![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigCLcfWjcfWkooLF3H1o3H1pKKAF3H1o3H1pKKAF3H1o3H1pKKAF3H1o3H1pM0maAHbj60hY+tNooAXcfU0bj6mkpKAHbj6mjcfU03pSZoAduPrSFz6mm0UBYXe394/nRvb+8fzpKKBi+Y3qfzpN7f3m/OkJpDQMXzG/vH86PMb+8fzptFAC+Y394/nRSUUhFiijIpjSYpiH0Zqu0pppkNA7FjzAO9IZlqjc3MdrC808qwxRgs8kjBVUDqST0FeK/FP9prSfBcsdroiwa/c4LTyxSExQjtyv3jweAePxrOdSNNXkzSNNzdoo91a5Vec8Vi6n4+8P6NI8d9rVjayKu8xy3CBseuM5r4U8Y/tH+OPHKR6fK4trN+GayzHHIuG3AkHLcgDk456Zrzez1ifddwT3yxomDu5DyH0VT97A9PXHrjz5Y6N7RR2RwbteTP0Yl+N3geGOSSXxNp8SoSGEk208ex5x71zerftR+BdKV2W9uL5VBJNrbs3QZ4zjP4V8FtrdtdfaIZo1EyhQ7SJwc8gD/Paq2panIscEdq0jCQtvkjyCOOCoxz065FZPGVOiLWFh1Z9o6l+2p4YtoS1rpF/cNxhZisO7PTHWqXhb9uPw9rF8IdU8PajpMJIxcK6ygDIG5l+VgBnsD0r4mvNOv8AWNPSWWbe64CxlSpLr0D88Zxjbx/Om6bCul2sszQfZ7hixY+aZNzscthT2yM8cc8CsFjKr6mrwtM/V/S/EWn61bxz2d1HPFIoZGU/eBGQRWhmvzf+HPxe8SfD+NbazvUltlwY7e4JljDHnjoVGMdDjmvqr4Z/tU+H/FMkGmay8ekawYwxRpB5TnODtY+/r7V6dLFwqaPRnDUw8oarVHuxpsassY3tvbuwGP0qK2vIbyNZIZFkVhkFTU1dpyhRRRQMQUtJSUAFJS0lABSGlpM0AFFH8qKQhzyVHuNIzUzdVDHV438ZP2goPh+76dpdut9qgyHZuY4jjOMA5J6egGR749M8Va9H4Z8N6lqsoLJaQNLtHViBwPxOBX52axrVzrWoXWoXbyBmnfc8jZ3bmP8AP/2avPxVZ00ox3Z2UKanrLY6Xxb8UPFHjGZn1LVXnycRwRuVQHGchRgcc8/zriLO7Oq2KuoaONgr7ZCFfnGAwB47cZyPQV0NisE+mQbxG2wEGI/M4XnGOvf+dULqSz0rU1jhm3OGUybgDgdduMY6nvx9a8FycnrqekrR2K01vD9miAjMRkTJjjCk9SN5zjvyR7VTnhg3GYXLCCNvmZyWUBR93Ptu6dsmr7xpHcSyxhz1YhlO0HA7djwT6VHLaxyeZJMygN9zOQVHPPP0PoelJLUXNoUdiwTGcMZGR8Iyj17j6cfXNU9QgFzZzvboXba2/exj+6M5z09f0x2rTiHkI8azKIVY4xkqCepPboAKy2uEtZFjuGEwd9mMfKMjp79PzqwuLHIunLb2gjVTsUMbdOWBUMOPoR0+nrWJqNqbi5CSzyRkOjQzd1ZTnLYxkcDjoRmuivbye3lncbOZNzbWOGUE49z/APW/CsmPIhIBVo1UPHIR8wJyOR0A9O3FR5jRK8gF55ZdCqnKuFxzkZGD7+vX0p8mqWdhcxTrCbqTaQywgPKgzgZAHQZPfjnFYmpNd61p0i2EkltIweITbSqoQQOA3LdOv4103gO002Oa2n1Jle6WIxi4zuK4+8Djp0PX9MiiTtqO57X8J/jdqngSaGG9uGOmNk/Z5mLOi8YKnp0+gPtX2H4V8bWXiaxguIZVdJl3JIp4b/6/tX576heLC7hvLZI2YoWjIXb3Azjhcf1PNdR8O/i3efD/AFrayNNpvypJaQSbgOASyZH3huGBxn17134XFOPuS2OOtR5veR+gtFcB8PfihpPjKxWXT7+O8iGA20/MhIzhh1BrvAwcZHIr3k1LVHmtNaMcKazDjJxnpS0lAgpDn1paKYCUlGM0UAFFFFIRBmlpvelqmUcL8bpET4X66JF3ho0QL7mRcV8G6jBHFN5MZVBj5VUE7R689+K+4/2gr/7F8M70FSyzSxRnHb5w3p6qB+NfB+tzRR3Uu8M7MxAUngEdPxJPb3rw8brUS8j08PpBs17ESWsZjuH3PlirKMZ4OF9ucf1qrNcx3urXNsLSaaSONQZti+XnrjcepGew5H4VhXGqRxtGhmBaTKhJMkgDHClfx79/atrT4Z9UkliXDyRReYN7846njPsP1rzNtTpaLMl0u2MRyvtk67mJI9Qf06elS6rILXS57kRqyLty20tuXPZccnA/U1i2901xM00oTePm8spyBuCg4GP0rQ1YPeabzLtbhWVQqKy9B17ZP160td2LyMbVZjeTTeVHOYZhyqxAttHXI54xyfpWXdNMFVYZ0jjZhict8uQMgHnk49OM1sRz7swTkySBCFjXkbs5HOBwc896pXJF0xSGGJ/LOMAfMGB4OSMDqT+PrWoFSZnucoqmSTIRiy/w557/AM6k3J5L3J3CDhfMTPYYGQPrVixhnkYNcQ+ftXGd5HzDrj6+voafb3W1HHlRqhVlKq2Ru2nOff6+1Q9ijK8F3yT24txHIxUs5t5ASVyCAw4wABg5z3461u3FvBYQTlHWa4kk3JIAI9wOzIIUezdiaz59Sg0uwJiE9zFCChZQoU425UYwOvBPt7kmOa6juo4J4+JMLhIyMY7DAOMnBP8AjUSV3sSt73LC6tIwU3EbSQI2MTsI0x82GPfBPB781B/b0NwgtY5El3O0TZw2xsH5QM5AGAMc9M/VFugkNzb3kassah/ODBlKZHUD0Kt26fSud16Oe81y1WwmhtYIEbzpFcMdrdFGOcEj/wCvUwi7m3MrHfeGfEmreGbxbzSdRksrncFeRSSvHHK8ZGQMjp2r7M+DP7QVj44s47Z5QNTjT97bkY3YO0snPK5/LNfn9LeSrdqlvMoCFIlZF3J0O446npn8T6V6l+zzpZk+Kmi3EcrC5UOskiINzRqjHB9s5H4nvXp4es4yUe5yV6alG5+jVnqkF4oKNz6Vbrz6zmeHDK2DXXaPqDXUfzdRxXvHkmnQaKKYhtFFFABRRRUiK9FPkXBplWUebftAeGr3xL8N7xNNiNxe2rrcJCDjeBlX+uFZiPcCvz+uoZ2vmAljEwkJdZFyQvU9T9OMV+pDKGXB5HevlX9oj9nyCxF14k8PW0cVpKD9stI4/lhJBzKAONvr6fTp5eLouX7yJ3Yeol7jPma1gnuomlYGQZ2JDGF2cHg5IyPwrzzxV4i8T6Tr1xYWF2dOt7lRBIceaxU4zHvY43MCSO4x+Negi5XTbx4bqWRGK/IyHCljzwT1AAzx39KxfFukw+KrWOylYKkDrJvhx5g5BRgcdR7evvXkx0lqdstijo2l3ciWE11cSAxgKVmbdIp4wOgHQ8dO3JrvormHTdPe1lkVjLHvbftBUk5+6cgADHb2rlLa4it2SBipUtnaMtICM5yR1JJH5/lbUwzWc8ke5IpPkWRHJORklcHpnHH1oepA77DLdTXAeCQQ7lYXS8FMnBHBHHTp6nPSpI4xbzS3MUwa7k/eEjJCqQBk549D/nNOtJLqGG8SO6mYOquU8tiobcOnTnOOue1Q65ftDpsETQ7pndBJuU7tpBIOAMDGFBye9AtbleW6kuIbdpFa1Cx5YBxgN90KDxkEf55rndZ8UR2ctnbqjpG7u4lXnheCM/w85z7fWtaO+t9O05Jb9pbz94dqoqgKu04OOARxjjmub1KG21e8aWYQR2UK7Y4ow6nJJ3EgA4PXHXP4CjTaxpruRahql34mlT/RVtra0KvKu5gHw2WBHQkgHkAAEd6reFNWlt/9HMc1mJSxi85WC43HLqVJGPnUAcd/arqxw6heOBAHt5Y/MDRsEjYnHGBz68E56fhjzR2ml3lz9ntLi4hHybEYOQ2Rkj5u2FA54xx0ppc3u2Jfu6nd2evWr2K3ElwrqRtLyK3zKVOMggcg+1RfubuxlltVciRwd6lenQfKRnjIOMD8arWvhnV4dHGqDTNWW1GD9pkiZlTgDdkZC9uvpVjSdUCMxaJ4UG5W81clflwGJGMH3/TtTdNwdmhcya0ZYt9PvrGKV7kSzbgDEEBwqlep4xjg9e5r6I/ZF8KX815q/iLUbYRKv+iW7M/zFsAscYHbH/fRrj/hpA/iG8tYIIn1U7gkoUEArkAs2BwoBGelfWng/wAL2vhTR49PswRGrM5Zu7Mcn/AewFdmFpuU+ZrY46lRqNrnQRLgYro/D6sqknoTWLZwmadFxkd67C1hWKMADFe2cRYpM0GkoAKKQj3xSH9aQDqKSikBIyBqiaGp6KsCk67aidQykEAgjBFXmj3VC1v6Uhnzd8TP2PdI8WXE97oOo/2TcM7SpbTwiSBGIOdhGGQHJz1618yeMvAnxD+ButJ5/hGy1jSZ8wzX0ys0Kofl3K6D5TzkBsH2r9KGt2XoKztc0O18Q6PeaZqEAnsruJoZoz/ErAgj2+tcdTCwlsrHRGtJaM/L+/hkkupJmt40VUZjAvHy+uCe3H9a5y38QPazv5NuwlXakyOoVeckOBnnr27D2NfT/wAVf2T/ABHpUkn/AAjNs2raapZoNhUzx5wdrKcbsYxkZ47Cvm/XvB2veE9QlsdX0y4sb9srturdo2bdnLfN26c+1eU6Mo7o7VUUtiha+KNWkN5+8+xpLMUXcpXYg6kKepJGfx6ekc0l1eQmFbied3k3tNJtO0+nHJx+XNdD4Z+FGu+KriOK2sJjEjCQSSq0a88HLHAz9Oeleu+H/wBlCa8VW1HU3tYz963shxjr95h/StY0ZS+FEyqRjueB6rCZLSOC4m85OchGULEuDwTj6dO9Hh3w1f8AiS6gn0zQ7jUEDkL5MbuuRx87YwvB4zjrivsfwz+y/wCFdLljeW1l1KVTuH2py6/iowp6nqK9a034f/ZY0it7VYo1GAAAAPoK6I4P+ZmMsT/Kj5F8E/sua7qNwl14h1CGyiJz9jssHYvOBkjAboCRkcV9B+Efgb4c0m3ht7LRoX2nO+RdxJ7kk169pvgcRsDMd3tXVWOlw2aAIoH4V206MKfwo5ZVJ1PiOa8O+AbSxtwrwR7cY2BePpUV18EfAN4waTwlpAbpujtEQnqedoGepruFo7Vryp7kJ22OUt/h3pWlR+Xpdlb2EX/PO3iVF/ICpR4ZdeN3FdNSVQjK0/RxatuJ3GtUUUUAFJS0lABzznn04oopKAFopBRUgT0UtJVgJRS4pNtIBKTA9KdtpcUAMqC6063vtvnwRylehdQSO3FWqKBHPXPgfS7htwt1jf1UYqFvA9qqkKzLxgEYyPfmunpKAMuz0O3swNqDNX1hRegqSigY3bjp0pcUtJQAUUUUAIaSg0UAFFFJQAtJRSUABpKWkoAWikopAWKKKKpgFLSUUgCiiigAooooEFNNLSUwCiiikAlFFFABRRRQMbRSmkoAKQ0UlABSUtJQAUUUUDCik9qKQi15L+n60vkv6frVmimRzMreU/p+tL5T+lWKKAuyv5L+n60eU/pViigVyt5LelHkv6frVmigLlbyW9P1o8lvT9as0UBcreS/pR5L+lWaKAuVfJf0/WjyX9P1q1RQFyr5L+n60eS/p+tWqKAuVPJf0/Wk+zyf3f1FXKKB8zKf2eT+7+opPs8n939RV2igOZlL7M/939aT7NJ/d/UVeooDmZQ+zSf3f1FH2aX+7+oq/RQHMzP+yy/3f1FFaFFAczCiiigkKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Z) | SJM 156 x029 0800 Kobberlegering
En bronzeklump? |
![](data:image/jpeg;base64,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) | SJM 156 x012 089799
Fragment af køllehoved? af kobberlegering. Cylindrisk, hul udformning, Cylindrerens højde: 48 mm., Diameter: ca 23 mm. På den øvre halvdel af cylinderen er fire tresidede spidser bevaret. Spidsernes længde: 12 mm. |
![](data:image/jpeg;base64,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) | SJM 156 x039 089799
Plade fra kniv/dagger. 27x19mm |
![](data:image/jpeg;base64,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) | SJM 156 x009 0807 Smykke eller dragttilbehør af kobberlegering
Dragt- eller bæltepynt af bronzeblik i form af en seksbladet blomst. Med øsken til påsyning/pånitning. Største mål: 18 mm. |
![](data:image/jpeg;base64,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) | SJM 156 x002 080701 Fibula af kobberlegering
Endeknop fra fibel af kobberlegering, aflang, med profilering i den ene ende. Længde: 25 mm |
![](data:image/jpeg;base64,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) | SJM 156 x003 080701 Fibula af kobberlegering
Fragment fra oval pladefibel. Har været udsmykket med S-formet slangedyr. Muligvis har dyret haft hoved i begge ender, og antagelig har forsiden været fortinnet. rester af støbt nålekonstruktion ses på bagsiden. Største mål: 36 mm. |
![](data:image/jpeg;base64,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) | SJM 156 x004 080701 Fibula af kobberlegering
Fragment fra korsformet fibel. Firkantet hovedplade med helrund, støbt knop øverst. Sideknopperne mangler og har antagelig siddet på spiralaksen. Fibulaen har en kraftig, højt hvælvet bøjle, og desværre mangler det nederste af fode, som sikkert har været udsmykket med dyrehoved. På undersiden ses rester af støbt spiralholder og en lang nåleskede. Længde: 64 mm. |
![](data:image/jpeg;base64,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) | SJM 156 x007 080701 Fibula af kobberlegering
Fragment af rhombeformet fibel med let konkave sider. I midten en cirkulær forhøjning, omkring denne 2-3, måske oprindeligt 4 små fordybninger. Rester af dyrehoveder i hjørnerne. Svage rester af nålefæste. Mål: 25x25 mm. |
![](data:image/jpeg;base64,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) | SJM 156 x018 080701 Fibula af kobberlegering
Hel, meget elegant urnesfibel. Meget af nålefæstet bevaret bagpå. Største mål: 3,8 cm. |
![](data:image/jpeg;base64,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) | SJM 156 x019 080701 Fibula af kobberlegering
Fragment af lille fibel? Mål: 2,9 cm. |
![](data:image/jpeg;base64,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) | SJM 156 x021 080701 Fibula af kobberlegering
Fragment af korsformet fibel. Største mål: 3 cm. |
![](data:image/jpeg;base64,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) | SJM 156 x022 080701 Fibula af kobberlegering
Emaljefibel af bronze. Mål: Diameter 1,8 cm. Oprindelig cirkulær emaljefibula, men dele af kanterne mangler. Fire cirkulære fordybninger. På bagsiden rester af nåleholder og -fæste. Fibulaen dateres til Vikingetid. |
![](data:image/jpeg;base64,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) | SJM 156 x027 080701 Fibula af kobberlegering
Fragment af korsformet fibel. Største mål: 3 cm. |
![](data:image/jpeg;base64,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) | SJM 156 x044 080701 Fibula af kobberlegering
Midten og en del af armen af en ligearmet fibula fra vikingetiden. Midten er udformet som to forhøjede områder med nittehuller og en cirkulær forhøjning midt på. Samme udformning, dog uden cirkulær forhøjning midt på, ses på den bevarede del af armen. Stykket har noget korrosion, men der ses geometrisk ornamentik i overfladen, og muligvis et dyrehoved på begge sider af forhøjningen midt på fibulaen. På bagsiden er rest af nåleanordning. Længde: 4,3 cm., bredde: 2,4 cm. |
![](data:image/jpeg;base64,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) | SJM 156 x010 089599
Fragment af genstand af kobberlegering. Største mål: 24 mm |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDzlNUve95cf8Af1v8alXU7z/n7n/7+N/jVBKnWsjqsi2NTu/+fqf/AL+H/GnDUbvvdT/9/G/xqqKcopBZFkaldf8AP1N/38b/ABp/9oXX/PzN/wB/D/jVNakX9aBWLY1C673M3/fw/wCNOF9df8/E3/fZqrT1pisWft1z/wA/Ev8A32f8aPt1z/z8Tf8AfZqtT8/jSCxZ+33H/PeX/vs077dcf895f++zVXdTlbmgLFkXlx/z3l/77NL9uuP+e8n/AH2arg0uaNQsWVvJ/wDnvJ/32ad9sn/57Sf99Gq60tA7Fj7XP/z2k/77NL9qn/57Sf8AfRqAUu6gCf7XN/z2k/76NH2ub/nrJ/30ahzS0DsT/apv+e0n/fRo+1Tf89ZP++jUH1pTTCyJvtc3/PWT/vo077TN/wA9X/76NVkzUlILIm+1Tf8APV/++jRUQopXJOTXtzUy1EtSr0qix4x0p30pq04fSkMBmpV7YpnenrQIetLTVp1MQobtTs9s0ylZtuPrSAfxSrTFbP0p9IB278aVec0nT3paAH7jxSxhlQB23N64xTdw706mA6jPpSetBcKMngUDHilHSvnf9oT9rS3+CGrRadHpDalL5BuZWZ9oCjPA9Twa5f4I/t66T49vobPxXpSeGTckfZ7xZC8PP3d+RkDtu9eoFRKShbm6gtdj6xpaZHIs0aSRusiMAyspyGB6EGnr83NWA5adTfpSjvQAoopaKRJyqjvUi01eRUiVbKHD1qTb0pgP5U/1pDDrTsUcUvGfwpCFFIX2rk8UoWjAPbPNAhfvMD6U+mgdadQIVRt4Apwpv4Uu3NIBw+macvI6c00U4UALjoaeKafSjb15NMBzfrUNxllqaop2AU0hnzP+2N8I4vGng19ctYl/tLTVLE/34/4lNfnVbzNoN3HHNITY8iEHOUbOdoOeOhwa/UD9pLx9ZeGPh9qiPKvnTRNGkZPLEjGK/O3S/CsXiaz1Nbg+XEltJL5gGShVSQw+hxUzgqkLMm9paH2z+x38ev7Ysbfwjq90rkrnTZWbnaP+WRJ7ddv0I9K+sVyO+RX5ffAGbUfDq2F5LbiVZNjPKqhWjbIIb2AOenp9K/Szwrr0PiTQbHUrdleO5iD5U8A9GH4EEfhXJh6jleD6HRNdTXWnCm06u0yHUUlFBBzK8VIq+lRrTpJEhjLuyoq8lmOAKtlknO2nL3zXhHxY/a28K/DdZ4bY/wBsXsQIIhYCNW/ulu59hmvkvxn+3R8R/FF1Kmi3EXhuHJAEcSu6/wDfQPP51nKShuG5+lqrSr96vzc8EftzfEXwqHGr3Nr4jjcbkS/jVGzjkKybSOe2DjmvT9N/4KKyy24Fz4JiN3jgQ6mQp4z3irJVoPcPI+19vpxSbtvU18g3X7d0d7ZW81joUsDSrlllkBCHOCM9+c88ZxXnfiT9tbxhfXDppsNpaoOjzZYnj0BGB+NP20O4crP0AaVFwWZRj3qOTVLWEfPOi/8AAq/MjWf2oviTeRGSfxJHp8LMQGt4EVTjqoLbsn2rj9U+OnijWDvfxdqUh6FYmwPr8oH+RS9tEfKz9WZvGWkW7ENexAjtuFZOofFzwppOPtut2NoM4zPcKn4cmvyZuPHV5qG+O91y+u5CM7ZLlznnrycVr+H7eO+s7a4Ns1zKzlYmlU/uwTjc2QMjOeM1lLEKK2GoH6iXXx28B2MEs1x4p0mOOIEuTeR8Y69DUdl+0H8O72FZU8XaSsLciSS6VF/NiK/NrW9Ha3kWO/MYZ0aQeZnDY4IHGDkgd+hBrnGtTDZ+dbDy7Zpdv2cEqD15IAyBjj8Kx+t36FciR+r9n8XvBOobBb+LNFmLgsoW/iO4A8kfNzg1rWfjPQdQkVLTWLG6dhuCQ3KOSPXAPSvyTh8V21vqENhA3nyM2YmtyM5LZwM4OTn9ea7LTbO5itpdSW2lsnhQPsIwxO05HBOcFenXp+A8W1uhqmu5+nOqeLdO0uFnnuY1C+rAV4n8Sf2qPD/hqOSKC4W6uMcRxc18fHXAl8sMd35ct0cyoZWCK20HBGR6j061FN4fhvtskarOEb946jO4Z/pVrFx6oHSfRlX4mfErU/ijrjXN5Iy24OIoc8Aev1q74Y8OPe6LcWgEtrDcKvmTYwXj6lV/3uhJ7Z9c0uj6TYrcQxJConX5iwJJ9Dj0FdHNqX2PJhw7RZB7HHPAz+NZVcVKS5Yqw40lHWTJ7OI28n2SPJt5TztI4A4xn6/yr7Y/Z6aVfhjp8MnJhklQMTnd85bP5sa+Fbfxhax3yuXVfM4XDA9hjgHPf8zX3x8Drixuvhno0ljKJYyjeYe/mbjuBHbn9MVGFX7wuctD0JaXqKRe1O9a9Y5RaKSikScpLMsMZZjgDk18k/tPfG68nvG8M6VctDAozcyRtgt6LmvW/jp8Sj4N8L3EsLYuWG2Mf7Rr4P1bVJdQuLi+u5TJK5Mkjt+ZreKvqKT6I828SX0uo+JLxZi0kNuAkew5w2AxyPXkflUUaLCrM0bYyOD1B9emTU3h+wbUoZ9ZuZMyzN5zqp4VWztHvgYH4Y5rV0Lw9P4i162tZkf7OsyF1jODIoOXC++M9ePrXi1Z80mzrjGyRRjt5LzyI4YmuZWOI0iXcxx1wB6ZroNP8FatB5L3ckVgjAkoRvkQ44VlHAPfrxX198Nv2YbnUljvZG/4RzTH5SK3iC3Eq543f3c+vH417Zon7PPg3SwpfTft0oAHmXkjSMRjuM4/SphTq1FdKyBuMT88bzQ47ewjCanFFCwUm6mUBdnG7A6ggZx6mq95oPh29t7eC2u7i8cjcbkOQr5XG3jvnn2r9OLf4ReDbdw6eGNKLAAAtZxnp+HvW5p/hfSdL4stNtbQf9MIVQfoK3jhX1kRzrsflt4Z+FviPUraS20/wpq11FEW8uVdPeUMT/EDjAyAOfrzW9Z/sc/FDxDujtNHbS7aVcB9Qmjj2/8AAVO7v6V+nsdqigfKM+wqXyx6YraOHUepLnc/P3wv/wAE8fEqxq2reJLOFpB+98hXbHOSNuBn67q9j8G/sU6D4f0WOxv9Y1C9ZSzb4NsQGeo+becde/c19QeWKTyxzxWnsodURzM8CP7H/gSaGCO6hvr5Yvuefdv8vTnKlc9BV27/AGWPBdxCsf2FtqgBQ0rt06clq9saEVGU+an7OC2QuaXc+YfEX7GPheTMljF9lmHKyKgLA+uTXz/8UPgD4s8DySXelX6XMS5JEsTbhkEZyGHY1+jrKMYxmuY8VeGbfVrSRJIlYMOeKfs4PdBd9GflQ2qa9H9pt5YrcxTHMiq5BDDuAR1z70+PxV4g0m1zIsl7CgA3AZkVeSc4znr+v4V7p8dvhZ/wj+rNeW0O2J2+YKP1rj/Bfg+TVr6JHQpFnljUvDUpLRWEqk0zn/CvjzTtUu0AZ1ZmwX2gHB/vDPHJx+Fen3FtbfYUe5t0YyMuZBkjaQfm/HP6A12fib9kH/hI/Bt5qPg4raa4sYlfT/uw6hsO4If7rnHB6Zxn1Hifw48YXGqR3lpqsP2W8tJFt5rd0KsjL1GD0w2OvpivJr0ZU3fodsJ82jNfXNHW+kt1tbUrt+V3IGD6EdeBX21+ybHJB8KtshJH26XbuHOAqD8eQa+T9HjW4uEtCwjlnlWEPn5U+fA6Doc/+O1+gXhTw/H4Z8P2OlpJ5wt4wplKhd7dS2O2STWuEi3LmFUSRuIfyp4qNaeK9Y5h1FAopEH51/tN+LpNU8TJpyv+6txuYA9zXzf8QNYbS/DMqxlvPupFtYtvXLHnH/Ad1el/E68lvPHGqvKcsJSo+gryDxPN/aHjjQrAfvEtgZmjzgEsQuc9iB+hNbVJclNsmPvSsXYGS10Vvs0qSXCssSxs+0MMqMYPTBwTmvtj9j/4H2djoEfinVbVZbqYbYEkUNjBySfXB6D1BPpXxzH4cTxZ4msPDtuFRZrhV3bM7iSARx7d/wAa/VjwT4fTwz4X0rSoxtWztki9eQBk/nmvIowUndnbJ2N6CMLz2qbAPbmkUBVAo/nXpnOO7fSikz+dFAiRSWp+fzqJWFPDUCF53DntS9aappVGGz15pAG2kZcjmnZzQF60AVmWo5ofMjI61O6+1NFMR5V8TvA9vrWmy+ZEHOM9K+cLWxGi6v5WAnlPjFfaesWa3Fu6nnIr5C+Oslv4H1b7bKH8uQ7fkXPNNdhn0l8I9SW4sYgG5xXyr+294B0/4V+PLXxlZ2Mq6b4wmEOoSWyZEN5GoYOcdpEDE+8bHvXIW/7bg+E9qksWhTamztsjUyiNd2CQWODgcVyP7Rn7bp/aF+F+jeHv+EZk0e7j1OO8muo7jerqsciFFXGRnzOue2O9YVoxkuWRUZdUdDp7JatFb+Y0jyqrIxQjByp3A9hzwPY1+mNnIZbaF24LICR16ivzD+FM03jTxNo2nWltcfbbvEGJkOAgYfN1xge/PA71+oEMYjRUUYVQABXLhb6pm9ToTDkU5fSm06vQMB1FJRSIPy6+N3h1/Dnj6/QqwjmbzVJ75614ZrAFj43S7aTBe2VQm7BxlsnpnghTX3/+0v8ACp/FWhDVNPg339plsAcsvcV+fvxO0t1Sy1EQlns5Cki4O4K3GcDqQe3vVVVz02uwR92Vz139mNBqHxo0i83B/L1CKIxsu7duJ+bPbAU1+nluoxX5L/s+3kvh34haddxu0kK3NufNZDu3F+CB1yAxyenFfrLp86XVrFPE4eKRQ6MDwQRkGuHD7yR0y2RZakzS57Ug613GLA0u3gUelL1p2EKqkKuTkgcnFKfmXrj3FNA5NKiYz1OTnk5pCJF/OnetNWnLSGLTh0pPelU0AMZd1RmMg1awKTbQFik8YYEEcV578Tvg7p3xI0eayukAMi4Dgcg9jXqAQEdKdtA7UwsfBXiT/gm7feIrUJD4ojgdH3p51vlfTBwfesbwv/wTR8W6PfK914h0OWGLmLY027JOckeXx+dfoiOKVamUebcErHgfwE/ZeX4U6tLrWrX1vqOqbGjt4raIiK3BIywLcljj0Fe/Ku3mlWl9aUYqOiLu3uKKWkoVfXmrEKPWilFFSScNcWIuEYYBDDBB718k/tFfsw3+pXV1q3hqx+1Q3Ct9ps4+HDY+8o7/AIV9gxntUwAbqK0Cx+OHhzwv4+0DxEmnaboWoy36smYfIklDDdt8zAUkDqM9RzX6q/AK11iz+F+iprlvLZ35i3Pbzbt8eTnBDcjkk4PQEDtXeooXGAB9KlzXPGkoy5kXzO1h+6getMxT1rYkdSjtTaeuaoQoHJp386QUvvQIBT+n0pop+KkBcU7tSU4UhiinUlLmmMMUoopR2oAX8aVaQfLS9KAH/wA6KF5paBh0pRSfWloAdRSUUhGMvhbUx/y7f+RE/wAakXwzqY/5dv8AyIv+Nd5RWnKYc7OH/wCEc1H/AJ9v/H1/xpR4d1Hvb/8Aj6/4129FHKLnZxX/AAjuo85t/wDx9f8AGnjw/f8A/PD/AMfX/Guyoo5Q52cd/wAI/f8A/PD/AMfX/GnLoN+P+WH/AI+v+NdfRRYOdnI/2Fff88P/AB9f8aX+w77/AJ4/+Pr/AI11tFHKHOzkxod8P+WH/j6/404aLej/AJY/+PL/AI11VFHKHOzlv7Fvf+eP/jy/407+xrz/AJ4/+Pj/ABrp6KOVBzs5n+x7wf8ALH/x4f40o0e7/wCeX/jw/wAa6WijlDnZzn9kXX/PL/x4f40v9k3X/PL/AMeH+NdFRRyj52c8dJuv+eX/AI8P8aP7Juv+eX/jw/xroaKOUOdnP/2Xdf8APL/x4f40f2Xdf88//Hh/jXQUUcqD2jMD+y7n/nl/48P8aX+zLn/nn/48P8a3qKOUftGYX9m3P/PL/wAeH+NFbtFHKL2jCiiiqMwooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA/9k=) | SJM 156 x023 089599
Let fragmenteret genstand af kobberlegering. Aflang kobbertråd, der i begge ender deler sig i tolet bøjede ender. Længde: 4,5 cm. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBnPrS80nWlrIoKWj6UUxC0lLRTEFFFFMAooooAKKKKACiikpAFFLRTASiilpANNJk06m0ig5pu4+tOpppDEyfU0m4+ppaKRQm4+popKKV2IlpwptOqyWFFFFBItFJS0wCiiigAoopKAFooprMFGaVwAt2o3V4F8bv2hpfCWovofh54Xvoxm4u2+dYDzhMd2479M/l4ldfHrxzqkce3WrwTs2CsUcaqc4AA2rnOc15dXH06cuW1zqjh5SVz7q3Ui5wMnJ9a+G1+Mvi+3k3TaxfKWT7omJBI7jIP44xUVn8fvFVrMz/ANtXjpkZbzMqvT1z/Ks45lB/ZZbwskfddJk14T8I/wBpLTPFM1tpOt3sdrrEmVjUqQsx6jDYxuI7evSvc45FmQOjBlPQivTp1Y1VeJzSg4uzHUZAopMbhyKsQtNNOpDTAbRRRQMSiloqREgpaKWtCRKKWikIKKKKYBSZx1paT8KAFooooYCGvnf9oX4733he/n8M6IPIuhErXN8T80Yb+FB/exg7jwMjv0+hzXyl+2B4fsrLWtJ1ZZFS4vo2hlTPUpjDf+PAflXnYyUo07xZ0UUnLU8BtrGW5uA0bmPzHwHbJLEjliTyT2/rVtjLpt3FEkoDRPsaVMDc3UdPp69hzUdvfCSOKCEvMuCEwMAnC8YxkjNR3cMK7UjJkn/5aM2Rz0bj618tK7dme0rJXRfvfPvrGSRIZZNrM8bNnLRjOSPUYBHtWTpejvdQzlI22oqoDvJDKRwOn15rofDtmPlaMlbuM7licqVdecjb1IO0jNVlvLnSoZ2hT9xP8kij5NkhBG0ccZyfy9KzUrXjEt62kzA+yxxwx7P3kqn5YG5XaCOhz659q+jv2bvjdqepeJD4T1OTz9sTNF5gcyKUIDKWOc9eCTnjHPb5p1I/bLgXbHy0QgKtsApVemP/AK/+Fet/seukvxImkvn/AHxs2S3LqAXPmIW57kAflmvXwrkpp3OGtblasfcVFFFfSnliUlLSfjQAUlLSUAFFFFSBLzS0UVoQFFFFABRRRQAUUUUAFJRRSAQ18Y/taasmtfEq304MuLG0CkMNw3MSxz6cbK+ziK+Of2rPCcmk+Pm1Xa5t9ThSUSHhRIgCFc/QKf8AgVebjr+z0OqhbmPJNP0GSEG4Crhj5cbKoBkbnB2k8c/lxT7yy+y5nlsJX3RhTJM23bkkZI9T256CsuO4j82B22+QpLEKxIDYB5+pyPxrodR8ZR6xo9navZtG0CMjOcvvOSRn6Z7dO2K+WlGd+57CcWjH08eXfRySbmiiIbbgD3Pzf596l1DXrRr5RDHIUeLYxIGxjg88nkj/AOt6VUiizNKwi81mjEgbONwKquOfr2rKk097lWlcRW6gYQI7HIyOTn2rb2Sk7mSqNKw9JGkuGjYqs6ru+XLLKnBBya9I/Zl1y3tvjDpcEkLxsyzKpJyp+Tdke/GK87t47u4ucPBHLKxba8S52se36Z4r6a/Zp+C2o2urr4q1qA2qrCY7WJl2s27GXxgEccDPqfau/DxlKorIwqOKiz6iopD7cUtfSHmCfWilpKYCGkpaSgAoooqQJaWkpa0ICiiigAooooAKKKKACikpaAErO1/w3pnijTnsdWsYb+0Y5Mcy5APqPQ+45rSpKhpPRjR4zqn7JfgLUCfJhvtPGSQtvc7gCT/00DH9a5vUP2NdLLb9O8RXkB2kYuohN245BXH5GvoqiueWGpS3iaKrNdT5Gtf2Q/FC3fkyapYC2VsfaAWJdcem3I4/UV6R4c/ZJ8LaYVk1W7vdZbbhomfyYifX5fm/8er3HNFTDC0oa2uU602c54b+HvhvwjbxxaTo9rahOkmzfIfcu2WJ+proaU0ldKio6JGd29woooqgCkpaKAEpKWkoAKKKKkCQUtIKWtCAooooAKTFLRQAUhO0ZPSlqvfPst3PtSew0QrqYmd1iTcE4LMcDPpTDqFx5hUW6EYzu8w4/lVTT+LQYHVif6f0qzt/T2qNTXlQ/wC2XGMiGP8A7+H/AArH/wCEy/dySJa+Yka3DErIf+WL7HH3epPT6Vq5rzaRdQbRdS+yQSSOYNZKSIpOJPtPyJx3PzHHfbUO5Sijtz4vVbz7MbceZ9pNrkSZG4Q+d6dNv61Hb+OILhYSLdh5iW7rlu0xITt14Oa5a5truHXp52t5BCuryTeYQduwaaFDZ6Y3cZ9ap6XZ3O3Sytu5T/iVru2k/KqOxP4E/rU3kHKjrbf4jWs3n7rK5iWIBgz7cSKXCZXB6buOcdKuTeN7OBZWaKQiNZ2baQeISBJ37EivP4bW6j02IywyRk29op3Lj5nviSPrjH51p3lofsd6HhkVWt9XywUk8zLjH1HIHfFVdhyo7CPxlbSXZtvs1wson+zYZRjf5XmevTb3qNfHWnvbxTBZNkqW8i/dOVnfZEevdq5mSLb4kjYq3za0CMjrjTSKwtO0ycafYI67MWWgqeMDKXLswouw5UeiP4606OOR28zZHHPKzAA/LC4STv1DEDFSv4xsI5ZI28wPHI8bDA4ZEDsOvZSDXll9Zu9jdqhLE2mrqQvXL36nH1rR1KGa2vr6YiTc1xqE6FecAW6qD9fSldhyo9Ej8XWEkqxr5hdnWMDb/Eyb1HX+6M05PFVjJbxXCmQwyiNkbb1DsFX8ycVwFjG7a1bqVZf+JlbhiTnOLBjUGmxyNpliNrZNhouVxnH+ktn9KLsfKj0ZvFmnrGzNIyqolYkjoIm2yHr2PFI3iqwW4EBd/NMvkBdhPz7PM2/XZzXnGqMU03UHViuLLXCPYi5Xmrt0zr4mLZJC62557D+y/wDGi7Fyo7mLxZpsyxlJmYSLE6YQnKyZ8s/jg4+lFeeaLlRp8KbSiJpKhl6kAMf6UUtSbI9fFOptOrpMmFFFFAgooooAKqal/wAerfWrdUtUbbb/AI/0qWVHcpafhrOPqOv8zVjtjNVdOz9lX6n+dWP507G424mjtYJJZpFihjUs8jkBVAGSSewrE8I6xo2rWNwuj38d7HHPI0m3go0jGTkYBwd2Qe4weaXx1p8+reC9dsreH7RPcWU0UcKnBdihAX056Vm+GX/tLxXq+rRWdzbWctnaWqNdW7wO7xtOzDY4BwBIvOOecdKlgbmvX1jY6e41G9hsYbgi2WSdwgLv8qqM9SSeBSabdWFnJHo0V3DJeWtuhNuHBkEf3QxXrg461z/xQ0s61oMFmunS3zzXCqrxRhzDlSCSDwQwJQ7vlw53cZrI+HOgT6H4mv0vdGlt3WHFvcmVp44I/kDRrKwBfeVD7j83y7WACR7p6gdzriRPpxM0qQRRyRzPJI21VCOrnJ7dKuQzx3FvHPE4lidQyOh3BgeQQfQ1n+I9Itdc0W6tLy1ivImQnyZUDKWA449c03wnC9r4X0iCQFZYrOGN1YYIYIAQRVWAsXmnm+vNPmLBBaTGcADO7Mbpj2+/n8Ku9OtG72pvvTsBmyRg+IoZP3ZC2rJjeN3Lqfu+nHWtJtuDkDHvXmF/d+GtV+LQ0u2NlDrdk8V7fXjyKLksU2xQR5O7lclgOApxjLkj07j15+tTYZTsdOWyur2XcHFzMsq8fdxGqY/8d/Wru1T1Udv06Ujcj1FQ3Mwht5GZsKqkswBJAxyeP6U7AU9H05YLOaK4hjLNPcnBAOUeZmH4EEZFWbyxSa3nCxx+a4Yhio+8V25z644z6VyXg2O2tfFOrwafNC1gbS1liS3l8xTuMuZHP/PRsck5yFU123FIDO0PRYtP0yxglhiaeCGJGfaDlkXAOfbnFFaQYLRQSatOpBTq0MGFFFFAgooooAKoatnyVA7k/wAqv1Q1T7qfWkyo7mZYrMkJXcpAbrirOZR3X0qK1yI2+vepg3zLxVHQxvmSHutL+9buvFHyuc+nel4/CkAzbL7Un73jgU6STy1LE4AqmmoyTSBIoi/YcE1Owy3mXPQfnTU8wEtt5J9ajN1JC2Li3aL0Ocg1MkgdNynKnoaoA3vz8v8AKkLP/c/UU/PXjNNGaAG7jnmOjzG/u0M23Of50xnO4KOp5pABlfOAOe/tSecyg4jOKkH0prfN3PrQMgs7W3sVdba0itxIxdxFGF3MepOByfep/Ob+5mlDd85oosGgxJv7yN+RxRTup9qKmwjeApaKK1scgUUUUWAKKKKVgCqeowSzqojXJGe9XKKOUadjIt7G4SPDLz9RUws5uMr0960aKdiudmb9lm3AbOOcnIo+xy/3f1FaVFFg52Yd/p91JDtjjJP+8B/WrumWJtUAZNrY65HXvV+ip5Ve4ObasUtWtGvLNkQZfOV5xzWdYabdW6urRYU4IG4Hn863qKqwKTWhkmzuNwwoA+o/xpfsUx6rj8RWrRRYfOzK+wS/3P1FNbT58giPv6iteiiwc7Mn7DP/AHP1H+NJ/Z8zDlP1Fa9FFg9ozFXS51bOD9Nw/wAaf9huM/cz+IrXopcqH7RmR9huOuz9RRWvRRyoXOwoooqjMKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/2Q==) | SJM 156 x041 089599
Fragment af flad genstand af kobberlegering. mål: 1,5x1,3 cm., Den ene side glat, den anden dekoreret med indridset geometrisk mønster, og muligvis forgyldt? Beslag? |
![](data:image/jpeg;base64,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) | SJM 156 x046 089599
Ringformet genstand med udvidelse i to tunger i den ene ende, samt lille nittehul. Største mål: 2,8 cm. |
![](data:image/jpeg;base64,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) | SJM 156 x001 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt? |
![](data:image/jpeg;base64,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) | SJM 156 x008 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt, ubestemt. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA+d/+Gufmcf8IpwvOf7S6/8AkKmp+10zNt/4RLH/AHEx1/79V89SLGEJTcBwN3Q/qKjxHDMA0gB+hPf1r5/61W/m/I7vZw7H0Mn7XjvnHhFcA4yNTyP/AETTv+GvPmI/4RPBxnB1Ln8vKr5yaRVdSjBBnBC8g571HNMGulwwZSM4U/hS+t1v5vyD2Uex9JL+13uXI8Kd8c6lx/6JqvJ+2N5bEHwjnALHGp5wP+/NfOsjJC5Utx/eHOfbFUJtShlYAHKdMLnJHpT+tVf5vyD2Uex9KH9sw8j/AIQ1t6/eU6lwPqfJp8n7ZQiUM3g9gpPB/tLGfzhr5m4eSTf8gDDC8An6nrintGvmNIu7C/xdz+nFT9brfzfgv8h+yh2PpSb9szy0Zh4Q3HBIH9p9f/INN/4bMdVZm8GgANtGNUJz/wCQK+Y5PLhUSsJPMfgKxJB74FWvtCzRsNyrkdTgfXIz1OTR9brfzfgh+yj2PpNv2zhtUjwhnJwf+JnjH/kGopP21kjXJ8IgHPIOp9P/ACDXzcIxDGoHJYbsMMDnJ+hPWliJeQjZhcc4wf5c0fW6/wDN+QvZQ7H0lB+2iLhcr4P7Zx/afP8A6JqST9s1VOE8IFj3zqWMf+Qq+Z0VTcv/AKyH6A/N14OfwpFkS6JB3Ku4nO0DJH8x1p/Wq3835B7KHY+kX/bWEa7j4PUc9DqvP/omnr+2kfJWR/BmxT/1FP8A7TXzXLDBHGrfIATnK85B9KhExlxgISRtAxgL3wT+VH1qt/N+Qeyh2Ppu4/bQaBgB4OV+cH/iakAe/MFQTftuJGx2+EY3Uc5Grf8A2mvmadzIQrhlAbDKDwB/jTGSCNlCbd+futz+Bo+tVv5vyD2UOx9Nr+28sih18FyCMjIL6iVY/h5P86cv7bDMpb/hCuM4/wCQof8A4xXzPcvJGN2yLLDG4nIx6daoyXMixqmVfcPl+XAA496PrVb+b8EP2cH0PqZ/22GiBL+C8f7uqE/+0KP+G2gqFpPByxf7Laqc/j+4r5Na8lLSRzDep6Fscml3LtAVXRfu+49T370vrdb+b8g9jDsfVUf7csczbY/Bbt6n+08Y/wDIND/txiOR1Pgxfl6Y1U8/+QK+Vo+BHIvI6Hy2wCOxJHWp2YupfYoDAYVOT+P1prFVusvwQvZQ7H1In7b7TYMfghipOMtqhH/tCivlaX9yFWD5Bn7q/e7ZopfW63f8g9lDsd9c/PGEj3IO6cAVEh3ccMeAOMDt0JpksXlzAeaZNvzbcDnn1xTkuWkwdirzgYB/wrjT11N2hskavlnfoBhM88/hXKeJ/EVpoqr52w9VWOJC7lvTGTWZ8Uvita+A9PkUyma9A3LCny49yeeK+YtZ+L+t+IpmR7xYFnLEND8rgHtu69O/tWsafNqZOTWiPdrr4taLJqS2hukactjaSG68Yz0FdVa6/atgGWOA9QudrZ+mcV8eNZv5LNGWbuCB6n1rQhu7y3VZBdTJcKOWSRvboav2cehPPJH1k3iKw+1gKd0inGQ3Tjtgmr8WvQyOPLnXaRtLFgx+v1r41i1a+0+R5La8mhd+WKSkZ571pab8Rtf06Tel40u7GVuBvB/E8/rT9j1TD2j6o+ulvt8+5R8oH3nXv2wc8VO935rAE7XBA3r82PX/ADivnDw78b722laXUcsh4XyT0+obPvXuuj69/aFvFcRsGjlAILL7c1jKLjuaxkpbHWx3CFVBZi/Qkk/qM8Uz7TcW8rlEzAQTknkHIH5dT+FVIWd1GyRfm6qG+b9BUlwSqlG2oQTypxkehz9f0qb6DtqD6htl8qSY+YRvBRTgfiO9VdQi8xP3DI5T5wc4/X8qveS1yoEyiM9GVefmx61C8cUbso2tgY3EZI9h+Qo9Q9CO3uJpLXMioGLfeDE89hUsLyMuQEKjH3QcdD3qushC4jXCZ3HPAUn0Hr71YDFYnVAgA/ug4Jzz2pDI3X5d7yDygSV25z/nFUpEjtm2q+13O75m5Oe/rUOsa9HpturzyFYlOXbI59OvQe9edar8YNIjR/JmEkoHCQnf3/KrUXLZEtqO56Pezbm3o2Exkk84+orEuPEEFrDvEkAfIxv4Vea8B8SfFjUNQikhty1qh4DbvmxXn914iuri6iaW5nZR94byffNdMcM7XZk6vY+l9c+Iel6bLzdRu4XO6M/pVTw78T9N8TXTWUdyyzZ3KjKBuA9M8Gvnm4YXfzRkSNgqWZuRn2qC3M2llERmWRWyJEOCvpir9grabi9oz693iT5fNYZOBtbPertr5r8bikajHHU+9eZ/Cvxt/buixQOV+2W6iKbzWYsR03Z6nNegwajIZMGdvZcDFcTVnZnTutDY2hXLRy/O2MM2SB+Haiqn2n7PGeGBkPJJwcn2oq00RZnf3c6tOA5UDGAW4yfTH4Vz3jLxRF4O8MT6lsBaMbYlJPMjcD8OldFMqs7EkMOcBRlhXz7+054g8uXTtJikykI82UrjfubhR+XPTuKiMeZ2CT0PEfFviq98VeI5bnUppLhpQ5II+QADgYyOP8a5aaGSB7SRyv8ArdmFGARg8D861Lqzjk2y43yRv95s45OT/n6VShCxTs80gcx7Svy85J6ZPvx9BXpLRaHMdHExWFcsFG3Iqu0mQGDDa3HXpioJJJriNpHTjb8qk9Bx2p1vYmcqpWQtgtx0GMZrNWB3FkVH5ZfbA9aZJEAowOQuMLR5I3tubIXpk/rTFuGkUoRhCc9Qeef8a0sRciuEbaoUrnvjrmvW/hJ44nOuf2ZqMqtbzDKMAMq3GMnpz/SvKVVhIAwVRnnjrUlvcTWdxHJCxjmiYMrehHI/Ws5R5lYuOjuj7Jhup8xwWzZPAwGI2+pNaUlx5aOSTK5JIeReeORkevFcF8O/FzeJtBivZFPmriOReWwfU13S28l1AbhmVYFxgFeTn0/KvO1Wh2eZNFgx/fZX5IVQM7sd8iiHz1AdiScljuxg+gGBn1pJA00ySuqsF4IjY4Vcf/X/AM5oF1btOwDgHBxgbjj0HvQA3d8rmaMfM5C7VOCBmoVuTHuLv5UagkbhkfU+g4qdt0OQykq3J3cHH5/yrF8a3H9m+F7+ZU2zfZ3VWHQZUjpj3ql70kS9EfOPxW+Idz4w8SPBGWTT7V9iKPlz7n3NcUs5snhVGDK3RcZZiT65pJLeW4V5I38xnOWJ+9n1NOtLNrORpLuVSMcLjhf/AK9etZJWRx+pQ1DeGdH544x647mqarvbcOp46eta+p28U2GQ8k4HPYf5FZ1pCPNw2fVR/n6VotiCeG3KxRHfhu3NSrI0szoSuCfQVJIsc0as+793nG047UQqJJCc7RjJOeKm5RLo+p3HhvUlvYJQTFINw7MO6kfSvovQNcTXdOgvrSbImXPyqBj26186Nt2urNtK5YjHQH/61d58GfEU1jdTaQVXYcyw7kJAzjt7Vx143XMjopSs+U9wtZmknDNtnkAxllwO3pmiqcck5mwYYz2DMCM/hmiuI6bXPX1Y3bbgfLGScdBnNfJPxmllXx9rcs7KZPNRUYsDgFcD9K+sJfJVgwiJ3NtJQn09K+QPjJYz2fxC1O3mVo/NuTKjkdUxleemOMfhWtPWSMZHBY8rzFdGOSSvzfe9AeazIWlluI5AY/3chJEePmx+P1qxqFw8KyMhDc4QMuCevfvx+lLoKi4nd0dfIhO48HLN3/DJxXfsrmBcQmFoyWLNgAgj26057Oab97u/djAPOKjWbzpbhVXDYBbdwOOn58/lVyOObZtLKnTJHP1/GpTZkytDCUlUlguDu3GprO385pJB/qxySenriozamS3ZVfdzzk4p0MphjZAcKB6+9J3a0ESTKdxdwzNnnBzx6frVaS4GXRVLS54Dfpn0q7HIJGYA4Lf3j/ntVC9hSPzDAigvjLFiM+3T/OaldjY9U/Z68SNDqF/pd1yTtmXacrnOP8/SvpS0V5stlSe6kcqK+Vf2dbEyeNrqTcW2xKpC9OSTtFfV9tDIsjL6/dTG4cd+tclT42kdK0ihbqM7VAcKpIGApBbjpWa1p9omLpwVym5RjNXpkkZzkMoAzuXnHT+tQKrJcO+dgA+Vi2T3yen9ajcBqfLGCFLEnbgnPHbt0/xqjrFimqaJdWknzmWJ0Zz/AA5B5GPqKuxt5SEuT5G3PQ5PtmpJJA6gbPl7qSVOex+n+NCdtUD1PiqaCTTb6/tmykkRZVH5/wCNZ4b7UwBLSAcEdcnr6+1ei/Frw+uh+O2dUCQXa+aoHcdzXDWkflM/kqWQkgu4xj6Dv1r1VK6OO2pXkZUYrgs8Izkj1/rVa4Zd7KBtAOAwHGcVZvg9ndm4LKQx27QOen8/8Kcy/aI8Om1XXPP9ad7BYriEn5Sc59KtGEBmiJzuTB44x0qvhrdRkk59BU63GY+RknPXg0xAypDHI4UkEjgflRpepT6PcW94reVPE6t8o/hLYIpG3GPd93ZyeevtWdqUxaSOCIkyM6qykHBHP+FQ0rNMuO6SPqbTJ5NQtI7yF964BkDNjGevY0Uz4Z2pXw/b25QE+WCSRnr3/nRXkK7VzvbSdj2eSfPWJjIGBLYOMjofpXhv7Sng2S/s08RRbTJaw7ZIVUlmXJOR9MmvdTBLcQ/cG5+i7ie+OhrO1bQxqFjJb3QDrIpRlBByCCMdPeqTa1RnZdT8+dQs7qa1inBQKql8KuQBwMHnnmtLS7WCG3UKxYuvlliOpHNdL8RvBr+EfFV3pgWQRKd0LEHBQgMT07cj8K5yGceVHHjy3j4IPGTnOf1rv5uZI5noW7ezjXzdsnzPjdu46VfuEU/JuCsuB05+lRNtW3JkO3POPWsqe6kmmkkLdTkc80K71uQzSuoB5ZCMqFRggDGc+9UNwj2bgD7NTlu5ZZgXKJD90bjklqGTz7ttpDBeQTwDRtuOw3y3C5jCh1cZJPvzTJFBYI0x8xhuY45+oqeVTEFAZXz827PPPauq8DfD+78VapFcPav5AHXH3xn+QP8Ak1LkormZpGPM7I9J/Z38Gtpuk3WqTIU+0Sbo+APlAABJ/wA9a9uaZhtbGwn5eSecemM1S8O6T/Y2jwQIhi8pFAUAe/61qkyTKyybQQMYXjntXD8Wr6nS+wsOqXDRv8wKtldhGcD2Pr/hVMwzNGd7nnncW4P9alRmXzWddwPy89SadJcIrFg2EVRgKvJ/Gn03I66FdpoLCGTz9zFRzhWY5NSPaxuxklkAPXcMnApLuOOzjicMBLJyNzAnH4/hVa3umk3xypgqR97I685oemjH5o8y+OPhk65oovbVGM9mWYFwMlT1HA7dfzr57VgqusbtHKGy/HX1FfaOqW8d5D5UxZoSOF7EnrnP0r5e+JfgmXwlrEksaMbOX5lbbx9PrXXRl9lmE11OPnVP3fyE7nBBA5GM4z7daSZcLnr9PWnQ3EbL8jA8ckU1WaNQN3nAnluMg5rqWhkyN4wy4Py8ZOPpUNvC24sfu9iaka6VWkRfmkHBAPTp/wDWpYGuZOBBvc85H3QPrQ5WWoct3oTYRMFm2L346mp/CuiHXNeF4IwkKMFiJONx7tU0fhW81ZUW5bbFw2yHqR7nB/IV6z4F8JiOzWXDBV46YCAduf8ACuSrUTjyxe51U4cr5pHougRm3085TcuAAwJ7Yoq/ZqsVmmJDnbn5TgY9uf8AOKKwinYt7nomEjYsMZYgDBP61VkUs7bpNjKOBinsWbIBw2edyf59aYHwoDSEseckehqAOC+IfgC38Z2JMsamWInypgo3D8q+aPFXw/1Pwve5uIS0KsP3ijg+/tX2tM/2qMxMCyrn7rY57dBXN694cs9VtzFIquehL8lu/TPp7U1J09tgaUt9z4ta3WSJgEXeDxkn/PWoJLeLyWdlBYnpmvozxB8H9MulcQqpZuPl6jjnp+FcYPgldW0yEyNKhO0AsAAPyrX26tqiPYt7M8dj3TzLEIWBbkIBnIx6flW1a+H9QuDsjtXGB/y0GPy7/lXvWg/CeG0WMOsSsw+8sfJ+uOuP8K72x8EWOn5kWBMHCllTDEjrUOs3si/ZRW7PAPCvwdury6hnvB5qnDbMEKBnvxz/AJ619DeEfCcOispWLypB97H8XtWolnBblWt12Fjxx175HFWvOKzqpj2qyjDA5I9vas7uTvJlaJcsURNvW4+WPbCcDJ6cdMUtxNJH9xDOehViQ3H4U5VSSZp87G5CmQHI55/z9KjbcwfbuctkggnpmmQQzwyyKAxARh/DnJyRwf8APpSQ2sDRrgDzFPKn+uPrVqOSPcse1TIynDckg46VUmt2ZVDsQx+b03fp6ClYdxHjypcQKjx8kLwDjuBnv/WlS3a4lZmwH479PYfTimXKyBjCinKYIB53Y7ZqWRvMVW4MjHaUVsbaYakWoeZ5jkgPtBbgEZPbn8a5jxFpMOuWiRXihmYfN1wD6Z610UkUtxlFcgD+827n+tRzW7fKLiGF3zguu4le+ef5Ua9AVj5/8QfB3yZTcQggOMhVyB+R9qwl+Ht1HyIJcZwST0+nrX0neWkd0gEeF5HzYI7iqF1o8u3EcC9dmeBnH8VPnlsmNRju0eB6b8O3tfNEluqJIdxk38k+pwP511Gk/D+OFsOgDDHzde3/ANevS49DCzAOSMY3KTnP0rVjtIfMcRKIwDu7dP6cVOstWyrpaI5HSvDISMxmGONevyrxx689etdNb6ILeNDEyls8jZnn25q3Mpwu4E5OPlbOfr68VYCjzBIFVWbOOD0A7VSIbKywgxtEWEmAAdicEZ/pRUUNubWZHkPzMSzOCcBvTj2oqlG5N7H2Iv7H6K7MPFRGTz/xLv8A7bTB+x6yvlfF+1e6jTP/ALdX0fRXv/VKH8v5nB7afc+cR+yAykbfF/HQ50znGOnEwpzfsgBjk+LTuxjI07n/ANG19GUU/qlH+X8WHtp9z5x/4Y7iOCfFALZyW/s3r2/561Um/YtSTGPF5C5zj+zc5/8AI1fTNFL6nQ/l/MPbT7nzXb/sZx2/yjxbujxja2m/186kX9jXZKrp4wK7TnA03/7dX0rRT+qUf5fxYvaz7nzYP2N1Exl/4S3LHqTpuTj0/wBb0p0n7HZdSo8Wqo9P7L4/9HV9I0UvqlD+X8x+2n3Pmpv2NFkj2nxaDxgn+zP/ALdTF/YxEa/J4vw2ck/2afy/11fTFFH1Sj/L+LD20+58zQ/sX+TIrjxjzjDY0vGf/I3FK37GIMjuPGG3fjP/ABLOev8A12r6Yop/VKP8v4sPaz7nzT/wxn8w/wCKvUqucK2l5/8Aa1RS/sXNI25fGflndk7dKGD9f31fTdFH1Sj/AC/ixe1n3PmCP9icIxf/AITNt3YjTMY/8jU4fsVkNIf+E0Y78ZzppOP/ACNX07RS+qUf5fzH7afc+Yo/2KVjmZz4w3jsG0vp/wCRqJv2KvOx/wAVj937udLyB/5G5r6dop/VKP8AL+Yvaz7nyuv7Dm0sf+E1+92/sngcf9dqmh/YkMUbKfGYLHoRpWB/6Or6iopfVKK+z+Y/bTfU+XG/YjY9PGoHP/QKz6/9N6Y/7EMztk+OhjoB/ZHQen+vr6mop/VaP8v4sPaz7nywP2HW43eN2Pr/AMSrg/8Akaivqeij6rR7fixe1n3CiiiusyCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//Z) | SJM 156 x013 0903 Mønt af sølv eller kobberholdigt sølv
To borgerkrigsmønter |
![](data:image/jpeg;base64,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) | SJM 156 x014 0810 Mønt af kobberlegering
Kobbersterling, Erik af Pommern, ca. 1420-1435 |
![](data:image/jpeg;base64,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) | SJM 156 x015 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt. Dansk penning, af ubestemt type, ca. 1286-1360 |
![](data:image/jpeg;base64,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) | SJM 156 x016 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt. Dansk penning, MB 546, henført til Roskilde/Nørrejylland, 1320´erne |
![](data:image/jpeg;base64,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) | SJM 156 x026 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt. Dansk penning 1286-1360, kraftigt korroderet |
![](data:image/jpeg;base64,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) | SJM 156 x028 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt. Dansk penning 1286-1360. Motiv: Stjerne? Kraftigt korroderet, buklet og slidt |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD5h/4TLWm2H+29SJQqH23b4P4Z78fnVbVPFWvZjlXX9SXYPlC3syhmIxyA3PJHHuPwpxwq0alx5QdQgUH5iR1/l+tRXluzx20efN8xw24qAQAcjj/AICOnNcLbMzV/wCEs8QbmA17UTwel3Ic9O+f85oXxnr2/P8AbOpuGUkqt1JweD3NYjLwfLXaecjOPQ44PoF6+1TxsfMBVSMr+IxyM/nRdiNaXxhrPlxSJrupMCxxi7k+Yev3qr/8JnrYjZTr+qbv+v1884468dTWWin9+rLjD7QASBj39utL5cirtG1XLEAEdcAnH5YFO7ES/wDCYeJk+T/hItUJZkAZ7qQdWx2arL+MvEMcUn/E91TKjcGa8kHPYdec4FZYjDYVgQjE5zyVIYEVDdW80O4E7wThscEEe47f4U7sDZh8Z+IRMSNe1Iq670zeSHPUEfe9ail8YeIhCZF13VBtyWJv5flGccjP86oSNGqhguXzyjr1z9P92o0uA0bYLAyIWJ25I4yM49f6e1DFqaP/AAmniPyVceINTlj37Qy30noPf6/5NV7rx34kW2JGv6mG2sci9k7YyfvetVLqR/Jj8rywJNrMS+AWyPbPQEj6D0qjMrrtJWNN2CcqSMH2/MVOo9Tch8deI4tkcmvaoW2Ak/bJOvfB3c9uKjXx34kWYr/wkGpsNrBT9tlOR643cEVjNvaOFun3eWHVuM9O/Iz9aYylSu44k3kA9f4m9Pai7A2H8e+I4p8nxDqhjI3cXkrYPPA+b0GfwFQN488Tqu7/AISDVHT5cH7dKvUcj73bisucssbYB+6fLI47cjjr39KazeYsHZmOT0GOuc/XgU7sDQuvHfiTaoHiXWA54G2/l+n97HXNMi8e+Jyp3+JdWUFPmb7fLxnnj5v88fhkTQiaGFmOZPLKkjpySc465596p7pG+R1AZiVIPAYcHj3607sDoH8eeJ/JUHxNq5+YoduoSgrx3O7/APVmoZfH/ixlV/8AhJNYRdmG/wBOlxnjJPzcdT+lZENuWtSjkMWYFdrd+eh/KoSz28JCoXiddwfuMYPI9wCPrS1A27jx94qZkI8S6wiZXf8A6fMcdPRvSq0XxK8W8BPEmrP8+znUJj+PX6cfWsYBo8871zkIo4xuHIP0J496r4DSySRBwoyQjAg7jgdOwz/OndjOgk+I3ivyH2eJdaabbuCLqMoyOBgMW6+maqzfEXxW0I2eKtcG1QDnUJgwYY4Pzdx/nvWTNHJlxG+JDkZPA4B/I/NmmzKxYN0LDeSOzA4x/OjURoXHxO8WsrsPE+tCQKX2DUphjGAf4/x/GiufvIVkkkkAU7ldTkZ4Izj+f5fSii7C57EoHQjJb95wOWGAParqyw3G/eoEq52gDscAEeuSBTLTypod+A4U/I5wSOeTx04p0mW2EMFw3OOrfh/npxUFlNYJC2WIV2PGRjkH1/E9u1TM3RT8ysCGZicjtjp/nFEMbsxjZcufmVcYwRxgfXnv3HtQvmxyFCcngc9CDnpjv/hQIrxlYVYs7Mo4PXPU9fT/AOv704FZVZR93dgKwOOVB6+2QPcCiFXYTbnwxBVEI9V4B9ahmjWEN8oQFcSHAJ445/M1QhtxujmZyrD92ZBtxwQc4PPpn8qfcsFuWDMGXGd27kZ4zx6HP1/DNOWV5lkwMLtf5sEhTgcfnjjHNVNsv2W2uAoJzzGxBxkA7fw5H1FMRI67nCiRGbGfu8noev0H61UhTcqplflfcGX6n8uf51PFLuusNkQoFUKmQQRn/P4fWq+/7PsDFgVQ7sjqOByfx/SkAbYNzncqYI3kqQCoGR9ByfyqG6cG4KE4OMEL3/yf50ybVLS1UvczpGmGyzsMBhnHH4n8CKpHWrGOYAXEUmFXLZBz9M/iD+FSBam3QwxIcsJ5SAyAbUOOCcnpgHkdeKivIwFxGxMiMDuXBx8o68+1VpvEVgmxEvFz98RqckZGcD3Hp71Pb3FvdLI9oyOrSKSEIBY8DPv8v+FAhbjLLGqKSNrdT74/UE/nntRDvhtx5jedk8PjGQWJ/A4x+VPWYwTTAoxKuzEsMAZC459iDSwrHLbhZW2J5e7PVv4skfoenamMq4EMbxsTj5nVjyOo/wA/nUEWx/MRlZwx/iA4wcZ5HfP6CrlxGkcewbWbftLbjnggZ/Kqi5VS3ylNoUrjJHAGPy/lQBBdbre4iJVVCgbsHgnGP5/0pywjcwikxGQ2Dnp7e45/lStiSVwyLjcGjbdw2cHGPr/I02MqscaMmducHueSe/sf84oAqyyYLMCMli8fy8Z4BU/r1/8A1RSQlpmMbKHK8Z6nP+J/CpL5QuUjPGAoLEfMuMAH3BpjRpuV2UB15Dbc46/pmmhkd2phlV5AGUPtKk4zwDyO3FMdflgjcFcgxkHPUe/1zVpi0pVG2sSNrEjqd3y8+mOoqqxbdG23y9yYPIwCDgZz3Hzc/SgRnzQ71MgBIztIBz1J7/h+goqa+VvODKSqyuVTHbnnP0J6+1FIk9mJkOyRdvzL87bcZJz1z/nNS7UXYArbVAyCCSc5Offk/wAqmnjXL7JdynkMOeDzn6ZqvatLcW4LIqjggq3DDb19emePakalS6sWvJoXFxPE0ZyBAR8w6OHByD+VWrtHLxymQAqOdo6jdjOfTBH61P5JeUsWXjPzZPc/X69+1VZikcMbL8xztORnBHBB6kf/AFhSAj3Hz3iHEwy/zAkHaQpx09QMZzzVeM3PlyeaIpHEmE2DBCBhtzzyep9wavyLunkYtzuyvtg9PyHP0o2/PIQRvfhV+8meuOfoPypklB42hjkcYIZMHGVH0Hp1FRfaAsLTM2MD5lbqMHG73zxVy+ULbzyqCqRocmM7vlDH/D9K8s+MXxosfhzp/wBgiSG91ycPJ5DAslvgMQ749wMDIz7UN21YG/438daJ4G0mW+1S8VYVO9BkbnODgAdf/wBdfMnjP9q7XfEDCHw/brawmbak8n3jnIBx6cAZ9QK8/wDEviK/8V3Davr1ydQuyGd4WcYVTkfKOg6Hp61yC28zXBCho4W3gq/IXPXAPb8T196lVF2E4stan4v8WeKtQkS51JyTkjfMyoR7BQar6k3jLSYWnKTNCmcyQ3TFc+nbmq9vpgtZi81yBF5ihFjXdznnDHjB/PpXXQ6x/Zsb2tveh7Zvl+Y43HPB5GO9P2sug7HA2/j6+EwMl/dW0zDcPMlYEckY68civQfB/wAdNf8AD91bo94Z7XzVdhJ973Ib8f0rO1OzW68xbvTrOS2lGG3INw/EEHAz/KuC1DTR4faNkmE+nzt+6y5YwgnKqSQDgZx06gevGsKinoxWP0V8D+I7Txdp8N1b3CSCQ4bHIOQPfrzitmztf+JY0HmbtzsuT94fewM/QgfhXx9+zz8VI/Depf2deSBbSZwyk9ASent1NfX9ndw6pFBdW82795vXa2AxAwf50pLl0EJcTPO7v8wf5S8ZxgtgE/rT4UFvIYwRsUZUDGBjPPTrzTpkMkiqD5YyS2R1GOc/99D/ADmpEl3tGlxtG9Mls85PIIH4fpUjMzy49xCxLGWwe3J69+vNSzKnnW6F08xx5iuznHBGAD7jPFTzQRquS+WV23bhjHzHHtwP5e9NkjDKisuD5mVGR6Djnj1/KkMyriHzLkDaFik4WMgH5jggj6EH8zUsRkkuCseMhSqlhznBOB7e31qVoXwXVCXjHl43A9htP8uajll3TySxIoGSQd2D1A/kaoRAV+VGLOrq28Nk88HI+gwabOVmj3ScKoEj5GR0+YHP0P5k+lWLgGNklxgHkJyOeCRn2IH8qEAY7So+SUEHGCwwMg/UZP50AUr63LW4MiLExAAbgAngnn3/APrUUk1wU2xnPPJB4yA5H5Eng0VIj2mOKJmeMR7Tnbxgg9c49v6j60zDSMGB/dlA20DkNwM59sEe9XVQLs2EFXO/cT+f06foagUiBl24Pm7sFl7gE9aDQh8lMnywrGVsHPHIPU4/GoXhM6RnBbGT29Tx69TWhMqKzP0jwGDDnHr/ADqIHbM3mLzuO7HHBxznHrz+NIRnyKFuJnIwFOcN0Y9CeOuf6UwSRNkoEDN69RkZH61PeW/lASBwrEA7mOcg4P5YH61HMkUyqSfnfDrzzuHI+vSmhHLfFHxUvgnwTqGpPOEuSGit9ydJH4VuvIB9eOK/P3xNrt3qGsySzztcszGUs+XfPI3dycljn8/Svqz9rK9kj0/RbQSmIxiRi7EDeu9Rg/57j0r5KttNli1TzZImiaaIIis3uMd/1FZS1eoJl9pI2VsHc7HPK9eBj6ZPP51kyJI00srtJ5RO092A7duegHPr2zmtG4tikQhdm8tzhmJyHIJPI/L8qhijDsY4VVZOUZmU4II5zj0xnH+NJLQd9TMePzFEU3mOVb5VwFwB7Z696dYzWmpLtlQyRJlSpXDcAAEH14zxWhJDIvlyqyRggBsn5SemMjp3/SuW1SebRL61k2/Z1kcszKCQuONxPYc49vxp20FdN2N++0O6siTbzs9rIC0TKefTBz27HHNZJj+2QtYXyeSsyCNtoIXPYk57E1et9q3cSzztGhDYDZ/u/Tv/AJ6VBrsM1y0kaNlARwQBtGR3x0/wFC1FblOdaO40K+axuSPNU/u5Ceo57/3hivpP4A/Gx7eSHSdWkYtuCwuxwccj88GvB7qzPiXR3sZ966jHu8psHfvCkoAT37e9c/4X1a4RUeU+ReWz4bsd3Yj611Qlzqz3A/TeO4W8iLR7trcAI2Sy9uf6fhU0ZGYxL84faCXGOeCDx26fhXnnwR8TS+K/BUU+9i5h29s7lBUn+ntiu/ulZbZQJNnAA7EqT+HP9TWbAfcKkjF4U56yK5JGNvTn61TikjkVQAdsThF4PzD1Gevf9asiZnZFcpu2sSCPvqMEbT64x+YqN4Qvl4+YYz07dfxzn+dAEcEayZhAfd5fy7e5GB3+tVZSlusnlsFTzcbWHIzx/UVct9lveI+zlWMbbmJ+UgEHnPGRUDWb/OGkBjcbvT5sZ5/AgfhQMpXzuy7eMbwGPXqcH9SeePWmSXAWMb8RSbo2UOR8xHb8gfypbqMJGBjIJztBxk4HHuacrbbZQRudFY5IOSchh+GePrQIjTy5ZmAKlC24AYIAPO39aKjYMpKhAOQ5Zx8p2t835hc59qKlknuq4WOJ41Lhxxnjg84/Mg/nUDKGkTcFGfmDIf7wIP61bjjWEyyEj92cheT68j9KkbHl4jbKqM5zzg5yenr/AJ60zYow7ZppWd8gZQqw5GcHHWoIZJIlRpdoO5t3pjkcHPXtye9X4I1lhL7Oc/P8p5wKrLHFGsS+XkdQcjJ3cUhFNndXCMGf5Rt544zxj/gQHSljt93kKrNxwuT74A+mcVaO1pI2DBUH3d3HOc4P4DNUxbligyqBXHTuwK4/PP6UEnxz+3T/AGoniLSZxK/9lxQ7VVU7GQb2yOvb8vwry64vGms7aRY921suoAO1cZBwT2PQc/1r7U+OXwoHxY8JNaRuttqUJ3xSODsOcZVsDoeDnHBA4NfIPiz4Y6x4F1P7DqkE0aMu6GfeuJVz1BDHseR7jmspRbdyuZJGHdKb2GfC74lJKysOcDkcYGKwIb9o7yMMzKeTud8AZ69e2ARg+tb6sI4ZHtvMw52lc8ZB6fn/AD/N0Nu0N5H59jE0AU71ZApIIxhuvv8ATiq6GKI5bfzLOSJ7dkVlwWhXcEIIweDwP8a43xFG9zpxtWi3Kp2MjyY+U/eww6HqM84x6Cu+1TT9NRbdbMeeGZCjdJEcjABzzj6VzV1EbO4UXCMTuZHDk7u5AHcdvzrGm5SNvdWpi+F76z1EQr5UkbRoqh3G92boW7ck859frxoxXmn6hfsJoMQkbTKCwLcYOOD/AC9Koy6X5K5tJJbSZCGRUJwe2Ae5H+FR2OqJHfxWd/EY5DlUkhUNufBAJPqCBwfUU3zK9h6SLetaadK1uzurWYy20gFxFJNGBI2SCQcE4IORg++K5nxvF/Zfji3eFdsN7AHK4+UEFsY/Wur8RRhtJtzAd2w4CqDhvTBPTjnHvj3rlfHDG8/sW4Em6SER25OOSctjP4Zz710U27pkd0fYH7JlzJN4Pl35xHMwVV4JAOSP8DXvlzCqW+0/PgdcjqGyfwx/WvFf2VNHksfh7aySplruUsueuD259a9puTHHb7y5VRyXc8Z7dOxOB/8ArrSW7EQSQs0CFf3bJuX5erYGPzPH5io1hWS3VgpQbAAvb6j8/wAMVdn538YlDKdw5AHAz16cfyqCHfHFIkq4Y8YPUc4/LnNQBmeXIZpyI2XnuRnJXB/nU16jrcBdq43MSWPBIBxxj3H4Ypl1brIqyONgI++vBAGDnP4D/Ip8ys0x4HmM4IAbrwDx9MY4/oKYyrP5cxYbctgkZI7cEduQD26596qTonIi4dZflbqeRyB75I/+vV4bZvtEmQjowD985ON35j9KY0LeTwyllcFjgjJKHaSMcHO0H6UAUZofmtDtXAY8AZG7GOv4/oaKtMiyRqqLubO9mzxuwATn8R+JNFIg9smzHcRREfu24OD1xnPHccj8ql8rbG42KJEJAKgAgH0/SorjORJ0YnHYDn+Y4/OptxaYM5OCuGyMrjPXp17/AIUGxUT9yzrE25NwHfJyPT8KZIqyKRw3dckg5Bx/PFWpreTZlflGR9wEkenIPt+GahmQR7cLtON+euO5/X+VIRA0hkwmcEjAJOCw6g+tNWIR3HGxWYEGQ8gY5H88VI/lW8asX2xBPmLED5e3J4zkHk05E2yblcBHA2bh1x/+ugQzCKrgBc4L5B5AHBAri/iR4Ft/iB4IuNMEMKzld9vLgERSA/KQeoz39mrsZt6qwlCuWU4GPc5/x/AVEpRYtwcKuM4Iz3P0PXP5U90SfnHqWm3GjaleWV0r29xbyPFKowFLDg8dj6H6e1MsZhp7O0kcp8wFQ0jA5AGOOQR/jivon9qrwHssrTxRb28Yff8AZLuSNTz0McjYxyPuf98187NZ3DWoRAHMYMmV6ryMZ9BxWa0eoMmkWOZZJWiWSNVKueS6t3wFYnOAD+BrBvHi1PUJb25fe5kAjV3DHGP4sDryPU5rXsoRDDLIXDkYRlhIHAGRnuCSD+OKy20mWbMqoyEzn92xLBhjg/ljp/8AWolohIu6XZreYVSBFK2AC/oeDge+Dnt71VvfDkcd3A8g8yYS4mkYM28nnkY5yen/ANfmPS2li+0GaXy4PN8oTx8kEg/MeeuSK09S1a6ZLf7bJFcueWk29QAD169iR9RUXa0G12OW8SSeXatEsY4OV2HJTdwMg9sj8Kybnwfe6z4i8MeH9Oh33t7KZDHnIVRwHJB4+96dhWnr14t0ZJmjMlwu0RQRkku5HyhR15yelfT/AOzP8E7nwlZ/8Jb4jVpfEGoQhUjkUEWsHO2Pn+LPJraPcEeu+AfDI8HeHdN0qEFGso1XPHLYwev4g/hXRxyCSaBFjzE4ZW+XdwecH2GAKZG00dw0bnEbtgvwQAAMkcdMj9aS4kkSYHaPKRSpYZwW2kE4xx2pjKzRxNMEAQ+VH+7P3SOSvPrnb39qVf30bIG8veNqtjOBkexzgj9ac67nl83Cknarbsg5PX+dSSqiLG6BnU4byyM5Jwfz/wATTEZtwxjbHk5jC4P93aT2/wC+qiYA425wrHpwc5Ix+WP/AK9XiVmdSEwpbkgDDZGR+B/rWe28eeyJhQRjr94f0/z2oGRbFW4bnC/eYrnORjBx16ZqrJdSx26Mcvvb513AZBI/D2/LFWkw91KQpG4nHOACo7fofzprKE2gLt3AEL3BJP5/dFADY1K3gVZMBiwVW+XOdrDP5AfnRUClVWRlQmQM2e+CpIzz0zjPbpRSJPd44127EyAex5wv5/T8xUiQ7WkJGH4xz6dcH05pkykphdqy/eVugI43D2PNOlYMsZdip7uOSM/X2/lTNRI422mTOWO04Htwf8+9NkmcttIVhGCoPXd8wNTFjCpWTHBzvXvgcj86jmjiaMOG43Z4PDdCPp26elIRWVYnc5VsMpXBwcnOf8/WkuodqJDD1UHcuMY7598ED8DUvlrKyyRAOWAO7IyMHHPp6VFI20bth/d9s+wPp0/wpCIJmUNjhSfu5z83B/kcVCuY2VCFZedqY9Ocg59v1q1JGJo0fDF4/l69SMZ6fj196rTJ2OQfLLFT64FWIxfEHh2z8T6Fc6PqcIns7xCrgMQFYEMrYJ45H6Cvhf4m/CXxD8O9Zmtpw0lnKu63vIVJj8snhTxw2O3bHfrX37cQthCgXco3BTyO/wAuMj3rnfGngey8daF/Zeox4j3ZR16ow5Ujn0J/PHeoa6oD8/rC+jsYZBGnmquM/N947sAknnrz+PatNfNu7NZLiNY2RTjyQWA789cjGcV7JqH7M2pxx3H2SK1klXJRo2ABIzkMGx34IHTPesCz/Z/8YSeQjaclvIpAcLcxhCCBluGyP/rVlLUSPK5NNg8ua2kYs+4Fdv3853deOSP6fWrXhnwZrXjOz8rTLKe9uonB3ggoM4wGc8A7RnB5ODivorwp+y/becLjxDe+aQxDWtvlVzkk7n4Jzz0C9DzXsGi+H7Hwvpyadp1rDZwrwkUcYUbgMk8deR1PXJ5pqLHueN/Cf9nO38F3Vjq2sTRaprHlNgqm2GDPBCA87hn7x6jsK9ijjRfLVk+b69GwxPHqP8+0wkuI8swwVbgZIG0rwcD65/L3p+VvBE0gfyyADkbecdcfTj8fatLAQSR7jkENuOW2D1x79MVBIJJGIk4MXzbsY7DOfTv+VWI1kZH3kAqw3IvTb2wT9D+NQxvNuyhDKUCq38TgAH8+T+APpTAp29zHe2pPUhsjdj5T379Mc/j0ojLwoqgh1L4yARkFj2JPTI71bumt5p7KRWwJHHmrjABHbHuB9OtQyQq1ujFGILE4XBIGc5Pr2/L3oAqx71jiYlirKGxjkEKOfcdaiGG0uRtzo2WSTqCu335yCAP8irFqd1vEh5RVIBOB6kjg+hApiqkYkQO20lg6tjIOBg/z/GqAqthWlb5V2tGwYdCGU5+nQVArXCz7JUxtKlDHkgochufx4qxL95iSVVkU446gc/zH5VHG0n2NCrFyT0yO4xz+QpDKUriWS5WM7iVJHHByo2n6EmimmIrMp3ESpuRcDB2kEn27dPaipEe/tHneWYhEwec8ckH6jinfOsb5OWUgZOcdBn9MipryMLKWDbVYHHGMj0qJT5/mFNm0DJbuMjIyPx/WqLGSIrq26PejdCyjoTj8x6VXR0gjZRHIVXYcbTgrjGRj0FTSzFYyr5Rn45HAbApfLVGaFm52khm7rzSEVfMSNf8AV7VUDzGHGB1z6Yz1peFWQBs7sqfU9MH368ijaEyyZ3bc9eeo6mkulILsqjftGd3yA5Hr/nrSQDZNkZIQ7cv8w6YJ5/wNVh952TKsVzhiSuQcH+tO09p5FilnTyLmQBpFLBtnBJUnuATj8KjuIwImIGGYYLN0YHjHUf8A6s1ZJHcBC2cJ5m7DbSMrngUxowyysSVO4MpLeq4ye3cVL5wMjRlVPUbVPIyvB/Q0kg8vG3DRDdlTxlSMf4ce1AinB+5w+3BY4Xbg4z/9eqn2YLcIA5wylAnvjH4c559a1GR42xHGWjZAwYsDjnOOOvIx+f4w3irOqlJFG396sg565OfzzUDIGYyXTwNIon2556YH8+CentUSr5imB3/5bH75DDG3JB/MfpT5If8ASozMBuKkEqOVIK9/oR+dH2dZpAQrBGYEknoNrAEe/GPwoApxxomnw+amHjVGk5Ay3BJyfXJP51FJGFjUbtwVfvHknDHGf059qvyLKsnluF28NuwPm6/qMCqdxGRgxM+ChA2Y+Xgj+ZpjIpMK0gjCncnykH1weD75GfyqldDaAI1zblSysrdscYP0/nV6SRtsasB8y5AJ3ANyQPwP9KinX7RChRQIfuBG6HOaYigbciOVZEJaP5t3Q/L0OB9M/SiEgibknhguTgHhck59xx9KtlWiV5V+VUQZXvkkgj6YB9uvpVLZumZjkqflKuPu5UjrjkcDn3oAoSW7SRyRQSKjsTsLZxnkcj64H+eZWZtsDP8APvILsgJBbGP8cH3qfYZJWVvlHmOD6fNux+W1aMGbYn8SOpCjI6jH6HH5+9AzKbarSbh1VgeCDkcfrg0xoymxuNnAzj7mSMe/OKnwxaQY/egl1U/7pOD7ZyPxqNJhPvIZTFxIuQeQTnb+ZApgQzyhbhyvD84DL1A6g478dfeimXnyXxSWQlFyzEAj0z3+vFFSI+nD4L1g5zYEleVJmQnP/fX+c1D/AMIPrvk8WeHG0Y85MH1/ir1miun2UTSx5PN4D1iRBizJKtuAMyDn/vrFQ/8ACBa15gVtPZkA+8Zo/XOPvdv6V69RR7KIWPIp/h/rTtlbMAZOcSJyMf73rUZ8Aa82c2jEgYGZo8NjP+134r2Gil7GIWPF7r4f+Iordzb6eXkB4RZ4xkEepb1/z6uX4e+IBDt+xEcMCPOjOc5IPX1NezUVXs0LlPFv+Fc66z5bTfuhtpWaPgn/AIF9aZJ8OdfkjwdNbp0M8Xcez9f8K9soo9mg5TxB/hz4jDHbp+VwxH7+Mfe6g/NTf+Fb+I2jjf8AsxRIG3PH58Zz1/2q9xopeyQcp4IfhT4ijaYrYeZ0EYaePheeB8309zn2xQ/wv8Ti32mxZ5FQoNtxFz2Dct16H6ive6KXsYhyng118MPEkx400EAgAfaI+VOc/wAXbpUEnwp8SbYcaYS6uM7biIDbsIJ+96/qfy+gKKfskHKfPUnwl8Sqo8vSlZgTyZ4uvrnd3xVa4+Efis2siJpbMT0X7TDj9W4/Cvo6ij2SDlPmt/g74t2kJpaghcBmnhJ6k4+/0qG4+DnjFmVo9LztCqVNzDggEjj5vQmvpqij2S7hyo+ZH+DvjDzCRpG5ewNzD6cE/P64z9KiT4MeL0uB/wASXMO4Y/0mAkZxk/f9v519QUUeyQcp8mP8BvHB1mO/+xXGxYmi+yLd2/lZLA78bs7sfL1xgnjvUx+B/jSQ7n0bDeUYztuoMnkEDO/2xX1bRT9mh2Pk+b4GeNWlbGjHGMFvtcGWIAwx+fvRX1hRR7NC5UFFFFalBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB//2Q==) | SJM 156 x031 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt. Penning, 1286-1360, MB, kraftigt korroderet |
![](data:image/jpeg;base64,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) | SJM 156 x033 081001 Regnepenning af kobberlegering
Tysk, regnepenning, Nünberg, 1500-1600, rose-orb, kraftigt korroderet, evt. perforation |
![](data:image/jpeg;base64,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) | SJM 156 x038 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt. Mønten er en penning, MB 236?, som GP 2890, korroderet |
![](data:image/jpeg;base64,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) | SJM 156 x040 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt |
![](data:image/jpeg;base64,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) | SJM 156 x048 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt |
![](data:image/jpeg;base64,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) | SJM 156 x030 0906 Brudsølv, barre eller råmateriale af sølv
Lille sølvbarre? Form som langstrakt oval. Vægt: 7 g. |
![](data:image/jpeg;base64,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) | SJM 156 x037 1100 Bly/tin
Blystykke med hul/øje i den ene ende. 38mm. |
![](data:image/jpeg;base64,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) | SJM 156 x024 1103 Vægtlod af bly/tin
Vægtlod. Konisk, uregelmæssigt vægtlod med hulhed til udfyldning med bly? Bunddiameter: 1,7 cm. |
![](data:image/jpeg;base64,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) | SJM 156 x020 1105 Plombe af bly/tin
Blyplombe. På den ene side et stempel der ligner et stiliseret skib. kogge? diameter: 1,6 cm., Største længde: 2,4 cm. |
![](data:image/jpeg;base64,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) | SJM 156 x032 1105 Plombe af bly/tin
Blyplombe, 20mm. |
![](data:image/jpeg;base64,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) | SJM 156 x035 1105 Plombe af bly/tin
Blyplombe, med 3 indtrykkede tal/bogstaver. Øverst 4, nederst R, højre side ikke descifrerbart, |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDzKHVdQbAN7cAk/8APZj3qyup3qQ7nvJ8BckmVvSuU8QeLdO8JxQyX3mxrPIVUxJuPHzMcA9AoZj6BSe1QSfErSbWx86WG++zCJZPOjt2lBXC7iAhLALvXOR9M4NetyrsYanUw+MrZl3jXI2jyMsbrjk8c+9TQ+MraVgq61GzNwoF0Dnrj+VebeHbPwVf61LbwaXNBcy7kUy7l8wF3JYfNkEsknXByM+9Xb658MWXiz+wZtIf7dJaS3vnKMRrEWIlZn3cYJXr6jFRyorXQ9Eg8WwPcJENUDSO+xV808n5enH+0PzHrWut9PyfOkPH9/614jp/xG8LWd3PeCyniW2v4bV57a4WaMvIE+ZijkbUURls9OK7E/E1JI9VltNOlni0+zjvZ5HlVIxG5lKnOTzsj349GX1pWVth2d9z0FbuctjznPH9/wClSpcXG4bpWP8AwP61leH9Sk1bSLG+a2ktGubdJmgk+9HuAO0+4zitYZ67f5+9S0uwXY/7RMf+WrD/AIH9KkE8uPvt/wB9fWoxnA4/n7Uu5uhH5Z96zsuwywJpMffP5/SpFkcqPnP51H83HH8/anqTjp/P3rMY9ZH4+Y/n9KcGb+8fzpsecc/1p4zjp/OpBAGbn5v1pwZv71IM8/59KFzyKQDxnPWl59aTJz0peeKkBefWl555o5pakYUUUdqQwooo9aAFopKKAPJjb21zJmaCORkLbSyg4zwcZHcEipLTRdMi3uljbo8iKrssSjcABgHjpwPyFSwTDoMdfX3+tSxXH7sKMFsDjd7fWvYMeu5Vh0DS7W9N1Fp1slwZDJ5oiUNvORuzjrhiM+59aqzeCtIudUk1R7b/AImMkbQm6SRkk2MBldw5A+UcDpitxWLHAAPJ/i9x71F9ugtoiZZ40CttZmkxg4PHWoK7amVZ/D/w/HZ31q2mRzQ3nmLcLOxkMokVFfcWJJyqKOeyitmPwro7WV/Z/wBnQfZb1VW5iAAEoCbAD7bVC49BVqFiSSB1PY/SpVvI1mEZkVZWXcELYYgZycelSPruaEeNwwMDGMce1TenH8veq8ch3DqePf2qVrgRhd525OBuPfnioHp3LHGBx/L2py/dJ4Hp096ijmDLkZ647+1SbjzkH8j71AadyZWG3/8AV7VIO3/1veokYEev5+1SKx9D+vvWY9O5KjfL/wDqpwb/ADxUUF1HMD5bq+1ih2nOCOo+tSqx9D+vvUCFz1/+t7UiHaOeT+FIJ13su8bgMkZ5A9ad+B/WkA4f56U7PtTNw3Drn8acG9OR+NSA+lpjSbVLNwBySeMU4MG6c8ZpDHUUmaakiycqQ30NIY+ijPtSbhzQIdRSZ9qKQzyXxNZ3eq+F9XttLlRNQntpYbeRnKqspBVcsFJGD3AyKw/Dfhi8Xx5e6/f2emGaSyS3W6t5CZYhsQtHjyxuywJLk/dWMBRzXOad4m1O32xxTsqvcktlB/FcXe7/ANAT8qhbxbrFjpLXENw6zTW/nuyxj5n+yW5z+ZNei5oxSlc9njkieR4w6+YvLKCMgE8E8ex/KvH3+F+oXP8AbFjcW2jXKXtwssltLIw+2QrNO5aRvKOwnzkUgBshGGRuyLf/AAkuqW/iAMs8iia8SFjtBBQXsyY/74AFV4/FWqiFLw3En2r7GxLhB/z5rL/6Gc1HOi0ndHslu8URjiLxLJjhFwMgbc4GOnSuO8Q+Eb6+8bDU4Lm1jtbiy+yGOfaW3iO5wFBjJGfNB3BxgIwwd1YkHiTUZvEgzcSMYbryP9WPlVr1UI/FAB9MGmx+KtTuvsZmupDIIPNiby+kn2CRic4/vEn8anmQa3PUdHWaz0myTUWt1u0jSOQwt+73/KMKSMnnj39O1YfxI8Mz+JdNs1guobRbeZpJpJSuPLMbq3VG9QeNrccOvWse41jUp9YjtZpJng+0KQoXgbb1ACT/ALoAqhfeINXvtLliklkdJbVty7fvZsZHP/j+DU8yC0rnovhyxutNtbqK6eB1a7mmhMOc7HkLjdkdfmxx6VL4giutT8O3UelSw/ap4tsUrS7Vw3BYMqnB2kkHB5xXE/2/rB1Jo/PmEX2nZtI4K/bY0x/3wWH40ml65qkFlDGksghS2TZH/dH2R2x6/eA61PMg5WdZ4dt7/wDtOS8lWxhsns4rbyLWRnMcsUkgIBKrlQGAzjJIPAHXpI5Y5VbY6ttODtIODj/64rhrHUL611IwiR1tfMkOxRn5jdAZ/In86qQ6xqlvbsyTuGkgMrcZO77IT/6EAai4+Vljw94QvtJ1hXiurciG9SV7d33bIPJlQbSEXLEuOGyfl5Zq9AEse8Rl18zG7bkZx64rgrfVNSGsSlWf55VRjjqouigH0C5qJ9S1Yot2HkEv2ViGCnp9mD/+h8/Wi47Mua74b1O513Ums5raGG+spo1SaQEvMURVbiLcqgLzhyP9nNdtHJ5ccQmZBIwA4OAWwcgfrXByanqTa9F88jKlwFBx0U3To3/jgA+gqOTWNVltYj5sjSLEZFbb0b7IrZ/76Yn8aL3CzOq8SaBbaxJYTzM8UlrMCkkcrIVDMoYfL1LYC89Mk1e0mCWwtZ1uTEo8+aVWRuNjOzAnIHPPNc9PqF7NfRxNI2z7SMow7C4cD9FX8hTLrWr1rAKzsS0BL8dT5MR/mzfnSFqdJr1i+qaXLbxFRIzIy7iMfK4bHQ+ncEex6VFpNrJHdG4VLeOzltIVRISflZd5IAwPlwwx/IVk3OrXoutqSOE88KeO3mzr/JU/IUyK+vrXTURWddkKhFxxxHB/Vm/WkM6/cGHBBHSud0fRZ7F7cpHao6TO10yOcuWQfN90c9BjoBjk4xUbahdQrKImYBWcnjPJaf8A+JWoINQvljlkRmBYq7Hb322/9C1IZ1oZdxXI3AZK555//UfyrC1CxvZNSufINsRN9nljWV2B/dyAvnCnAwRj1J7daopqN7teQswmKMCcehuMf+grU0d5dtJHKzMzg7OnYtBn+bUIR0rOqlQWALHA56nGf6GiuQtdYury1WXzC7oGIYDowScH8cqPyopWGQR/Dzw8vC6Xbjn+4PU+3uafH8PdA8tR/ZluQFxyo/ugensK6Jc7h1/X1p0YOxevT39K6/aS7nJyrsYK+AtC3f8AINt+ufuj+9n0qSPwLoYUr/ZtvjpjaPTHpW8oO7v19/WlXPPX9fSo9pLuPlWhiL4I0QMSNNt85z9weo9qengvRVb/AJB1v0A+4PQittfvHr196UZz+Hv71PPLuPlXYyl8J6SD/wAeMP8A3yPUUn/CI6TtANlDjP8AdHoa2BnP/wCv2o9P/r+9Lnl3HyozD4X0vj/QoRyDwo9QaX/hGdMCkCzhGR/dHvWn/nv7Ufwn6e9Lml3HyrsUP+Ef0/n/AEWP/vke1LH4fsI4wot0wBjJAJ6VekkSFGeRgiKMszHAAHc1kL4u0uQH7PcrdgdWgO5fz6VlOsqavOVjaFJzfuq5eXR7NelvH/3yKVdJs+nkR/8AfIqrF4ht3bG1h+IrRguo7hQUbORkVnDEwqO0ZFSoSh8USBdIsx/y7xnnPKinf2Vaf8+8f/fIq1S1tzPuRyrsVf7Mtd2fIjz/ALooGl2g/wCXeP8A74FWqKOZ9w5V2K39nW2c/Z485z90Uv8AZ9t/zwj/AO+RViijmfcOVdiD7DbjpBH/AN8ij7DbjjyU/wC+RU9FLmfcOVdiH7HB/wA8U/75FJ9ig/55J+VT0Ucz7hyrsQCxt16Qxj/gIoqeii7HyrsZK/e6/wAvWnx/dHPb29Kau7d/+v1p0e7aPp7+ldBzWJV+917+3rSqOvP8vSkXOevf39acu7n/AOv6VA7bDlXk89/al28nnt7e9C55+vvSjOTz29/ekMO/X+XtR6c/y96Xnd/+v2pjZ4/+v6GkA7djv39vaq11eJbwszyBQB1496S5uDCpOe/v6ivG/jV8SG8KeHLqbzMOI2wPm9Gp8rexMmo7nLftEfFS81DUrLwdpB/dXWyS9kyPnjL42YHUfKcjvkVdt/EVt4K8OiK6d/Kgl2tNGrMGGM5BA7Zxz6eor50+FviP/hPPiNPfX8jPeGAyR/MchFkIOPpnP+TXqv7UXig/Dn4H3tzZgSyXdutvaxt94s5JYkc9MHp+FfM41Odfkl0PpsFaNBSXU7OH42aLqCzzRXjLaBRum2MNjDOVbj5Px9a9K8FeNrbWoYkS4jlZkVklhYMrD1GPp/8Arr8hvCvizxV4Wu/7Qj1CRpZG3SR7SFbpwRjnrX11+zr8QY/iJcWWsWdkuk3+nvJBeQ242JMCVIyB7hj+Irnq4d4f30bxqRxC5GfoLBJ5sYbNSVj+G703lorHIyM/N1rYr6KhU9pTUjwKkPZzcQoooGQBk5963MxaKSloAKKKKACiiigAooooAyFznqvX0HrSx52j7vT29KarNu/+ufWnRFtg+nqfSuo5OpMuc/w9fb1pUzg/d/T0pFLZ/H1PrSpu5/8Ar+lQV2Hr1PI6+3tSjPPTp7e9C55+vqfakBbn6e/vUjHZO7t/nFRSMQByP09DT9x3f/r9qilLbR/9f0NNCZkarM20jK9fb1FfJn7Ta3GoWLRB1CnjHy+jV9Y6hG7Z46n1PqK8Y+LngaXXtKm8tcuEJHLeje1ejhXFTXNscGKjKUHynxr8Pb5PAfjC01S/82OGAyKWt8HCsvp3GcfnX1v4s8I6N8c/htp0UF9ALu2HnRLIT5bMGyQ3fHGCecc185694XvbGeS3u7ZlOSAzBiDyParHgW48U+FbqZ9CnkZJh81tKjuhbB59jwea87NsoqVJe3w+p35XmsKcPYV9Gcz43/Z38Q/8JELbT9K/0d2JafKeSq8HduB5GPTJr3z4C/BvRPhzp8Y04S3Vxe7Zby5lbbmXqcAfdXoMZOAPxqz4N0nx5rNxCJLJIoM5ZpXO3JGCMYBI/wA817r4D+FMmnzLfarPG8uc/ZrZCsfUn5i2SevtXhVKOKr2jUVkj3qdbDULypu7Z3Xheza202NmJyw4B9P8mtmmr8vAGAOOKXmvUpwVOKiuh5k5upJyfUOaWk5zS1ZAUtJRQMWiikoAWiiigAooooAw1b5hx39vX606NvlHHb29PrTFY+rdff1PtSxt8q/e+77+n0rsOPqtSyjc/j7ev1pVPXj+XpTFb5v4uvv6/SnIx5+9+vpUF9tSVT8x47+3tRu68dvb3pFb5j97r7+1KM5PXoPX3qQDPzdP5e3vUb8gcfy9DUvO7v19/akPbr+voaAaKFxBu/h7+g9RWNqGmieF1ZOCpHRfQ105X69ff2qJ4N0Z69Pf3q4ysRKPmedah8P9P1FszWqOc9Sq+opdJ+HGnWW0xWcYOP7i+hr0VbQe/wCvtUsUIRRgdvf3q/bStYj2Mb3MvR9Bis1BEYBz6L7VuRjauP8ACiPhf/104f561zyk2zeMUrB6/X2pf89qTufr70Z/zzUGgufm6UbqO/8A+ukoGOozSbqXtSGLRniijsKQwooooAKKKKBmArru6r19vU+9KjLtXlenqPT60xWG4c9/6n2p0bDavP8AD/Qe1dxxEysu7qvX29frT0ZefmH6en1pqnnqev8AX6U5O/J/yPpWZXYlVlyeV6+3qPelVhz8w6e3vSKTuPXr6n1HtSrnJ69PU+/tUj6ofuXd1Xr7e1JwcfMP09DSjO7v+vqKXnjr+voakYvHqOvt7UmRtIyOnt70/n36+/tR/Afp7+9IBVx6j9KcuMdR+lIP89falXO0fT3pFdRVYY6j9KUMNvUfpQuf85oXO3/9dIaAMMnkdfb2oyB3FKM7j9fej/PegYbhu6/ypNw9qXndRz/n6UDAkfr/AFo3DFBz+v8AWl520gDcM0KwwOaKF+6KBi7qNw9aSj1/z2pALmijvRSKMb+zp+P3Xf1Hqfelj0+dVUGLt6j0+tbVFa+0kZ+yiZK2M27mPjPqPX605bKUZzH/AC9PrWpRS9ow9nEzltJAx+Tv7f405bVx/B29vf3q/RS52Hs0Ult23fc/l7e9L9nfj5P5eh96uUUczH7NFXyW/u9/b2o8htpG3t7VaopczD2aK/lH+7+gpVjO3G39BU9FHMw5EQrGfT9BS7D6fyqWii4+REQU88d/al2n0/lUlFK4cqI9p3dKNp9KkoouPlRHt9u/t60bT6VJRRcOVDNp9KQKcDipKKLhyjNvtRt9qfRRcLDNp9KKfRSHYKKKKBhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB/9k=) | SJM 156 x043 1107 Tenvægt af bly/tin
Tenvægt af bly. Assymmetrisk, klumpet udført. Diameter: 2 cm. |
![](data:image/jpeg;base64,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) | SJM 156 x073 080701 Fibula af kobberlegering
Fuglefibel. Rigt dekoreret med overfladen kraftig nedbrudt.På bagsiden rester af enkeltfliget nåleanordning. |
![](data:image/jpeg;base64,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) | SJM 156 x074 080705 Remende af kobberlegering
Remende med planteornamentik. Nordisk efterfligning af karolingisk arbejde. |
![](data:image/jpeg;base64,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) | SJM 156 x061 1103 Vægtlod af bly/tin
Terningsformet blystykke. Vægtlod? |
![](data:image/jpeg;base64,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) | SJM 156 x060 080708 Snørenål af kobberlegering
Snørenål |
![](data:image/jpeg;base64,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) | SJM 156 x052 0806 Beholder af kobberlegering
Del af randfragment (?) med bogstaver. |
![](data:image/jpeg;base64,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) | SJM 156 x075 0809 Rideudstyr eller tilbehør af kobberlegering
Komplet remdeler. Øje i hvert ende med små knopper, samt større midterknop på stangen. Flad bagside. |
![](data:image/jpeg;base64,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) | SJM 156 x076 1005 Råmateriale/barre af guld
Dråbeformet smelteklump af guld. |
![](/grafik/intetbillede.jpg) | SJM 156 x047 080701 Fibula af kobberlegering
Foden og en del af bøjlen af en bøjlefibula med kam (Almgren gruppe II) af bronze. Stykket er noget korroderet, men der ses rester af listeornamentik langs kanten af foden og tre perlede lister midt på bøjlen. Der ses også en liste med cirkulære indstemplinger på overgangen mellem kammen og bøjlen. Der er rest af nåleholder i hele fodens længde. Største mål: 4,2 cm. |
![](/grafik/intetbillede.jpg) | SJM 156 x025 089599
Fragment af flad genstand af kobberlegering. Den ene side glat, den anden dekoreret med ureglemæssige bånd med indstemplet ornamentik. Ornamentikken ser middelalderlig ud. del af større beslag? Største mål: 2,5 cm. |
![](data:image/jpeg;base64,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) | SJM 156 x051 0903 Mønt af sølv eller kobberholdigt sølv
Søsling eller skilling? 24 over våbenskjold |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDlVurk/8ALeX/AL7NcN40+IDeF/HHhO3vdY/s7TryO7Mv2icIjMqpsBJPXLHiurs9Qhv7i9gjLB7WRYpOO5RXGPwYVX1TwzpWs6hY3t/ptre3WnsZLOaeJXeBiMEoSPlOMciuW7PQ5Uee3WvyeJPidO7+IL7RND8P3sNrMq6nLF/aF9IitHDs37fLAlQ4x87EDopz60t1cbuZ5cY/vGuTt/CnhrXPET67/ZFpLq9rMYvtrQjzA6jGc+oBIB6jJrqdvOSM0czDlRJ9quMkefJ/32a8y8Zapc3nj280+61jUbGytvD8l1GtrqM1sC7SFWfKMMlQowT93d713mj6rHrNo1zDHJGizSwfvBg5jkaMn6EqSPYiszxb4D8O+NPs8mu6Taam1ruMJnXJUHG4Z9DgZHQ4GaExWXY8ov8AxBqvjfSPB+jP4i1PRbr+xrXWNb1iPUprVo7fAJC7XUb5GVgWP3VDdyK97t7qTyI/LuZJE2jaxkLZGOuc81xUPhPw78QdJ0PVtW0Ozup1hSSHfFnywQG2j1XIHB44HHFddNcR2kLO2dqLk4HYVXMHKi0t1Pz++k/76NeGfE7xdrNn4/15HOtz6HpehW95K2l6y9k1sGkn8yUKGAlfES4DcYU+uD7Ppt9Hqmn215AD5NxGsqbuDtYAjP51zHj7wP4Y1i3fWtd0aHUZNOgd8kHLxr8xRgCN65GdrZGe1FwsiDSvGTSfEy7s31WYW0mjWU8EM05CszyzjcFOPmOFB9cAdq737TN/z1k/76Ncy/gfQbzxNbeJp9Lt5dbt7cW8F46bnijyThc9PvHkc81sapqNvo+nXF9dOUtoEMkjYzhQMk4FTcdkXftU/wDz1k/76NfP/jn4ka1p/wASr+wjvNdE0eqaZa2V1ayMNMto5zGHiuRnBdiX6gnDxYKk172uFwuSQRxXHeJvBPhyPVh4iv7ed5vPti8ccziGWVXCwu8QIV2ViuCQcbR/dGFzBZFjwn4mu73xd4wsZ7+SVbO9hjgiaQ/IrWsTkD/gRY/jXYi6lP8Ay1f/AL6Ncza+A9E0/wAVXviOCxQa1ehVlumYsflQKNoJwvygA4xmtm81CDTIUkuZPLjaRIgxB5d2CqMD1ZgPxp8wWXYuSXUwX/WyfgxrlNH8V32v+PNYtLa5f+ydHiS2mYH/AFl24Dlc/wCxHs/GX2rqQoce9eZP8LdF8Ja3aaimqa4qXGsNdixW8P2drmVmJZlxyuSeCSOB6U+ZhZHU+AvE154gsdVe4u3lkt9VvLVcHGEjmZVHHoAK6nz5v+er/wDfRrkfCvw30fwbq2ranYi4e81KeS4ma4uHkCl23MI1J2oC3JwBnjOa6Sa6igeBJHVHmbZGD1ZsFsD8FJ/ClzBZFlriYZ/eSf8AfRrxbSfihr9r8RNI0nUr3VlutT1S8s5dOudOMdnBCkc0kLw3AQb2ZYkPLtnc/C7cD2fqtcE/g/T9J8aaVdXmrapfO1xPLp1jdSCSG2mdHLsp27vuGQAMxChiFAHR3CyNz4f+Jr3xJ4fkvLqdnlW/vbfK/KNsV1LGox7KgHviujFxL/z1k/76Ncl4F+H9p4DXUfs19f3pvLqa6YXk+5IvMleVkjQYVRukbnGT3JwK6c3UMc0cDyos0gZkjY/MwGMkDvjI/Oi4rIL68uYLWaSIyTSIhZYxIQWIHA/GinyDcpVDtJ4Bx0oo5gsjya11S4tfGFwkcrRpdeIUgcKceYg0oPg/8CUHj0qlZ+LtWm0W1uBdys8mk6XNuJHLy3LIzfUrwa6qPwDqS6018VhI/tQago3nIH2MW+OnXOT9DVGH4ZarDp0FuzQs8dlp1qWycE20xkY/Qg4FYXZd0Z0esXVjdXC29w0Sve6o7qn8flpx27Gm2/ibVJI7bdeSBmbRFIY5P75/3ueP4hwa3Z/h/qUszOFjGW1Aj5zkfaPu/l3/AEpqfD3UIpI2EasFk05uGHS2OT+fai7DQ5KTxFe6P4f1B7O5aBY9P8QXarx/rY70BH/Dc3510D+JtRk8US2RuWEH9v8A2Ly9o/1X9lifb/33zSap8M9Vv9Lu7ZY4w8unanZjL4G65mWRScdgBz/Wr/8Awg+qDXmvzChU6v8A2jjfyV+w/ZsH33c/Si4aHL6X4jvtJ8N2MVvdNFDHpGlNGqhW2tLOUY8juoAq+fFWqXF3JAZ90ButRiYFB9yJPkB49aWL4Z61Do9pa+XGZorDS7V2D8FracyOR7EHj+lSf8K915dYMnlRixLahKcP8++fG3jPQDNMTkijpfjDVbHT7KJLlUhS30GMLsGF8+YpL27rge3aovEvjTVL3w/q8E0q7G0vXWwgXGbe4WKInvwpPfuc+2p/wr/WY4lVYFOF0lQC4wPs0m6Tv6dKy/EHwz8R3mhTW9mPJuXt9UhJypDfabpZVBOeBtUgntmgVzov+Es1GHXZLRZ1EC6xDZBTGMiM2glK5x1LHOfeue8QeLNS1jwZqEVxMmybQrud9qAHzBLsUj6LmuoXwrqD6wbuS2KqNVS9G3HKi0EPPPXdn8KwLn4d6pNp+1raRphpElgFVxjc8ocjryMAflU3ZWhtr40vh4kWwDRmH+2nscbRnyhp/n/nv/SuV1LxnqHiLw1DHclQHsNBv2+QKfNnuyHz6f6scdq6QeEb/wD4SD7b9kby/wC2pL/IIzsNh5AP/fXasS1+H+rR6fbwPZOu2w0K3KhgcNa3LSSjPoFI+vai4aGovxA1JbqVDJCu261KNY2TJZIF+Q5HHXrnr0qi/iXUPElvb217Iv7saHd/uUAPmyzln79PkXj0z1qeHwXfx3TTfZG8zz9WkDEZH798x5+oqKLwjqcbI32KRSr6MSf9m3k3S/kM/WncC9J8SNUh0+5nEVu3lWetXAAUks1pciOIde6k598dK0de1SW/1LT4ZwALfWLZY9o+9mEucnPqT+Vc/qPhXU5NJvYorCZJX07W4EC5J33Fyrx/99AZ9ulb7aTeTax5zWkiwjWIrgHaf9UtoE3Hj+/kUXHoMT4hX7WImNtAZP7Nu73ABxuimCKOvQg81Nfa9Nf+KrC2ZFVLPXWtQVz8y/2a8uT77nx+ArGbQdSj0VljtJkuho9zbqoQ7RK8wcD68Vp/2beDxLLci2kWF9ba63iM/wCr/s4RBun98YouIdb/ABJupdHguxbQl5NLsb/GSBunkKEdegAzTb3xFJqnibSC6JGLHVruFFycuEtJOf8Ax4+3FYFvoOop4dtrb7DOlwuk6RbncmDmKcmRMdMqvJ+tX4tLul1qGZrWfaup6jPvMfG14iqH8ScCquBtWvxCnuIYpWtolSW20qYc/wAV3M0bDqfu4GPUmqN94qa41a01UwIGsbbWsRhuG+zzJH17Z28/Wsi30W5tbS3X7PMWS18PQ7dh48i5ZpP++Qcn0qe40e4+wXUawFnez18K2CMNPdK8a/8AAhn8uKLiOlfx9MLgxCyVyLmxtyd//PcAk9P4c/jRWHdadKusy7VZov7U05lZRwVjiG5voD3opXJPYdopaKK0MAC5pdtAooEG0elLgUlLTEG0elJtHpTqTigA2j0pNo9KXNFINQ8selIYx6U/P50UBdkflgHG33pdi+lDHuePejOaWg9Q8tc/doMS+g/KnKadwarQm7GeWp/hH5UeSn90flT6KdkK7GeSn90flR5Mf90flT6KLILsZ5Cf3R+VJ9njznaPyqSinZBdkf2aP+4Pyo+yxf3B+VS0CiyC7IvskX9xaKl70UrILshoooqTQKWkpaBBS02kZtopXCw4nHWmGX0qu82TzTGnFZuRaiWfONKJTXzv8V/2vtB8DXk2l6HFHr+qQkrM3m7IImHGMgHcc9hge9eBz/tfePvEkzMl8NIhZ+I7WKNcDjABZGPr1JrknioU/M6oYeU9j9B1l/CnBt31r4Eb9ovx1ahrePXrh9xGZdqMyhuVIyuBxXoHhj9qLxRprQRTiDxFEcGUlAroOejLgH8Qazjj6b3uOWDmtj67YfMPbrTTznPSuJ8DfFvSPHUIFvm2vMZa1mYbvqvqK7BLtW68V6EakZq8WckqcouzRYpR703cGAPFOFaGY6ik7UtUSFFIc496WmIKKM84ooAKKKKAFopKKAIqKbmis2bDqSkpGOKQWF3VDNKqqcmmSzYrLvLzbnB5rJyKsR3mqCEkY5r5h/a4+N194b0628N6TeyWt1fj/SXhO1hGQRt3dRnPPToOcEivoi4mMrHIzXkfxu+AOk/F62F15n9na9BHsgvFGVYDJCyL3GSeRyM9+lctW8o+6aQklLU+EIY1/eliQZO+c9K2bSNoY0AVXXcdzd1GM+lVrPQ72PWtQ067Ty7u0la3lhZsNvViGA+hH6V2Vj4L8TX2mrLo/h68vIJFMbuYSq9OoY4BrxOVydkj2oyUVzN6GXaTSXl9BF5mTIVUZBPAP3m9ABn8xXZ2dmhmLKptnmGYwp4bnOT+nHvXHapp+s+DYH1DUdMFpBHjdG5UvHzk4Kk4z+VPs/iVaX/2BUcKVkA+ZsgqOmCO/T8qJU5xWqsNVIS2Z6rpPiCXTWtzaiWO7tlDpIh2tvyM5PpX098Kfit/wmCfYdQCx6giArIcKJfUY/vD8j+FfJHh+8F1E06t5yy7m4H6fzrr/D+ufYb4TxTGExOsgbdtKMOh+nFbUasqbuZ1KamrM+2IpjG3Xir8cgkXiuI8D+KV8UaRk7PtUO1ZQrZzlQQ+O2efxBrqoGMWOfrXvU6iklJbM8epTadnuX/wpc0zO4ZFHP4V0XOck60U3d70xZCqjcwZu5AwKVwJaKgaf2qKa+SGNpJJFijXlmcgAfjS5kPlbLlFcTdfF7wjp98LWfxDZifn5VcsOOvIBH61Lpfxh8G61qEdlZ6/by3Uh2rGVdcn0yQBQqsH1B05LodjRUaKyyOxl3K2MLgYWitLkEdFIpozWZuLmoZGwDTzUEhqZAQStlayrqHeTWoy5FQtb7j0rFooxxa9aRrU1r/ZsdqabelYk88vvhT4VvPEB1yfQLKXVTnNw0eSx9SOhPHUjNbTWoj+6McAfgO1dHJbA5FU5rTvio5Uh6nnfjb4b6V4006a3ubdN7qRvAHevkzXv2J73T/Efm22pbNKkYsY1GCOegOa+55oCucdapzwrMNjqGU9QaTbtYS0dz4X8ReENU+EFxHbrqBktZkMkF40ZIyOsbKM8g8ZHZvy0rW7kv8AR5JrkRvJMQJVjcgYxgEY/h619B/Fr4b2fjTQbnR7tR83722mIyYpB0b9cH1BNfG8zXXh+G802WOODUbSQQyxvlZkI4+U8Eg9eDggmvHrU3F6HqUat1qfWnwX8ZLo+sJHubZcMIlctw45OD27H35+lfQFp480i8DeVqdrlV3MrSBSoyRyD7g/lX5w+EPjZbeHWtrK7d2kRubjJ46kEgD1/r9K6iD4tLc2Nwy30bfZpTPFDO7GOfOTyc84PbPr0rWlWlSVrGk6camp96zfFXw7pisLvVYUI/uqz5+m0HNUpPjh4SjYbtWJ3IGCLbSkjk9flr4Ovvi5Nr1jFPNfLhlJjSLCrEw5b5QMDJAA7cfWuak+Jd8yrNHqEkkXmZ2scMF5wCO+Ov6elavF1OiMI4eDP0W/4Xf4P2gnVW3EZKfZ5cj6/LXL69+074c0qQx21pe3p/v7VjQ++Sc/pXwBeeO5rqV3muUjikOEj8zax9M++c9KzIfGt1ayeUryFWbv8wB4x/n3pfWK0loh+wpx6n2j4o/a8uYbeQ2NjZ2IYHZJPI0jfgMKM15TcfF3xD8QJCL2a81FEYkjBjQAHltowMYI5x+deOR+LkvNNudLn09TKzhRJIfmU4OMDJPrn6iszRdT1vRdWjudMufImMqxk4JaNRnKjcOQc9+59qxcqs9JMqyj8CPcrrUE0zS/7Rv7siNWkMkauC2xSw+X8R6dBW/8IY9S1bVo2sPLvLpnMsUMKB2C5JG7qqjBwSzA5GeOgsfCP9nXxJ8StPfVPEty2l2FyTInnQb5JwSMkIWG0Ec5ORnoDX1f4B+HOh/DXSTYaLbeUrENLNIQ0kpAwCxx+nSt6WFlOzeiOapJJWerOmg8z7PGJcebtG/b0zjnFFSpGW5PAor2rHCxKKKKZY1qYVqTjpSbaQyPb7UeXUmOtLtqbCITHTGhFWdtJtp2AovDVaaHcpHStVoxUTQ9ahxAwprXPGOazbizK5rqZLTcKrSWOe3FZOIzir7TUvI2STg5yCO1fKH7V/wbuY72z8YabGrqF+zX7hSNnQRuevBB2k9BhfWvtmTSQ5+7TW0VXUhlyDwRispQ5lYqMnF3Pyjh8H395LcyxRvdwRM3IbOSD7Dkcjn1/GmQ6Pc3HmbYJWSHlmSU4xnPII6j09Pzr9UIPB9hpto9vZ2cNnAxJMdvEqLk9TgDFY3/AAqnRJJmlbTbedm4YTRhgR9OlYewfc39s+x+XUljDb6hFZXbP+8bG5XPyDqf6/1rd8P+F1mZDcO3ls5+ZvlXg/3sdMHkeuPXj9E9R/Zt8B6xcCe68K6e0oJO5ItnX1C4Bq3H+zj4N8qKIaNbxwxgBI9uQoHYeg+lL6vN9SvbrsfnS3h3zNS+xJDPc/vF8trVS4bdgrgHqfp19817V4J/ZavddsY31VjpsDESRhIys6HsMZ4x6/pX2loHwl8NeGedN0u3s2KhS0MYViB2Jxk10lvoNnb42wrn35raGF6ydzOVZvY+SNK/Yh+3akbiXxJOLd8Fj9jTzWPQ5bOP0r2TwP8Asq+BvBU0Vymmtql4nIn1KXzcH2XhfwxXsiRhRgDAqSuuOHpx1sYyrTelytFaCNVUYVVGAFHAqZY1Xtmn0V02RjdhRRRQSVqWmrTqg2CiiikAUYpRS0AJtpMU6imIbijb7U6l29DQFxm2jyx6VJto21NguReWKURgU/bSgUWC5F5CtwQCD6ilW3RegxUtKMVXKibjPLApdvNPoqguJilxRR3oJFooopiCiiigAooopAQi3k/u/qKX7PJ6fyq7RWvskLnZT+zyf3f1FH2eT+7+oq5RR7JBzsqeTJ/d/WjyX/u/rVuij2SDnZV8l/7v60eS/pVqin7NC5mVvJb0/WjyX9Ks0UezQczK3kv6UvlN6VYoo9mg5mV/Kb0o8lvSrFFHs0HMyv5LelHlN6VYoo9mg5mQeW3pR5ben61PRT9mhczIPLb0o8tvSp6KPZoOZkHlN6UeW3pU9FHs0HMyDy29KPLb0qeij2aDmZB5belFT0UciDmYUUUVoSFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/9k=) | SJM 156 x045 080701 Fibula af kobberlegering
Fibelfragment. Foden og en del af bøjlen af en bøjlefibula, der formentlig er en korsformet fibula. Stykket er meget korroderet, så der ses ikke bevaret ornamentik. Der er bevaret nåleholder i hele fodens længde Denne dateres til germansk jernalder. Største mål: 4,3 cm. |
![](data:image/jpeg;base64,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) | SJM 156 x042 0903 Mønt af sølv eller kobberholdigt sølv
Erik Menved, MB 391, 1320-1330. Korroderet, kantskade |
![](data:image/jpeg;base64,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) | SJM 156 x034 080701 Fibula af kobberlegering
Korsformet fibel, med spor efter jernnål. Lgd. ca, 8cm. En lille smule skævvredet. |
![](data:image/jpeg;base64,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) | SJM 156 x036 080701 Fibula af kobberlegering
Stor fod fra fibel ? 40mm lang. |
![](data:image/jpeg;base64,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) | SJM 156 x005 0821 Affald af kobberlegering
En klump bronze/kobberlegering |
![](data:image/jpeg;base64,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) | SJM 156 x017 080701 Fibula af kobberlegering
Emaljefibel. Der er tale om en cirkulær pladefibula af bronze med emaljeindlægning; muligvis korsemaljefibula. Smykket er temmelig dårligt bevaret, så mønsteret og emaljens farve kan ikke ses. Der er rester af støbt nåleanordning på bagsiden. Vikingetid eller ældre Middelalder. Diameter: 1,9 cm. |
![](data:image/jpeg;base64,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) | SJM 156 x049 089599
Tre genstande af bronze. To ringe, 1 stk.: diameter: 1,8 cm. 1 stk. diameter: 6 cm. Samt et mindre fragment, måske med rest af nitte. funktion? |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArKutSH9tRWolEUdvEbm5YnAAOVRSfQkMf+Ae9aNvMLiMOvQkj8jiszWtF0qZZtRutMs7q5hiLCWaBWfCgkDJGetUt9QHafq0U2s6nYtcKbiKRSkJYbthjQ5A9Mk1q1DHZwR3ElwkMaTygB5VQBmA6AnqcU6SZY2jU5zI20fXBP8AIGkwHnoe1cHZ3+p2LXME24BdIknN0L0zrLIpGJFB+4DkkYxn0+UV3tZsdjZ215LbRWVvGlzEzzbIwPM5Aw2Bz949fWmmBY028ivrKKaGZJ1KjLIwYZxyM+tWqitraGzt44LeJIIYxtSONQqqPQAdBTbe6W4muYwpBgkEZJ75VWyP++v0qQMvxRFePFaPbQ3N3DHKTPbWc4glcbSBhiy8A4JG4Z98YOZpPiRLpvDczzSW0N3azkx3MoLFlMYAY9GIyefeui1TR7HWrdYNQs4L2FW3COeMOoOMZwe/JqnpelabdWOnSDTrWMWe4WqrEMQclfkH8PA7VV9ANiioby4FnazTsCyxIzlV6nAzxU1SByV83iOx8UBor2zl068mhihtZLZiyIoZpm3B+DtHBIxnaK2dFunmuNTSSXeUu2VFJ6KFTge2T+tWrry4ri3mKK0pbyVY9QrcnH/fI/KktdJsrK8urqC1iiubpg08yoA8hAAGT34FMZbrP8QXE1poOpT27rFcR20jxu/3VYKSCfbNXGmVZ0i53MrMPTAIB/8AQhSyxJPE8ciLJG4KsrDIIPUEUhHMbp9L8LyXS3d6DIsUgjv2DTQksAwJ989O3OPbqQwbkHIrDt9B02W31HSmtvMtH2iVZJXdnyBgFiScAAAc8YrZt7eK1hSGGNYooxtWNBhVHoBTGySub8YfbLlbWw0y8ns9Sud3lyRbdkaDG+RwwOQuQAB1LAcDJHQQzJcIWQ5UMyfipIP6g1R1rSbPUoPMukkPko2GileJtpHzLuUg4OBkdDgelALcgtbuWPxA9i9wZYo7GJwWxlmLupY4HU7R7Vs1lJoGmXN7Z6mbSNrqGFY4X5wi9RhegIycHGeTWhcXCW0Yd84LqnHqzBR+ppAS1z39r3LQ+KiJArWEhSA7R8v+jRyfj8zk810NYE/h3TF1q6la2ZrnVI3WeQytjaEVDtGcKSoUEjBO0Z6UwRs2cjS2cDsdzNGpJ9SRRUWl6XbaLYx2lojJDGMDe7Ox9yzEkn3JopCMSO4dVQRM6R/ujt3dzcYP+fSpru4c6beLIS7mG9IyeNqvgD8iK010uJYwgJ2gqR07PvH60smmxSRSRnIDrKhx/tnLfrVAUpJ5kvpTvby1nbIzwF8hTj8+aaszSahDucnFyuBnpm3Y1oSabHK0jEkeYxY490CfyFImmxxyI4LZVxJ+ITZ/KkBiw3tw1tA7St80OnsW3HktKQ35jGaja6m3s4dzLsuQG3cgC5AA/KtldFiWNE3MQqwqP+2Tbl/Wk/sOLn5mwRIMf78m8/rQMyry+uI7e9aOSQFYL5hljkFWULj6c4qZXli1lgrFVl1PDYP3l+x5wfxA/KtJtJictnncsqkHpiQgt/Kpf7Pj+0ebj5vN87/gXl7P5UgOVs9SujDpxaeQmSDTS2WPJdnDZ+uOfpTLHUJY7eNY5HjTy4WVQxwN10VP5jiuhj8PwxiEBmIiSBF/7ZElf50kfh2CONUBOFEYz3+STzB+tAXRiahqUzaNqIaQv/o2qNkt/wA85dqj8Ace1XZr64XVJoxLIEF80YXPG0WYfH03c/Wr0nh2CSGWIk7ZEuYzwOkz7m/Wp30iOSaSQn5nlMv0JiEf8hQGhi2V3PcSWYklZ8Nan5snkxMSfqaktdWnewtnMxLtFZMef78xVj+I/lWnb6Klv5W1ifL8vG7H8ClR/Ool8PxpDHGHbCJboOB/yxk3j8yaNR3RnXmoyrb3E3mMskdtqBVx/DslUD8gBUlxqVwmoXEayttW6kRR7C1V8f8AfRz9auyeH0khljLtiSO4jPA6TPuP5YxTpdDWWaeQtzLI0nTkFohHx+A/WgLozrO6mXUIQJCWlnhSU+v+jMx/UCnWuqXBgg3TMxMFixYYOTJKysfxArRh0cQyRNnJjdXH/AYyn9ajh0EQwRRBjsjjt41Gf+eT7gfxpajujNm1Sa0s7kxOV2wahKBj+JJgAfwyfzp+p6lOft8Xmfu1adQP9kQKwH5kmtCLQwshMmJV2zrtbpiWTewPr0A/CmXfh8XJnIYqZTKTz0LxhP0Ao1DQqWOoXIureHfiMXMcJXj7v2Qvj/vrBqtBq0+o2dq00md8GmzkYA+aSY7jx64H5Vtw6SIZY5FHKzCY5PUiHyv5c1Xh8P8AkxRIGBKRWsecdfJcsPzz+FFmF0U7nWLtYZGSXaRHdEcDqk4RT+AzTdTvriNricSESW8V4Y2wPl2hdtXm0BpI2VnHzLKvAx9+UP8ApjHvS3GhtcR3Clseak6fTzMfyxTswuhg1O4/tQQb8ob/AMgjA+79l8zH/fXNFSto8n9oLcq+ALv7SyYHP7jysf1opaibRsUUUUyQooooAKKKKACiiigAooooAKKKKACis288SaXYkie/gVhwVD7iPwFV18ZaMxwL5SfTY3+FYyrUou0pJfMtU5vZG1RVS11WzvceRcxyE/whufy61brSMlJXi7ktNaMKKKKoQUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRWdr2sxaDpc95KN2wfKmcbm7ClKSirsaV9EVfFPi6w8J2fnXb7pG4jhTlnP9B714n4t+I2ta9cOFlltrReBa2xIB/3iBk/yo1fUrrxBfTXDhpbhiO35KB6Z7e3vXoHgz4T2tjbxXGrJ9pmx8tu/Kr7t6n26V4Tq1cZJxp6RO/lhQV5as8lt7u9mUxWdhcX7gDctnE0hz6HaOOKguLzxZpiNMfDGuCMEbgtnI/HrwOK+kNQuPsMSwWyLGqjAVBgD6AVn2V1dSTYbNbRyul9qWpn9bm9UtD5u034yA6glvPD5TKPnifKMD75wBj8/yr2Twt8UjItuJVd7eYnyjIc5A4ADevsfwrt9d8H6L4ws/I1nTLe/XGFaWMF0/wB1uoP0NeBeMvhVqnwvmF/pt3dXXh8ZVjAqK0Gem9MYI/2h+IHFYVMHUwr56LLjXjVXLNH0lY6hBqUHmwOHXOCO6n0NWa8Y+HfjxzJGZcAsFEqpjax5B79c/wA+9eyxyLNGrodysMg16WFxHt467o5qtP2b8h1FFFdpiFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFULnXdPs2Ky3kKsOqhskfgK888baD461rxXLBprwLobRqUmmn2KpPDKVGSSOvTv1pbX4NXk0IXUPEc67uGSxhVOO4DNu/lXFOpXbapw+bNoxha8mdRffErQdPfbJdMT1+WM/wBa4Xxv4vg8UXFotmzNZIpYCRcbmIPJ56YxV9P2cfBscklxff2nqcjDBa61CQdv9grXmWmxwtdltPtvNtIGWBI2mYFEBwBknnGOp/OvMxk8RGnaq1r2OuiqbleCenc9Q+HWhWMF99suZU3xALbpI2OSOT7/AP169Qznkcivlfwlpvibx18SNZ02HVLvR7axi82xm+zia2dVYI8UhyGD5ORz0zxxXfNe/EHwGSbzTX1e0X/l40smYH6xkbh+RHvWuGq1KNJe5ePdEVIRnL4tT2Z4UYklQTQlvGOdory3Qf2gtB1NvJuJlguASGjb5HGP9k10l98VNFt7ZGhm8yWThVf5ACeBnv8AlmumOLoSd76mLo1IrbQ7IDHSmXFvHdQSQzRrLDIpR43GQykYII9K4G0+KT6ja3UllYm9e2cRSrDgMGI6bWYGuv0nVpLzSba6vLdrKeVctC/Vee9dVOvGq7RMpQcdzwzVNB/4V940nsFBNjOFmtT1Pl85U+uDkfTmvZfBd682nGCU5eMgg+qkZH8/1rjfjdDBPp+kXyuFnhuDGpBw2GXOfzUfnWv8ObvzpJgBtUqNqgjAGBx+leXGP1fGcsdmdTftKN2d5RSE45PArB1TxlY6eGEbrcOvUq2EH4/4V69SrCkrzdjljGUnaKN+iq9jeJqFnDcICEkXcAwwasVondXRAUUUUwCiiigAooooAKKKKACiiigAooooAo3kMk3G75a+XLeCPT/GGrWIUHyp3hbkgsA+OoPBHBzX1h1r5q+M2iS+E/iL/aUSL9j1NfO5HWQYDj3JO3/vr2rzswjz0rrob4d8s9ep638M9HTQ9JuLiN2lW/na55GNoJOF9yMnmut+3eY2B8tcP8I/E0OpaWLB5FdgC8LA5DL3H1B7e9d/JaoynAwaqgo1aEVF2CpeM3zanmfxa+HM3ji2tZNPmsNPvoXJa+ntw8gXH8LYzwe3T8q8nh/Z7vLO9i1GPxnfT6xECFaWAfZeeu2PO5c+u4n+VfQuo27ltpY7PSksNLgmm3Pxg8AUoYSnG7qa3E6snZQ0PHIdD+KmjwhorLTtaRRkGC58tuAMfLIB796t3nxY8W6WssWs+FtXjhjXKzJZM6nAH8SAgc57nj1r3tYxtAAwKgvsR2srMQqKpJYnAA9a5fqrhrFtLyNvbcz1R8w658YvDesvbxar9pgmhYsscilCcgA8MM4+npXTeEfi1pgkk/sWJ5JUi/1aRMxfnpj1rhPHXhXTviN4yOp3qiS2hCx2+UzhVY88nucnp0AFfQnwb8IxeE/BltEkKxSzAO+BjoMD+p/GsKdJYireM3ddS5TdONnEyopvE/i3BWzuLeBv47weSg/4D94/ka6XSfANrayJcahIdQuF5CsMRL9F7/jXU0tepTwlOD5nq+7OaVWUlbZCdOBS0UV2mIUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAVyPxP8BxfEHwtPYbhDex/vbWfoUkHv6EcH8+1ddRUyipKzGtNT458JeL77wb4nl0bVkk0/VLWQfLIMBsdx6Eg9sg8YxX0t4W+IVnrNsgnkVJCB+8HQ/X0ql8V/g7o/xW01Euy1lqduD9l1CAfPGfQ9Ny57Z+hFfOmuW/jn4K3ATWrSa+0dGAXVrBC8bLnjeMfKfrj8eteLOjWwsuejqjtjOFVWmfXzW8N0gdSrqejKcioo9NEbZB4r5n8O/HiGTaI7yQBsbZbdSyE/7QHKn1DEe3rW3P8AGK9cIkmoy2+f4/MKqM8cEgZ/HHpz1pf2gk7yg7h9X7SPfdR1ix0O38y9uo7dAM/MeT9B1NeU+PvH0+vK+nWaSW1nw7MSN0wDd8HgcHivOdQ8fHUHUtHNqBl/cyLASxKkPyQeQO2celdR4B+Feta49jcaqkllp0KMo+05M0ikjb8rdGAHU+vGayniK+L9ynGyY1GnR95u7HeAvB0nifVIyAUsYWEk0mOCOTtGe5Ne/wAaLGioo2qowAOwqtpel2ujWUdpZwrDAnRV7n1Pqat16+Gw8cPDlW5y1KjqO7CiiiusyCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKa6LIjI6hlYYKsMgj0p1FAHE698E/AniSQSX/hbTXl5PmQw+Sxz6lNpP41nWP7PPgKwdimiF1Yg7JLqZkGOnG/H516PRWbpwe6HdmNoXg3QvDK40rSbSxOMFoYgGP/AutbNFFWklohBRRRTAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/Z) | SJM 156 x050 080701 Fibula af kobberlegering
Bondebroche. Ring ag kobberlegering, ydre diameter: 2,3 cm. Dekoreret med blomster og blade bagpå sidder nålefæste. Henover og under rammen sidder et stykke bronzetråd, formentlig har herpå siddet påloddede blomster, indfatninger og lignende. |
![](data:image/jpeg;base64,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) | SJM 156 x006 0903 Mønt af sølv eller kobberholdigt sølv
To borgerkrigsmønter, ubestemt. |
![](data:image/jpeg;base64,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) | SJM 156 x011 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt, ubestemt. |
![](data:image/jpeg;base64,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) | SJM 156 x059 080704 Remspænde af kobberlegering
D-formet, med anlæg til tornen i den brede del. Rest af fortinning på begge sider. |
![](data:image/jpeg;base64,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) | SJM 156 x057 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt, ubestemt. |
![](data:image/jpeg;base64,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) | SJM 156 x058 0813 Sværd- eller knivgarniture af kobberlegering
Dupsko. Uformet med tap nederst og rest af nitte i den bevarede gren. |
![](data:image/jpeg;base64,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) | SJM 156 x056 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt, præg på den ene side. Ubestemt. |
![](data:image/jpeg;base64,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) | SJM 156 x055 0903 Mønt af sølv eller kobberholdigt sølv
Karolingisk denar. Karl den Store, Dorestad. |
![](data:image/jpeg;base64,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) | SJM 156 x053 080701 Fibula af kobberlegering
Emaljefibel, stjerneformet med 8 takker. Tomt, forhøjet midterfelt. På bagsiden velbevaret nåleanordning. |
![](data:image/jpeg;base64,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) | SJM 156 x054 0809 Rideudstyr eller tilbehør af kobberlegering
Remdeler med markant midterknop og usædvanlige udvækster. Afbrudt i den ene ende. |
![](data:image/jpeg;base64,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) | SJM 156 x062 080701 Fibula af kobberlegering
Korsformet (?) fibel. Hovedplade med dobbelt punkt-cirkelornament, markant vulst på langs af bøjlen. På bagsiden rester af nåleanordning, nålefæstet er enkeltfliget. |
![](data:image/jpeg;base64,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) | SJM 156 x063 080701 Fibula af kobberlegering
Korsformet fibel, hovedpladen og del af bøjlen. Rustklump på bagsiden fra nålen. |
![](data:image/jpeg;base64,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) | SJM 156 x064 080701 Fibula af kobberlegering
Urnesfibel, fragment. |
![](data:image/jpeg;base64,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) | SJM 156 x065 080701 Fibula af kobberlegering
Urnesfibel, fragment, rest af nåleanordning på bagsiden. |
![](data:image/jpeg;base64,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) | SJM 156 x066 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt, prægerester, ubestemt. |
![](data:image/jpeg;base64,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) | SJM 156 x067 0903 Mønt af sølv eller kobberholdigt sølv
Søsling, fragment, Frederik den 1, 1520'erne. |
![](data:image/jpeg;base64,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) | SJM 156 x068 0810 Mønt af kobberlegering
Stort W, herover ulæseligt årstal.
Pil omgivet af fembladede blomster/stjerner samt ornamenter langs kanten. Perforeret.
Brandenburg-Preussen, Georg Wilhelm, 1619-1640. Kipper-Dreier 16xx, Sorau. |
![](data:image/jpeg;base64,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) | SJM 156 x070 1110 Anden genstand af bly/tin
Knap med motiv i form af stående mandsfigur der holder en form for stav (ligner en solsikke). |
![](data:image/jpeg;base64,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) | SJM 156 x069 081001 Regnepenning af kobberlegering
Stor krone, majuskelbogstaver langs kanten / firpasfigur med kors og franske liljer. Enkeltstående majuskler ved kanten omgivet af stjerner. Ganske tyk.
Antagelig Fransk, Charles VI (1380-1422) AVE MARIA GRAS PLE |
![](data:image/jpeg;base64,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) | SJM 156 x071 080704 Remspænde af kobberlegering
Fragment af ret stort remspænde.
Vedhæftet billede af komplet stykke - ukendt fundsted (se DIME). |
![](data:image/jpeg;base64,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) | SJM 156 x072 080704 Remspænde af kobberlegering
Stort remspænde, hvor den løse bagkant mangler. Torn bevaret. Rammen er ormanemteret med et gentaget motiv (x, kors?) med antagelig emalje i de lavtliggende områder. Spor af emalje i farverne hvid, blå og rød.
Alder? |