. 17 mm. |
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) | ASR 1265 x019 0813 Sværd- eller knivgarniture af kobberlegering
Omtrent trekantet beslag, afbrudt i den ene side. I to hjørner huller til påsyning/nitning. Største længde 39 mm. Støbt eller indpunslet konturlinie langs kanterne, samt en dråbeformet figur på den brede del af stykket.
Beslag fra hjalte til svardgreb? |
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) | ASR 1265 x167 1005 Råmateriale/barre af guld
Dråbeformet klat af guld. |
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) | ASR 1265 x163 0807 Smykke eller dragttilbehør af kobberlegering
Fragtment, af mulig perlespreder ? se evt. SJM 154x075 |
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) | ASR 1265 x162 0808 Nøgle eller skrinlås af kobberlegering
Lille komplet skrinnøgle.
Mål 29mm x 16mm |
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/8AWr9PZDX5ff8ABXJnHijwHhm2ta3QK9vvpSfQZ+djfM1FI3BJPFFMk/ps3UhNFJQMWk+tFFACV+bfxw8SaZefFzx1LHCJrf7Wx85tmd6qE3oxOQOCPT7voK/SRvavys+KlvPpF94h0TXLqGy1fT3uZHnRfPa5kyQFU4BVd2TuODjtk4Oc+gzlLGQal514lx+9IUCMIAFB6Kfx5P41q+ONRttR1SLybGS1Mqq4EjA5YNyMjHU8ZPpk9a830/xALOOeF1kukm/eW0y+YAUJOTkgYAGRn8sGp9J8ZWupfa7i9u0a5l2q8c37tVwoHX8MgD+90PbC2lh26mnJ4sbTLV2kPlmCXK85jlfdtwD0xjH61xCW0HiDUr2WdpC8BEpuo3JdFAY4RB15IbHfJq14wunXSpra1uQLeN8s4G4hDnGc+mR78g1S0bUxJcQ3VnGWgmlLi6lcL5QK7Spyf7y4H09azlHW63NYvTU1fCdvqtj4ZfU7CVLxJrwTNC+CN+1DhlA564PsK9Ss/H9ivhmf+04zb6g85TZbATqNrcEKOQMYPr8w615vo+q/2L4hu9GgjT+z74o42Mqnf8wyMcZ4UHjPr3rYi0UafcXNxZyqpnDCcXT7drBQCMd8YHT9a5qsbt83U1jLTQ7XxRockNra3EEXl3gZGJiQFipVgck5+UB85GCNqnGK5a5urlbSC3kA+0Nkurv8oCqWyWHU8e3UCtjwH44uvE0MuiXsbLqscDLC6Ya3wAFLFmw2ST90e/TAIzLySfQbi8TU7Z7iNwUEjOXCqAehGDjnkDrg+1YRg6c+Vlykpq6OU1ZNV0+1igmuoYre5VXit1xuCrnO4dRhQT6n1zmvafhXrA8XWtxby3TT6dbumy6xs2xkDC7egO4qce5zXiN1Da+KtKv9UWCGSQtFFawxITLGvzszPjoxwCM/3TxzXpXwzkv77VtX1J4mgtnCNFp0bAlcxoy54AGFKk9vlx2rsb77mFtDu/F+tWulS32orEGuSiy7JVwWQ4xgBc8jg/y4rzm/gl8TaJHqFpdLIJUlSW1fkRZGAehzjA59iBXU694jsr+G0vJ70xS3FvNAGYFo5UVnGxu24benGSRjqRXmltqln4f8RQQ39kbWFYllysnnRsSyspCcEYHIPXnvmp5b7LUlM7T4atoun65psM0Nnaay0IEb2bAx3iMCTuPQYJ6HJIx1PFfYH7O+g29x4zttRVlRUtZnSFDkB9wQg+pAJ/SviDwfoTalqWp67ocROoWtxGIInbI/iKlhkA5KMPTntxX1h+zX4z1GP4kaRot5pUtusn2hIpoVPk4COWyDyhymeepP0J2glzRvuKV9bH2UTTGpaa1d5kRtX5ef8FdHI8VeAgGwPs10cf8AA0r9Q3r8vP8AgrgV/wCEq8C7hu/0S646fxpSfQZ+d+A0m0nGTiiljjMtwFQ4Oc8+3NFMk/pppKKQ0DF96M02igAr8of2wL7SV/aE13w3bXc5M9/i7jhkZS3mIJGRj3G5h+Hrjj9Xq/Ob9t/9mXxB4d8aaz8VNFX+0dFncXV3BEuZrVwo3O3HK5X14/nlUjzW8ios+VNS1RbmWSx0u0bTZliaI2wGAWxuzkDjp078A561hrqkOi69I11bTQ2d5ALqKXb8wkDFC23PQlD17jtU8fjqDUtQtjIHsVjGVkjJJLbTuOMEc8DJ7j8ubl0OXxDdPcyzx2FnbsY7m6mdSyjG4YHrjjvyTWWxdjo5dZXS2Vrq7he3ZlEm1OFBOeeODjJx6HrXPXS+Tb/Z9OmUpLNIyywS7k2Eg8KT27gj3+mNdWTXVwQJJNUtFkKwuQShUE9cY6gH3xWjpehjznhjYxxoN8sagsu08rk4OCORk+lGm4bGu2sxeG4Imim/07y2QwrGcfezzk8DaR0zinahr+rarIk8WnTkSQ7HjhUhSoPB35JzzjoOMVVufDN6s8U8ZZzCA0QIDYB5xzjP+elMt/GBt5JvtsV3Yy/dMcQzGwweRkHGfy5/GsZSa+HUuNmaOoa7pl9pe6PU7v7fDhf7OSX5CR2LbQAOvU8k1t6n44ury2ttHms5tDUgx/a5t5jj4wEPHQDjdjqc157ql1peoW8q2cM9xdbtwkjjCndjAD44/EVqzeOfE99ZyWGoxW10C+ZFWMedgk8DGOOfSldvZDsl1PSPhXfay959msYJPMkmeVp5Ii2FKspbB+8djcdMZ717TbP9nXUoEeO08hFMzMctgoFBHuFAHXAPbFeVfDfW7vwz4VkaeaztRBCZ4LCLKyIjYVmcnJ5wD/LFa3hL40W7akV1Oxhmt5Jlha6QgFkZlBIXvg4b8TWTi9WhOV2Q+KdPufEnhuCe38tQDth8wMzgK5LNGxYspOCp91NcJcHWbq5006wjWENqscUl1FbByYQRgkqAScYHTHA6V6/4s8UafbW8cCTCVCHUSNBwCpwsbkcAt6HB6V5Dq2vzaN4ivba7+0xlA8cKvG+2AKwZGGR0PIwOmRzVQv1D0Ox8K6pa6b4zVdFiupsXDSzxSuw2xIvzhjgYABzzx8/HavuT9ludvFnjG81EWrW9rp9t5ilZvNRpZQAMNgZ+Xf8ApX59+G/EC/8ACceFdRtwJmljjicTNktuxGSwB54Zc9uMYr9Qv2Y/hXd/Dvwrd3d/cGW41Zo5o4Gj2eREqAKpHYnk47DaOua6KavNeREtj2Wm0402uwyIpOlfl1/wV2cjxN4DHb7NdHH/AANK/USTpX5ef8FdGH/CS+AwTj/RrrjHP3kpPoM/PFW2uwUZZhgH60U9ZY0RvkYS5GyRWwB9RjmimSf0zUUtJQMbRTsUmKAEqO5t4ry3lgniSaCVSjxyKGVlIwQQeoIqU9aSgD85P2qP2CdXsdTk8Q/D+xW90WPMh0+35ubXnOFXGXQdsZbHY4yfgzV/COoeG74R6zpl1bQM5U5BXcQexPev6D65H4hfCTwn8UtCudK8SaJa6hbzD/WNGBLG3Z0ccqw9Qaz9mt0XzdD8I/D+h30zBoI5tituEcROBjuT7Zr0Sz0NtF028E4kSe2ZTNbvDg7iAUPPqQOo5yK+n/iF+wb458G6tqzeG4m8Q+G4/ns2hkQXG3G7a8XBYg/L8uSQO3SvnnxN4Z1Pw1b3bajpdxBNaw7Xh8oo8UhBIdg3IHzDJA4A4rCTs7PQdnLUznupWkiu3i84MDEEjkZl4OSen3u3ORjHPWpk0fStUvILZvKbfhFe4YJkn7u0nGT+HesXT9cNja3Nxa31jc2wj2TLCuBExHQMTycZ9O3FWfCVrp+peA7m+tryG4vkDmeC4Vm8gbgAVA4AwTk9eeKykkUrks3hnw1p900bTCKdGw/8AQ85yeAeAT1HStbRbfR4b50torG/nkXcggcSPlTjJyR9SM++DXL+H/Ax1yZTHclHJaSeFkAZsDPAzkqNw/IjtXMX1rqGl6lfapZymyhjnYgbSPvEkYH05/GlbW1wPRdbbT9SvhHrdr9ksGwhvrePy5Y8YyGyOVJPIA6DPajwfpGhaj4LukSCR7iC5kDJ5Hnow/d4YMB977/Ttj2rnU8QS/EDUYYN0mpQshUJsWNEfav3sAkryR65I5r0jwjot7p+nwaXYlvOeVj9n0+12tMzE/KBg5PpgDpWU5KGi3NVG+5hto+lCxvLSOOaRrmLLRtCwVHyPnRSc924znKrX0B8Fv2LvFfxEeG91LU77RfDTRqv2rVLZXubqMYIEccgyoIx8xwPTOTX0d+zD+y7beBtHttc8UwzXuuyBXgtr7afsq5LLuUcF+e+ccdxx9LBcV106TavMxlLpE8c8F/slfC/wQbaa28MwX19AysLy+JkZmHQleE4POAuM817CadtpMV17bGRHTWp+OaTbQBA/SvzA/4K5N/xUngRGAKG1uiT/EDvTmv1CkXivzC/4K6Qlte8BuB92C6yc/7UdJ9Bn50yQkZYfMoGcj09aKRnAJGcg9e1FMk/pqxSU6g0DGUUu0DOB160YoATFGKXFLtoAbS0badigBNvFeQ/H79nvTPjJoszxRwWniFECxXb8LKAchJCATj3wSK9goqZRUlZjTa1R+PXxc/Yn8dfDk3GqXXhxms1KTNeaWRc2qYOfnUAFR6kqBXnXhXwv4jm1xGtrK8nu7ydLRYbGHcbh8HGI9vPPTA6nt1r9y9oqra6baWckr29rDA8p3SNHGFLn1OBzWEqF9E9CnNs/Onw/wDsB+PPGmm2v9ptZ+DcA5eSUSzIrZPypGSAee7LjmtL/h1jftpEmnv49gEO87cWLksuP4vn655/rX6GFaTbThh6cNvzFzM+Hvhz/wAE14PCN0U1Lxo93Y5G77HZ+VK64+7lnYDnvg9Bx6fUvgH4OeEfhmGfQNHitbqRFjlvHy80gHqx6Z7hcD2ruWFN21pGnCL5ktROTejZFigrUm2jbWgiLFG2pdtJtoAi20wrUxFNK0AQMvFfmH/wV3jZdd8ByL2t7odf9qOv1AZa/MT/AIK7K417wFtcov2e6zzx96Oh9Bn5vsm/LKOO/tRUkkxHC4wPbrRQQf0zUUZz0ooKA0hNLRQAgpaKWgBKXFKBRQALRS0UAFFFFABTcU6igBhphqXFNIoAZtpCKftpCKAG7aTFPooAixSNUh4ppGaAImHBr8xf+CvAj/tjwErFvMa3uivOB96P9a/Txu4r8wP+CwGF1jwAedxguh14xuj7UPoB+bzKqtzkfWikZt7c9f50UCP6aqBSUUxi0q0lOFABR2paKQBSUtN70wHUUmeaMigBaKKKQBRRS5oASk20tNPWgBKMUUZoAKTbRuo3UAJTTk0/tTaAIpfu59K/MD/gsAu7Xfh/8wC/Zrvjv96PFfqE/evy3/4LCfL4g+HyZ/5dbv8A9DjpPoM/N+TOeaKZI1FMk/a7/h5t8MvsyTDT9YG7cTGY4wygdCfn4z2HXiqEn/BUr4awwrKdD14xnd83lxdQRwPn5zX5CLqMszb2lLBecMere9Our+WWXAJZY+ij1q7E3Z+trf8ABWD4aRttbw94hD85GyHjHb/WUsf/AAVe+G8jBR4c19TkD5hDx/4/X5EeYUwxbLHrS/amjHBywGfpU2Hc/Xd/+Cr3w0XG3QtcY9TkQjA/77pG/wCCrnw7WKNj4c1wM4LbC0OQo7n5+9fkLHcNy7HPYD19qZJcSOzM55aiw7n66W//AAVm+Hk8+x/DWtQRZAMzvEQOfQN6Uy8/4KyeALWeSJfDOsTMmclZI8ZHpzX5ENcM3AqVpmcoQ2WI5/CgVz9dV/4KwfD8Lufw7qqLjJPmRnnGQKzrr/grr4DhA8nwjrU3u0sSf1Nfk3eXxmZcfLGoAVev+earNM2aQXP1jm/4K/eDIpCF8Eaw68YP2mIZ9aj/AOHwXhD+HwLqx6dbyMfXtX5Qv/qlJYZIyRn3wKYZiqBce9FvMdz9YW/4LBeEVYY8C6oV4y32yP8AH+Gq1x/wWJ8MRMwj+H+pSDJAJv4xkZ6/dr8pGkPTNNMpbqaVvMZ+rMf/AAWI8PSKT/wr++X2Oop/8RV2P/grl4duojJD4Iuyihi+6+UMuFJHGzHJAHXvX5MLKeau2M0qw3BT7rqI2z0wTn+lFhXP08/4fGaXgZ+HNzu7/wDE0XH/AKKq5H/wV402TbjwBLyittGpZOSeR/qu1fl0bWG0RZZ33KeVVTy34dfzxTW1IyQhUHlJyAB+maLeYXP1Eu/+CvWmWvn/APFCSMVyIo11EFiexb93gD8Saqt/wWEtGuHSH4etJCD8sh1LBK+uPL/rX5byyESEU6K4aNtynBFFgufpvN/wWOZcmP4cRkZ43aqQf/RVRXH/AAWMnRv3fw7t2H+1qjf/ABqvzMmmEnzAbSeoqMuVbPWiw7n6X3X/AAWLvxbq8Xw8s9xJBVtSc4x3/wBXXyl+1x+11f8A7VOsaHeXmh2+hJpUMkUcUEzS797AkkkD+6K+eWY4601s96LCuKzUVGaKYHt+n+B9Hk/Z5n8WGJjqtv4hFiZdx2eUbcvgr0+9jmneOvA2m6J8FPAHiG2gaPUtYlvftU3mEqwjdQny9Bw1FFadDDr8yH4reCdI8K6P8PJ7CN4ZtY0OK8uyzlhJK0silhnpwF4HHFbPxC+GuheG/wBoS18NQQvFoDTWCtE0hZmEscRYBjzyXP0oooD/AIJZ0P4Y+Hr79rCbwVcQMfD661NZJbLIc+Wpbau4c9BWZ8K/h5ovirxb40sNStzLb6fo+o3NtiRl8uaIHy2OOoHpRRTQmZnw08FaNrvw/wDiZqN7B9ovdG06CezkDsojdrhEJ9+CRzUmi+CtMn/Z78TeJ5Lffqlpq1rawz7m+SN1bcMdOSOp9OKKKRT3IPFHg/RdP+AfgnxDBa7NY1DUb6G5uPMJ3pGU2DGcDGT2pfiv4M0Xw34N+GF9p1uYLnV9Ga6v5N5PmSee67sE8cADj0oopdAW5q/F/wABaD4d+KvgzTNPslh03UNM0ue5gWRjveVV8w5J4zntWvF8M/Dz/thP4RbTlPhr+3TbGz8xgoiyfl3Zzj8c0UU+pPT5GT8GPh7oviD49ajoer6f9o0WJdR8uGQsFzHHIYzkHsQKzPgp4E0rxHb/ABIfV7AXJ03w7dXVkXYr5U6ugV+D2BPXjmiikP8A4Angnwdomofs++P9cu7VX1exv7GK1uuS0auX3KOcc4HX0qG68L2Vn+zfY+JFsxDqc3iJ7MXO4lmiEAbGO3zUUUdB9fmR/ETw1pVh8Fvhhq9paLFqep/2h9tuRktMUnVUz9AcVd+OHg3SfDOueCrbS7OOzS88P6beXCxkkPLIp3ucnqTiiigO3zNT4meB9F0n9q2Dw7ZafDDo7anYQtZqP3e11iLj6Hcfzq58PPBWg6h+1Zrnh650u3uNGiu9TSOxcfu1CLKUAHtgY+lFFPqLp8jnPgf4W0rXf+FjjUrGG7Nj4YvLu3Mwz5MqlNrj3GTVX4deHtM1L4K/FLUruyimvrFNPNpcMoLwl5yG2ntkcGiip/yH39V+g/UvD2mR/sw6RrC2cI1WTxLNbvebP3hjECkJn0zzio/j5oOmaHp/w5fTrKGze88L2txceSuDLKWfLt6k460UUS2+78gjuvn+Z5FuoooqTax//9k=) | ASR 1265 x155 080701 Fibula af kobberlegering
Emaljefibel, forhøjet midterparti og stjerneformet - takkerne dog helt afgnavede så antal ikke er klart, men antagelig otte takker. |
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SKYfdbIBI7jI9T24r8gfiJ4YuvCfia50u/iMF5bymF7dhnaynDDPsQRX7lx2tfkL+1ppsNr8cPFscO3ZHqdx0YscmQsefqxyPauWrumbQ2aOd+GGqW+o2YmaRob3T8KyrkMyBlChCO+GbgjAwfWvv79nnXY7PT9Mh1JoS+sPKsEUbMTFl2OGBABz5Y6dwTjk1+dvwjufsmtXkMUsY8ySLeknoSQSPw4/E192fBfTprpZ7i7EUuuafMt2YlQrtMjBQcHPQBuRjBY8A815VT+JYiR9dtI0bW00OAI5A/y9wfvfoa65q8y0m6KWYmZVhLS/djOdx2jJ/MEfhXpe7KivRwu0kY7CN0qK4P7tvpUjVDdf6lvpXcB/PV8fEf/AIXN43EgCONZvBtHtM1ZPw51bwjo+qXMvi/QL7xBZNDthgsb8WjJJkfMWKNkYyMcda1PjwzP8XvGRPLHWLsn0/1zU34N6h4p0/X7xvCnhe38VXrW5WS1uNHXUgke5fnCMrbecDd7470o7IqXUl+IHiD4c61o8cHhLwdq2g6p5ysbi81cXUZjwcrs8tec45z2orqPi7rnxFm8KCPxT8PrPwxYSTrtv4PDMentu2nCCVY1PIz8uecUUyY7H7X7qTNM3Zpak1F3Uo/zmmrTqAFH61zXxOszffD3X4xwRaPJ/wB8jd/SukFRX1nHf2NxayjdDPG0Tg91YYP6GkB+N/xAlkt/HEuP9R5hdm254JyMjvivZv2U9YHhv4hayl1OomaJHMW8bmCnLBTnngY6V598bNGufDOuzG5t2R7S7a3uI1X5sKxXH5Y/M1U8Ha5Nb6tpN/psbC8hlVJnfGfILKGJB5PU9OmK82d73NN1Y+3P2nPDaeXp2rpFNLFFKVEsZySRlgCR1Gc/n9KvfsieP7X+yLvwffu0Gpx3Utxaq5JSaEgEhCe4IJwfXjODXWeILa1+JngltFllaKK4t0KXCd8ouHXsegP4n0r5J8deH9d8GeKLALOVt4S0P2yEmOZZAVUOMdMFdw5/iBqIy9lU5lswj70bM/R9VHFSxQ/6QSMdORjn/PFfKvwp/bY0SNptE+Icq6NfWI2/2uqO0Fxg4G4BSUc/kSD06V9U6TfW2qWsOoWdxHdWdzGjwzQncrqeQwI6ggivVU1NXRnZovxRmTjoPWr9vAOBjioYlC7STjmtGGL5s0xFPW9WsfC+i3+r6ncx2enWMDXNzcSk7YokBZmOPQAnivxg+N/iy28X/EnxBrdk3n2Oo6jcXcEnllC6PKxDbTyCRg4PSvqf/goN+1Rb6xfQ/CfwlqMVxbj/AEnX7y1lDqdhytrkcdQC/vtX+9XxLDMt1fFNokjHy5Y/dJ6fyrkqS5pWNorlRteA7G3vNUuGuS0EIX5bnphuOPQ/eGQe2a+5fhFqC+J/Ds2sWV8p1KK7hMjQgxyx/L8hz0b5OvOCSRnmvjz4OxS6hdSwPFFeaY7sk0MwVSDtOzBzx0GT7Hmvq74F+F7vRU/4lmuvAb/UpYfsYwGmaFRIoXIOMLvxkdx6V5lR/vAe2p9UeHWOo3cSkyRSLNhkZCg3FgCQO2Sehr2AmvIfhH9o1LVppriNkeBnLeYcsxxtyTn1z+VeunrXr4aPut9znluIaguj+5f6VOarXn+of6Guok/no+OBeX4t+MWJ3E6vdHd0yPNal+Dum3uo65eJp/jmy8CTJblze315LbLKNw/dho1JJ6HB9Kq/GS5a5+KPiyRurardcD/rq1UfAH/CINqdwPGb6wmn+V+6bRViaXzMj7wkIG3GenOcVMdipHruvfDG/wDEVp9l1X48eFdUtd28Q3etXUqbhwDgxEZ5NFec+PR8Mho0X/CHHxQdV84b/wC2hb+T5eDnHlnO7OPbGaKohJ9z92cfNSnPUUu0+uPwpdtQbCUtG3iloAKfTP4se1O9KBHxn+218K2vdQGrRxhLXVVWNpwMLFcIuF3HtuGPyP1r4Gs1vdN8RRaJeXsmlq0oikllYkRjcQ2M9Oc8cV+zvxO8AWfxM8F32g3jmIXA3RTKM+XIOVbHcdiO4JFflt8bfhHqWnapfaXqduLbxVprbSu7Ivoequh7tjH1HvmsJx1LTPe/2Xfjd5zQeBtSvraW6t336ZcPJ+7lVQV8ljkYJGMYPevePiF8P7XxRpa6xDZyRzNn91MQzEq3sOx6HqRivzU+Guu2trJ5M9uyaihEdvuTK9eScn7wPzfhX1t+zr+0x/wk1xH4X8SXJgulhW3sprklEdxwTI2f4uu49/TmuGorrlY7NO6PHfiX4T06GPV5UmkurlpZHkhRkwERgv3epx83XjjOe1ZXwW/aI8d/s9TzyeHhFfaVdkh9Mvi00G8DhwqurA9CCuD2ORXtvx++DMt9q8PxE8My+d5MLC+ton3q0eOWXB+YAFm465yM1803ukRrPcafGI0eOJW3b8gKe/PfpUU5OBtpJH0/D/wVG8TwpET4E0t/kO9BdTKzPjgjI+Ue3J968U+Lf7cHxi+MWn3ujHUI/Duk3Em5rfS0+znYP4DJkuy9yCef0rwzUNBu7VSk4JK5PzdcUttALSHCrt98118zYe6ti7pdjHpNviN/tN3Of3kzdx6D2rTmube10mWJUCynn5uCOQAD7/erLi1BLFt8yqVC/cyRj/P9au6Do914p1S1lVftfm3CqtsxCmXn1z/SpvZXZD11PfPhD8PLu+8O3dxo8oN9s8yNQQWuI1cqQoz2BU/XHPNfSPhG1XxB4m0ppIlTberIIIYMeWVTYxYds4K+2QOgrwH+2ZNBvtL1bw/FPZPGwWO3FvtCqXXKAnhgzK34Y4FfWPwJ0+f4j65JcR2s0GnDy5Xu/lPmgqC6lhz94AY75xyBmvNUJzmrA3ZXZ9JeBdJW1iur0xBHnYIvXlVzz+ZP5V1FR21ulnbxQRDEcahVBOeBx1qUdK+hpx9nBROV6u409Kq3rYt5P901Zaqmof8AHrL/ALpqxH873xbbzviR4pl4G7VLo4/7at/jTvhbql1pesXT2ng2x8aSPDj7Jf2s1wsQ3A7wsbKc9snjmqvxQbd8QvEjA7g2o3BB9f3jVr/Bq38W3OtXq+EfE8Phe7+z5muJ9YTThJHuHy72ddxzg49s1MdkVI1Pil4i1PUvD0UN58MNJ8GR/aFcahY6bcW7uQrfu90jsMHOcDn5R6UVb+M2k/EGx8O2kvizx3a+J7BrgCO1h8SJqJR9rYfy1dsDGRux3x3opijsfuBto2VP5dLs7DqKkog2Um2p9lKI6BlZYgHZscnAz/n8adsqyIqUR07AQKleFftS/s+p8WvDq6tpMKr4q01P3DKObiPOTET7ZYj3JHevfxDT1h6UNXVmB+JXijwzNb+Ibhb6BtP1GOYhzMCgEgPIbP3WOO+Bnk45zpxOmj2eh6ndqqXgmKSLLlZAqMuGznkEHg98Gv0++OX7Lvhv4xCS9aJNP8QtEYlvFiykuBwJcc9sBs5HHXgV8AfGj9l/xv8ABjUY7NluLvTJ1DRX1rue2J7qzbRyD/eUetcdSi2aKR7d8KfiBZP4T0aOK4t4IW8yK5sWbGQxZlkV+mRnpznnvzXj37REHhyx8S31z4akaLW5o1SZdwAO4FTswOuG59NprxP+3PE2g6hbJqC3ht4SVC7WUFP4tp9OayNfvL2XUhcG+a4IGEdX+cAZ4J78E8+9ciouLs2WmiSxumutFuPtckhvrWRQQxysgO7nr1XA/wC+vzdoMsdz4gsoHgJ+0HYgJzuc8L3HesuGaPVpL3z3aG7wpidTlWI6gjuf/r0zT7W9a+SBotsqEFW+6fWt+UHI6lvA+q3U026AMsOPtC8ssIJ7kd+9d14O8HXFn4fnikgibzrhQyTRlPl2kggk5BDKRgYBzyemOV0OHUGvEgDXX2mVgs0WW3Lg8gnrx6c/pX1P8F/2J/EnjK6Vnu7i20RNrG/vkeNpMkErGCMnHPIJzkdKjlnPRE8yW50fwP0STxrrSWUelMgsYtkDHLCXepQAH1yM+20+lfffgvwlZ+C9AtdNs40RYkAdlXG9scmsb4b/AAc8NfC/S4bPSLIGRFAa5m+aRsd/au3xXbRoqnq9zBu4lN6VIRTa6SSNqpal/wAec3+6avNVHVP+PKb/AHT/ACqRn86vxJIPjrxBz/y/z/8AoxqTwHpvhbVNSnj8Va9e6DZrHuimsbAXbO+R8pXzEwMZOcnpTfiN/wAjxr//AF/z9f8Aro1WPh74i0zwzfXM+qeEbHxbFJHtW3vpZ4xEc53DynU+3OaUdkOR23/CJ/BcsA3xB8RsO+PDqD/24ormviF420TxLpMMGmeANL8KTrKHa6sZblmdcEbD5sjDHIPAzxRT1IUT98dgz70uypdtLsqTQi2U4JxUm3inbaYEax08R1IqVIFpgRCKnrFUqrUqx0wI1h/yamWAMuCByORT0XnpUyrQI4bU/gZ4C1xCt34T0sq33hDAIQfrsxn8a868R/sI/CPxFHIq6B/Zrsc77MhSPzBr6EVakUVRJ8iW/wDwTL+GUd0JDe6o8YO4Rl1wD27YP5V2Nv8AsC/ClrJYL2yvr0r0kNx5R+vyAfrX0cop1TZdgPP/AAX8Avh94AaOTRfCunwXKci6mQzzZ9fMkLNn3zXoIFAFOFPQAop3SigBtNanGmtUgRt3qhq3/HjN/un+VX2rO1j/AJB8/wDumgZ/Ov8AETH/AAm+vN/0/TEen+sNdT8CZPiT/buoj4aSyxakbcfajFLChMW4d5CB1x0rlfiH8vjPXQD/AMvs3/oZqX4faH4c1y+uY/Efik+FreOMNFMtjJdGVs427UIxxzk0o7Dl1PRvjvH8aV8M2X/Cx7qefRvtQ8hZLi3kAm2NjiMk/d3deKK4v4geFfB2h6XBP4e8dt4pu3l2Patpktr5aYJ37mYg84GPeimKOx+/YWn7aO1KtIYmKcq07bTwtMBqrUiilVaeopiALUsYpiipgMUAOUVItMWpF60xElPWmU5aAJFp1R0uaQEgpc0xaWgB9LupmaWkAtMNOptMZG1ZmttjT5/9w1ptWVrzbdNnP+waQI/nX8fFW8Ya0QTg3s3J6/fNW/h3rXhXQ9QupPFXhm48TWrxhYorfUDaGNs8sSFbdxxjiqHjaQS+KtYcDG67lOD/AL5rs/gO3xAXWNTHgDRINbu/JX7Sk2nQXgRN3BxKpC89xjNEeg59TVf4h/B9P+aS3x/3vEso/wDaVFTfHhvisPD9gPH3hy30bTvtP7iWHSra03S7TxuiQE8ZODxRRdkJJq/6n7nrTwagWQVIrCmWTLUiio1YVIrCmIcKWk3D1oLCgB6mpMbmU5Ix6Hiq4fpzUqyCkBOmR7+9TLVZXGcVMrVYidaetRq1ODUWAcTSUm4U0vSAkDU4NUHmUqvSAsZpRUSvT1akMkprUbqRmoAY1Y3iJtul3B/2DWu7CsHxRKF0e6Of4D/KgFufzseLn3+ItSIOR9okxn/eNa3w48K2Xii9u47zxhpvhBYowVm1Hzts2TgqvlI3TrzisTxM5bXtQJxzO/T/AHjWx8PbjwXb3l0fGdjrV9blB9nGjXMULK2ed29GyMYxjFShyv0NT4jeB9M8M6db3Fj4/wBJ8XO8m17bTxcbohg/MfNRRjPHBzzRVX4gXnw+urG2XwdpXiCwu1k/fPq15DMjJjjaEjUg575opijtqfVC/wDBVb4k7edA8N5/64T/APx2pF/4KtfEYLz4f8OE4/54z/8Ax2viKOzuZrWa6jgle3hKiWVUJRC2doY9BnBxn0pZtPure0t7qW3ljtrgsIZmQhZNpw2098ZGfrRYq59vr/wVd+I+Qf8AhH/DgHp5M5/9q0N/wVg+JP8AD4f8Of8AAoZv/jtfEq6TqH9orpwsLg6g5AW28pvNJIyAF6nIIPSorexu7yO5eC2mljtk8ydo0JES5C7mPYZIGT3IosFz7db/AIKwfE7Py6B4ZH1t5/8A49R/w9i+Ju7/AJF/wyV9PInz/wCja+InsbqOyivGtpVs5XaOOcodjsoBZQ3QkBlyO2R60+TSr+G7t7aSzuEuLhUeGFomDyK4BQqMZIYEYx1zRYLn2un/AAVe+J23DaF4aLeot5//AI7U0f8AwVc+JpQ50Pw0COf+PefH/o6viSPR9QknvIFsrhprNWe4jETFoVU4YuMfKAeuelH9nXn9ntfLbzGxEgha42Hyw5BIXd0zgE49qLCuj7hm/wCCsHxJUJ5OieG84+bdbz8H/v7Tv+HsPxM6f2N4a3D0tpsH/wAi18Oy6dfQfZd9pPH9rXdb5jI85dxXK8fMMgjjuDU0Ph/VptUn06PTbptQgD+baLCxlj2Al9y4yNoBJz0waLBc+1n/AOCtPxUV2C6H4YxngG2n/wDj1Mb/AIK0/Fjr/YvhcA8j/RJ//j3+cV8RLp95NaT3cdtM9tBt86ZUJSPccLuPQZIOM+lJNp95b21tcTW00UFyC0ErxkLKA20lT3AORx3osO59sP8A8FaPi0xGNJ8ML/25zf8Ax6mt/wAFZfi0ZONK8Mqv/XnN/wDHa+MT4d1b+2E0n+zLv+1HZVWy8lvOJYZUBMZyQQRx3qva6Xe30F3Nb2k9xFZx+bcSRxllhTcF3OR90bmUZPcgd6LCufaif8FYPi31bT/DePazl/8AjtOj/wCCr3xa+fdYeHSf4f8AQ5Bj/wAiV8US6dewafb372syWU7vFFcshEcjqAWVW6EgMuQOm4etWW8P6tFqVpYSaddJfXixtb2zQsJJlkAMZVcZYMCMY65GKLDuj7Qb/gq98XNvFj4cU5/58pP/AI7SJ/wVi+LvO6y8O5xxiyf/AOOV8YW+handT30MWn3MkthG8t2ixMTAikBmcfwgEgEnuai/sm+/ss6n9knOnCb7Obryz5XmEbgm7puxzj0osFz7R/4ev/GAk4tvD/8A4Av/APHKRv8Agq18YduTDoH4WTf/ABdfGk3h/VLeTT45dPuY31BFls1aMg3CsxVWT+8CwIBHcGnx+G9Xn1O802PTrp9Qs1le5thEfMhEYJlLLjI2gHOemDSsF0fX8n/BVT4xtjA0FR3xYn/4usrWf+Cnnxi1azlt2uNHiWQbTssBnn0ya+TYdH1C40m41OO0mfT7eRIZrpUJjjdwxVS3QEhWwP8AZNTP4X1dH0pG065D6qoaxXyjm5BcoCn975gV47ijlC5SuruS5nkldsu7Fj9TXR+AfiRf/Dq6u57HT9I1B7lAjLq2nxXaqAc5USA7T7iuZvbS4068mtbqF7e5hcxSwyKVZGBwVIPQg1Xpidnuewt+0/4jbkeHvBq/Tw1Z/wDxFFeP0U7vuTyR7Hpvg26jj+C/xFiLqHefTSqk8nEkucU7xldJJ8FPhvGrJuS51PcqnkZkixmiikPqeh/a0uP2zNFnjKuhu7DDA5B/0aIZrhfhZdRW/hP4spI6qZNCVUUsASfttueB3ooouSkR69eRN+zn4RgDqZF1/UWK5+YDybbnHp/hXTeMdRt2+M3wrnWWNoo9M0AOysMDakWcn2xRRQFi94MmS/8Ail8aIlZMXemasiuCCozOpzn0rllkjs/2cdUs2kjNwvimE4VhkqLaUbgOuKKKYupZ8ZX8SR/BxfOQmDSozINw+Q/bpzg88cEV1un6/bad+1Z48v1mjMWNdZH3Dax+z3GOe+Tj9KKKVx20OE8DyD/hQ3xO9ftelevTzJqT4iXlrJ8KPhLGkkZuI7W+80KQSoN45AI7dz+NFFMFuekXOqWn/DbGm363EP2IXVt+/wBwEfFqgxnOOvHWvO/hfe28Pg34uo1zHBLPoiLErEDzM3sBIHqcDtRRSuFv0IPFjFf2dPAKHPGt6scf8AtOa67xBq1nL+0L8LLlbq3e3hsvDyyy+YpRCsUIYE5wMYOc9MUUU+ot195l+G9TsoPFnxokW4hjt7nSNQS3LSDDlrqIhVP8Rxnp1xWHHqVs37OMuniaIXf/AAk6TeV5g3lPszDdt64ycZooqblW1Or8ZXEVv4i+BrsyxRx6NYszOQFXF5Kcn2o0HXLCL49fFC7kvLeO3uLPX1hmaVdjl4pgoVs4JOeMdc0UU29/mTFXRyfh/UrOH9nnxfZm6iS9m13TnS3Mg8xkWK5ywXOSASMnHcV1Tala33iL4ARQXEcz2ttbRzJG4Yxv/aMp2sAeDgg4PqKKKaeoSWj+Z5h8XPm+KHi1jjJ1W66f9dWrki2OBRRUo1GE+lFFFMR//9k=) | ASR 1265 x168 0819 Anden genstand af kobberlegering
Trind bronzetråd rullet i spiral med ca 1½ vinding. Tråden spidser let til i begge ender og stykket er dermed komplet.
Alder og funktion? |