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) | ASR 1265 x005 010401 A2 gods-side
Mærkværdig rand - eller evt standflade på hul genstand af ler ? |
![](data:image/jpeg;base64,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) | ASR 1265 x071 030801 Hvæs lys grå
Lancetformet fuldsleben hvæssesten, antagelig afbrudt i den ene ende. 4,6x1,8x0,5 cm. |
![](data:image/jpeg;base64,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) | ASR 1265 x072 030801 Hvæs lys grå
Større fragment, slib på flere sider. Mål ca. 5,5 x 3 x 0,6 cm |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD5w/4SrWgR/xOb85/u3b/AONPbxRrR6axf8f9PT/41kSW6yKPmwD3zRt8tlTepHr60jE1G8Ua0CD/AGzqAJ/6e3x/OmnxTrQ4bWdQA7/6U/8AjWayr6Yx0I5pm35cj5gOBzQI1G8V62vI1jUD2/4+pP8AGkHizWhkf21f9ev2qQ/1rH544wP1HNSKgXuSM+hpiNRfFmu7Qf7X1Aj1+1P/AI0h8Wa5ux/bN+oxz/pUn+NZf8WAfwo3+nO78qBGovi7W84Os6gBxz9pk/xp3/CVa43zDWdQIz/z9P8A41j/AHl4HpTlUqeGJoDU1ZPFWt/eGtagPX/SpP8AGmt4u1rII1rUeef+PqT/ABrN3HJBGBmmqoYgdMDA4xUgaq+LNc6jWNQJ97mT+WajbxZrzEn+2L8ccYupP8ay9wU8de65okIbjHNAtTV/4SzXOCdb1DGP+fp/8aUeMNbXBOr6jjv/AKVJ/jWPxwB0HrzTWYDO44HcUDNk+LNdG5jrWo7ew+0uMfrS/wDCXa6OP7YvyMdftT/41kKw4HTK+nvTdzK+BknGaQ9TX/4S/Wz8v9sajz/09v8A402PxdrjH/kNahget3J/jWSAJJBg4A64709VALHuOaANQeKtczxrWoYPrdyf/FUv/CVa7j/kNaj/AOBT/wDxVZII69T6UL8uMDA4AHamBrL4t1s8nWtRA/6+5P8A4qpW8V62yDGs6gp/6+3/AMaxd3ysNvHsaOd27OADyD70gNiPxbre4A6vqHTvdyf40Vk7wBk/w9c0Uri1LYyinn5ccUeYF7AAfpSyICoIKnPAxSLjHPUelWaDAOhBx68U3aQxwM/SniQFiAevH+cUm87sEHPsKBDX4X3+tMT5Sqn1xUsm888hfpzzTFjOPXPegBrELuyMAe1Gdx4XBHQ45pVjXudx9WpfL2ycHb6tQIj2ndjgc49Kk2fIACOvOKN2TyMjsfpUfmhW54GOKBD0AGVCqB6e9RM2VbIyxNIsbwqwLtLljgtj5fbgDik3ep5qQG7v3u09R69xUkjFuBx+NRg7skgkemKf0PTp2oEN3YwAuf0qGFWWNRI7Sv1LKOtTH+LscY6Ufw5wVI7Uxgu5McEAfw0rYOCCT+HWm5O4AkBjxj3prl85/iHOFoAeuP8AJp0hZckcDpkUx8nk8evtTlbzOo7HpzSAafU/N/SjlueAPQmgKVGeenTt9KarFWz95aAFXJYk4J71Ip4PBP4fpTPmU9OvXinhSo4znOSKAEUbsqRRUpbGd20YFFSSWtoXCgcdsU1vl4xkfWrLY3+vHG7pTdvmA9+f84rQ1K6sAp2jJ9qQSDfjgEDPXtU/lnJx06dOKi2gYzheMc0gIlby/mLED9KXaVUjtjPWh3I6qDyeRSqpGByfcnigkZI4UquwqTzn/P1okkWFcs2B64pswYSx4HygYPPqBTWkjmUbgrj69DTEPViq8Hnp8p6/WmtnONtBkXkggUwzBWzkHpQBKu1lweOucVC3DEEYHX3rl/iB8RtH+HOlQ3epySgXMnlRJbgM5OMk4JAwO5PqPWvD7r9sKE3TLBpbCMt8p2biRn/epJXEfS7EsRzx3FI026Pk8Zzx0xXza37VlzuCnTyFOPmEOR29G96dL+1iLCRorm0VXBwUWMkg9McGnysV/I+kC2eSPqaRW+blic9c186w/tXWs0pXyow2cfNG4GemK0Yv2orBnWJ0jDnqrb0P6rRysL+R76zHbjjHfNRp2O09fvA149pf7RGmX2B5cTZ4CrcDJP0OK7DRfido2qMVaVrVuv7zGPzo5WHMjsGywPscUuTHgFwBnAU96q6fqlpfLutrmO5HqjA4+tWGk8wqT1U9/WoKFffxg4A68UKGLFiy4H8PejeGc84HUgmjeVIyOevHSgZIuTnJXgYwBS+YVbJHy9qh4zuJ6/WptuY8kA/j+tAgMjY9Tng0Ui/dxjDdziikSa3lKjNtwGY5Pv2zTAvl4AXPqfWpSp25Ybhnjik5Zht/GrNSFshiB8o7f5/KmsPM5K59sc1I6lVfjnpz3qBpiF5wBjkUgEk+bggAe9VpLuONWLdu2OafLIzbcH2Bx0rOmXqdhbpigka2oC43GLd8pK8jHPfrUMlwWYZJHYZPWnzZVlHbsOnr+dVpDtAwuWxwOmfxqhCu7KQSxIxnrVa+uoNPtZLi5mS3toxl5ZXwqgdyT0qVs/xjC9yTXyN+0D8Um8Wa++lWzBdL0m4KbGYkXMoO0vgY4BBA9iTnnFMErjfjr4tk+JerxPp6TNo1pGUt5MEFzu+d8dlOABn+7XjyWscEjgy/MDgcc8fgat6hqkJ3BIFghz8kKSMVGepyTk/j6mqBSWeNSqM3AGApI/MUzREz2vzbVu4FXrwrMV/HAB4/lWt5GjXEcQvtWeeTYQRChjAPbkg9hjp1Fc+WudyJIz7WyW8tSGP4kdf88Vb+W3sW4jaJzzuVGl69M/eXgDnp1qbDJ47bSops/bnki3bw4bDDBPfA9uanafTY/md5pW/hLTALnPVht54PqKy7xZms4YJEt1B3lHhKM7jJyGIJzg9Kx5oJIVCu0hByQG9vxosM17nW7aMssUZT3jZiV9ME/jTNP8RfZZQ9rdTwTKRjqobv1B/XFYHls2CNzyZ6BfyrTkuHFqJYYxYqqBHWPdhvc5Y4Jx244o5QPpH4R/Ei68m3nl+S+g+WaMsMSj144Of519L+GfF9n4mty0LFJl+/ExGRn+lfnb4N159P16ORW8mLeG7sdpPI98ivpTwL44jguhc2EwnRW2ypnkexBqd9HuYyjyu62PpshiwKN8o6j14o5XI2ge1YvhvxHb+JNPW5gLDnDK3BBx0NazMq4LlcAfhzUjH7tuQPvCn+cyxc89jgZqNWEmOD04pygxt3O70GaAJchmwrcjsDRTEztz+GO9FIg3jIu7AX8+c0NtXO7Ld8f0qRsRluufVartGxYYUbfUnmrNhZWHHGB6ZqlMS2RgD9DUjSDngemfWqEuW7Yz/P0oEElwNoAChh14qpzuHO30x6Gpwzc7sn3JqKRgz7Rg/jzTRJEzNtYsMg/jgdqiLGTaSvPfBHT15qVssCqnjowqBgybCCTt5xiqEMaPduwTgduhr4R+JGg6lovinVkv7Rbeaa4kkWPaMFGP3gehBwf1HWvul23MQASR6jv/n+VfOf7U2i3Uc+lapZxgpskt5JAoJyCCg/9C/Wpb6lR3Pma4SWOVtzM+B8wySOPSmQalf2sflxXFwkeMALIwH4AH2q7J9qmhElxLdM0Zx5ahFXH1x1qJY5WyfKvODwN5P5YXFT7RG1i0mpahNt33cksWAPKmcuvHfBNMvtQvL63hie5Xyom3LHHtUAnvwOT9aYsdw0bbbW9DAcAI5J/T0q1HBeNEG+xXRYdAsUoxxnH3ceozU+0QuUzbffDMbiVzKMHK8rvHoenXrmn6lfR3jgvbQwsMKPJLLnj3Jz+lTzQ+IZMtHo9x06fZpmP+RVZtF8WSQsV06+jGOi2D+/+yT+ven7RD5TptE8baxYaKunwC3ltoydqyWW7dzuIZl5Pfrn06V1Oi/Eu8s7dY5vD1rqFhgI1ugxICcZ6rnGf68ivNLbwn4tulkE1t4igTGdsVtKAT24AGOeatyeFfiDfWcNvbaRr12gXb/pETEKPbJPNS5J7oOU1/Et/Be3UK2OixaNuG6T7QQxPPHzbVI6H61ofD3UobHWnkguVkab93PGjEJkcBxkDJz1x2NYen/DH4gTkpc+HNQcMpwxUA/+hCu0+Hn7PvjC81q3bU7UaNYLKskkskqFioOcKikn88VnKbHyqx9EfCW6nOpPGrM1u6FmweM8V7A0annGe4GK5Hwb4XtfC8Jhtt8jyfflcDnHsOldXu7nnnAFa35tTC1lYlSUcYGfwpWbbIQx2qR8tRK4YjbyKVsM3OMj0piJht+Tk7iOlFN4KjPBHfFFSTY6l18zG4bR0ziqzqduAO2ATVnbuU7u/HB5zTZVLAcAr1PatDYotErL84BHXHeqU0DKPly2e3Q1qTRHIAGQxwc/zqCVSOSPxzk/yoEZy2/7vnv6iq81sXPy9OoI7Vr7do+7geuTUMVmqBxuZwf4mOTSEZTW7Mu0n3JzkVXaMhtoJxnLDPNbJt1XqvXrjiofK+ViW2jOc/0qrkmYtuQN3U5z6VR1bTfOt2XYN27OOPWt5l6cfLjINJJDzwvz9yTRcRwMnh0yFgYxyMdMZqsnh0RbVWNQo/hUYA613zWx6EZH+Peo1s0VQFUA/wBKzcUXzM4T/hHWLfcyCOnp/hUbeHTnGMjOetd99lRj8ihx/dBH5/lTFtY142c5PJ4qeUOY4NfDDljg49iOKRfCPnNlvphq70QgyZx8mPlIGaPs6LknBINHKPmOKt/CaRgjZj8a0IdIFuuFXAx1HeukMKHOBUf2ZlYZA29frT5Rcxhx6WyFcr0H9anjsdkinbk/nWrHGNzMaPLG35hvGaXKh8w6FSrBS3XvVnbhSc4X+dZ812scnlqGY98VNGxZRv3BgeKpElpc9evt6UKpLYxhu/PP+eKaoLLnkdyD9akjYsnpnkD0qhD9pVhn8aKaZAmMZ+poqSTs/wCEfIM+/pUTfMvTr1wallQ4w3zUwR4Oc4HbjOK0NyB2Vd3GCKj3BuCAD1GOlTSLtU84+lV5G24ycEdR61IhpUbTwRznpxTVU5PzA+1O2huQc46cUyRlGVJ567c80EkbsASMD5v0qExs3UdePmpxbMijb8vU1CdzSMzc7eBnkVQh0kfzKRwVPHXFQyxlgVV9h6EgcipmIkPTI7ZPSmMp5B4HTtzQIhaPdkY5HXtzTfL2ZwcjoOetSMCucHPvSyYxlunrSEQLk7s5A/D1pJpPMwB1wFyOMcU6RdwYAEbeO+Kbt3DAGfpQBHtWLIAxnvTMHdwdoA5yKdNINxBwD7jrTVQMoC4A69aYEbDbjJB/z/8AXowG4HPHfiluFWRGU59yCQR+VRW6eSoG8sRxuc5JosAH5WzjOeKU7VwFGMnk46VNyygs2OPxFRcs2QSM8daVgK0duokduMk59KsrnaCRxUUkm1QpI6EjaaVcK2OKBkij5R8u3uAefepAoGSecVFywHcexpFkK7ARg/XOKALa8dzjGe3H4UVDHMW+6Mj8M0VJJ37KNm49cctULL5eCpJz1p5jDKQTgYycU3+Ec4/CqNyF1Le/OfpVWSEs5O7nGMVaB255yaikXr2wMfWkIhCiMbBn5fpUfl+Y24orDOAc4qcpujODlu1RNlY2YdOp9vwoERJHhThQo/Ok8vBPC4FJZl28yR4/L3HCqepA4z+NS/8ALTgYbHpj9aokgbaVwpwSagkULIMc1aaNepYD3zxTSsfUlSMYB6Z+lAFQ/wAOV3dR0Ax/nFIy5QhsAden9as+T2zn8MYqv5Kq2NmB646/hSEQ4ZcjIxnA9ajOSoOMNxnJqw0IOd2F56VGq7m4/LvQIqSW/wC+DE8Ht60smV4AwOvtU7SKh+ZwWPAFRvEJvmbCsM4IOKYEbbhyF4pGy2Dn+lPC/KOG4HXpTNp2k4wO3r9aYDPu9sDtxULSLuOc7TxyP896laPdEQSTn3/zzVZidvqeuM4pAO3ngY4H4VHJJuckEt+FSLnjK8Z9aONpBORQMhLHHHA64PNSLK4wpwQRx7VHxydoU/pU6Kuctwe9ACcrnb1746D8KKGYNIepC9McUVNiT2gfD/XGUbtP5HT9/H/8VSf8K+150Aaxx6/vo/8A4qvZKKrlOix4s3w78QMR/wAS8D386P8A+KqKT4c+Im/5cCfbzox/7NXt1FHKLlPDf+Fa+I8t/wAS7g8f6+P/AOKpD8M/EjEk6eMYx/ro8n8d1e50Ucocp4c3w38RNx/Z2B/13j/+KqM/DLxF207Hf/Xx/wDxVe60U7BynhA+GPiP/oHY9vPjOf8Ax6hvhn4k3H/iWZHb9/F/8VXu9FFhcqPBP+FX+JWU50wZP/TeP/4qmn4W+JTj/iWDI6Ezxf8AxVe+0UuUOVHgI+FvibdzpuR3/fxf/FVE3wr8UcY0zPPe4i/+Kr6Doo5Q5UfPS/CnxQOTpZyev+kRf/FUh+E/igsf+Jbgegni/wDi6+hqKLByo+dl+E/innOk8dB/pEX/AMXUTfCPxWpO3Sicjr9oh/8Ai6+jqKdg5UfN7fCPxbkkaXjPB/0iH/4uoZPg54tZj/xKtw/6+Yv/AIuvpailYOVHzT/wp/xapBXR+cd7mH/4uh/g/wCLmOf7I/8AJqL8vv19LUU7Byo+Zm+Dni6T72jjOP8An6i/+Lp3/CnvFy7v+JPuz0/0qH/4uvpeiiwcqPmhfhB4vXn+x+f+vmHP/odFfS9FFhciCiiimaBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQB/9k=) | ASR 1265 x075 030802 Hvæs Mørk grå
Afbrudt i begge ender, slib på de to smalsider. Mål ca. 4 x 1,5 x 0,8 cm. |
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) | ASR 1265 x169 0819 Anden genstand af kobberlegering
Uidentificeret genstande, fragment. |
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54/vL/jSf2Le4x5H/j4/wAa6qijlHyo5NtDvscQ8/7y/wCNB0O95PkZyf76/wCNdZRRyhynJNod8f8Alh/4+v8AjTG0HUGYZgBHs6/412FFHKHKjjv+EfvsYFv9PnU/1orsaKOVByoKKKKooKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/2Q==) | ASR 1265 x018 050113 Form, ring- eller skiveform
Halv blå gennemsigtig perle. diameter: 1 cm. |
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) | ASR 1265 x076 050703 Hulglas, bund
Reticellaskår fra kanten af bunden på en skål, hvor den buer op ad bugen. Svagt grønt grundglas med enkelte røde strejf. På ydersiden dele af tre reticellastave i grundfarven/gul. Mål: 2,4x1,2x0,20 cm. |
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) | ASR 1265 x017 030703 Drejekværn af basalt
To fragmenter af basaltkværnsstene. Den ene med del af slibeflade. Mål: h.h.v.: 8,5 og 6 cm. |
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) | ASR 1265 x046 080701 Fibula af kobberlegering
Cirkulært emaljespænde med korsmotiv dannet ved fire buer udgående fra cirkelkredsen. Emaljen helt eller næsten helt borte. Der er tydeligvis tale om grube-emalje, af ret lav dybde. På bagsiden næsten komplet bevaret nålefæste og - skede, samt mindre del af jernnål |
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Ca. hasselnødstor klump af blærefyldt grønligt glas, formodet del af sømglatter. |
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) | ASR 1265 x161 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt, hamre på den ene side -ala MB 361, 578 og 580. |
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) | ASR 1265 x008 089599
Simpelt, ret groft forarbejdet overfald til skrin el. lign. Største længde ca. 39 mm. |
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) | ASR 1265 x009 0901 Smykke eller dragttilbehør af sølv
Fragmenteret cirkulært smykke med filigran pelta-figurer omkring centralt punkt. Opr. ca. 27 mm i diameter, største bevarede mål ca. 20 x 16 mm. Bagsiden blank, uden spor efter nåleanordning eller øsken. |
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) | ASR 1265 x010 089599
Fragment af klokke-lignende hul genstand, samlet af to dele. Største diameter ca. 14mm. Funktion? |
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) | ASR 1265 x011 030703 Drejekværn af basalt
Fragment af kværnsten, ca. 9x10x2,5 cm. Nær den ene side - der er kværnstenens kant, ses et aflangt hul med slidmærker, antagelig efter en 'rotations-kæp'. Den ubrugte side virker ret ujævn og stykket skal antagelig placeres ret sent, dvs. 1000-1100-årene. |
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) | ASR 1265 x001 080701 Fibula af kobberlegering
Cirkulær skivefibel med spor af forgyldning. Diameter ca. 25 mm. På forsiden svage spor efter ornamentikken, der antagelig hovedsaglig udgøres ef to større S-formede slyng. På bagsiden rester af ophæng, både som øsken og nålefæste + -skede. |
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) | ASR 1265 x002 080701 Fibula af kobberlegering
Cirkulært bronzesmykke, diameter ca. 25 mm. Ornamentikken er stort set bortkorroderet, der ses kun små, svage partier hist og her. Ligner evt. x1? På bagsiden spor efter ophæng, i form af især nålefæste, evt. også -skede og øsken? |
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) | ASR 1265 x025 080701 Fibula af kobberlegering
Usædvanlig flot Urnesfibel i gennembrudt arbejde. Kun få, ubetydelige småbrud. Måler ca. 27 x 18 mm. På bagsiden ses velbevaret nålefæste og -skede, med små-rester af jernnål. |
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gZ/dgfQZx34FKRGWEYOWzjY2SPY5/yaQTRqsi7o44gdy4JJB9cD6Co5hDb52Kx+Yk54IHTuPYdaWlw1G3UiFkUSPvXKhT8w78Yx6DrT4o4I423SqbhjmNFzyOvH4ZqK41NbNTcXUn2SGNfvTOqrGPc15NqH7Unw8sbpo1ur2R1lJEi2rqsvP8JIHGfXAppO+g21bU9jVY1hheRA0uQQpYE5p1xOy7iZECs+QofjGcGvK9C/aE8LeILgxJLJpczErCupxmPzcHH7vJ2kn0zmt1vGmlX1vuW6tliBwJPOTAI980NtPYEotXO1N1G6rIF/dZxlmBB/Co4ruK4Yt5kZKsTmT5l7cgce3WuHs/H3hu7nNhbatazTxMA0ImG7Jzge/ToM10beIIJEGJo0iKngYOO3Q9eP50ldu4OyQ3xt4wj8M6TLqF2WOfljx0ZsZC49MDJ47V8h/ETxRqvivVptXbUF1C1aIyRIYWkt48MH2mPGDkKD053YPQ17R8U/iR4P06/tLHV7i3OI5ZAj4x5rLtQsB7N+ua8NvriC1voGa6mnbUIHRLdJCDa7QdgXtgEhicd8dueujRVVNt2PNxGIdKSikdh4Ljtr74W6jLHdrfzXkCoHkjIEXK7FDYG4A55Geo4yK8Gm1SC71a7m3KIbW3iMSyygs5IOJMdOQSTxxnHvXUReP5/C+m3Ph1Jmt0d3kuYVbdGZMAh0GSoJ6cHnAJ55rw+61SyvtensoUuZEWQqGXOGLc9R2z+hrom4xSjHYxoxlK8mdnLrEF9Z3YhlFsIplIuFJDkg4z9PmJ/CqMqibUZLRrhZE2gRxqNypj7pPQbsE88dT60S3a6bHHb2lsYVjQ5bOcZPrn0btVq3jtmlhklcfaixkMMqYHGME9zxnPtWaR0X0K91Jc6fEtwYWuJ1xMVdwfLQgEfKOMfn1zSxDdI1/cxwtJIuY43+bG45B59u+fT0qPUxI7TXFzeLNdzs7Ha5yyryGz05+vatfTrg3kKOLmKZIo13IVIKLz8qntnaeTycVMr31NFpHQ5vVtDuI9N3pMI5VffFEowrYb8STyevXgc1P4du30HxVpcrti4mjZZvkCjPOOhPp39Ks32sbFkeZ5EuLgE7FGS6lThRngAEYPsPeuNXUpbHV0nkGF84SNu+VnAyuB6Dg/nWM3pob0b86ufZXgPVxL5LrIqPJyxY/TnB+navb/D8u1STOWXGCqtzXzn8L70zW8YxtBAO5ZMcEV71oEw8td0rO3oD6dqm3U6pPWyR2dvMLiNiQqpnAViQex61sQiLy12gKg/hY88Dn+VczCyrH5iLubjYuQM9uvNbNnBNNDh48SAhmOAcZ98DNY3ewnZanW/D2cSeMrHCMvzSAbjnA8p+/f8A+vRS/Dt5f+Ev05TtAxJkY5b5H56UVcdiJFLxE0dx4g1XzYiAt1MoPmbR98/qazo8Deu0ZVOMjI4PABP1ra8RRmXXNSgy5JupDlcDALMQPp0rHtofKcmXcxVtwO7cOOc5qdbidrBmJZNiOqIq5xg5JGc81JIdyhpJBIyHAk9+e3akXdGpYv5PmKT3yenX8657x5qUljpdtHBKYmmdYXaNgu1cE5B9cAjPbk072Ieivc8x+LHiqbxHeJZRqRpKTqEPy4kZch3688ZAPt718n/Gq60HTfGEkuiILorbl/JkBLM5zzgcDGR0A6H617f481FtH8FzpbSLbvdReWrWx/1OQ3AJHpuHY/KcdK+fPC+knVLG+86LGp3swPIAEUKj7oyc4POeeg5reMeZW6nnSq8r5xfht451K6063sNQb7RJYTKkFpcPgMDknO4HqAUPsfeuv8C+HdP1rRdXSAq9xtB8lp24+TDEk4A+crjAPAI9M6XhTSdJ0fTdRuNUntzFBNJA2oyQhpGIjGWjXqxBY7T7P6V5bdeKJ75gLNVhiWNY5JnOXfCjKlugLbcfnk12VLQiudmEZc0nyJ7nTz3Vv4bWaye4ty8kaxvG5O7YASTnPJB55BGQDVW28UWn2S48uUSmOR1SGaYb1Azg4/njnrXD6obpWOr3cqndKVX5Dt2FMBQOuBjHX+Vc/cXcuDcLKUdW3xqCpBY8gseuf89q873d0j0ouTVrnT65dzrdS3yJa3tssJY2svKnJG5gQcqTgYIOe1Hw91vxDczXOlW8mn2IEZlk+3xybip2MqqVBLZ+XA7gk9K5bTYZr62aO3ga9vbjFvBFG2SXZsk4+mee1ev+F/BUXgq1W4vpo5dRlRU2zEjbgoC2Ou1V3ADj+9wflHRThz7HBXlf3Zas53xB4Wlj+1fbb6a6mPl+ZHHGsO44yyLjcSF5BbI6e+Kp+CvC91P8RdGWCQefd6jDCwU5aMbgD1P3kwOfUfWuns/FSpHJbfYbq8fdmBQPLWQAAAhcdMnr65riNQ+JEmjeJtPmtlhjlsZ/PcDJT7+7YBnJy3Gc5Ax0rZcsXzl0+ZwcJHsf7QHhey8J+JNJs7NLPbb2qNKqJhF+bADAEjPykk569hXlOp3mnWdnLHJLJLcsBuVQFjBxnJ9Sfau2+Lc97401/UtYuRHPJqJ82OS3+SGJvvHaG6rjgdeM968e1jRrj7TCt0JEWMkN5Z3eg6DnqB9K5+dSb5TSjblV2a82tTa5LBavFFBYQF2EkIwzEjnnvwvT37Z52dJki01r+3gKxSKNzebglcKQFHOCSW/lWJo6xW9s7eYyKk0ZiZVBIzzu9htFblvo7291PPd4htY03FljCNyww+3nAPHU9xzVx3NJW+EreSscc5mdkdp9qyzcPIOemeg7+nzYNc548lT+01igDTQW4Ef2hlwZGx8xz3G7OPbFbN7I95pEMv2g7o9vlrIDuBYsAFHbGPbqPxyvENxFcadGuPNeOMLHtYAK2V59+FI/Gsp6XsbU902e9/BG+LaVZxtJvYRIOTjAAHt6Yr6d8Px/abWMqHAJ/vfrivk/4AyfadPtWXKhThuc9Djivq3w4x8tFDKMjuMkD/P1rKKujvqOzOzsWSMoCrMCvVWOVOfT8K27W4by3JDeWw2/Lzx69KxLeKOSHCpGx3Bjv5HHbjH+RWvDHvUZjVEGVCr24JGc1LuRpudj8PJEXxdYoDuZg5J2n/nm/c/55opnw5Ut4wsJNygASLjqW/dsP6UVaMmM147/ABFqitJIqi5kYKSMNhj7dM+vqKzJpPM8xD9447446/lyKueIZhH4h1QMSqG4mDbWxwWPbBrHa8lmYokrHHY/KeeMVF+gW1uWJreIW5zIhURbtmMnnH+HWvMvjReTaZptjLDCzK8jRBVwTlgcj8gwI969NkmmkljaJseX9/KkZ5PGc+w7V5/8XpprfQbG42NG66hGN6MVxu3AdM9yOKEldMzn8DR8ifFjx5d3l5HoPzGWNmuZlmUGRiquDt9ANzNz13fUUnhbTdP8L2Fhr7ia9W8AQ/vFXdukUbgQT7g/SsNdDm1b4rX19rV15NrrFxLDBqB2uYwx2KCw+6dpY++KvfGjxTbaPqmleGtK1EvZ6TZrbYiXMavG/AP+18qs2OpNepFqEednkP32qcHocN8QfGsuvTWlixK2sX71FU4XcSTux6YbH0ArC0WKxj8ITuzyS6q0vzQKMKkfIyT3JLY7Y689k1S6t7e3N8sWb+aRny2FVF542due2P4R1rN8Fxza5NqUdpexJtAMshGMjcuOD1G4D8cetcDblLXU7uRRjZOxX8WeJLn+xYViyEJBzjABGQcDp1P6Vx9nqNzeqkJlDylsA4GAMfzr27V/CrtFFZT2+IIbFENxINiiPJxng5Jz0H4+tcd4X8K6NoOuTHVp3b92HsUkj2xTtgna7ZGOdvHGQTyMAHX2Mr6Iz9pFQbR3fwz8PyeGfCLeIJ7ZJ7mb/j0Ysu44cK7tnhUBXAGMnqeMZ9M8UeXrFrBes1vJci2E02zJcyMpyhckYIViWY5xk4rjNU0+TXfDdldQ6ijQRytG1vDH5aqc7lVX6DhcYx0U9q47xR4jk8NyPY3Fwtpa+WJQq5MhJ3ZUAnGWOM9gFHHauhxVOOp5qjKq+aL/AA6GXrWt3f8AZLxjdcSTSJb2sca4eQDcFUAHOOPTBrL8bfB7VvA/hLTPEl48n2uR1e6jibDQK+doPoeCK7P9l7W7TVfi+8+q2cd4HtJobQSAbYmVC7FR0yUR1z6t19ez+I+pReIPtaXV5FdRtmQWwYKFjGFye+cMW56c+hpQp+0g5Pc6/ayjPktp+Z574R+LsOteFbLw1qtxHA9tMbgX7Et5i4z5ZGeCf73tjvmsPULm0ivJmjuW8oy4jaP5jsPRckk9D/8AWrgND0tW1i7six87d5ca5wD83XP1C8d89RivU9O8L2ui29vFqVqsZmVHG8kvIpO4EMeFB24BA6E8HOa5Yv7KN0o052XU5XRNPv8AVpXumR4rWyXzD8g6DjnPp/WvV/Gim1j06ylhZzc2UUUYXc6SBVUISWY4JDjgEbeg4xXmesXbrEbaIiG2kHyrnaDnBGfXtx7V2vjHxNpviG60yLRN39l2CmJZFXZvJPAzj5uigkqOe3eumLiot31CpzOSdjFvPtd9DG90vlMwWRo0bPC7tq8npgDr9Kw9W2LYsROrbiAyKmMcYrVuY5U1DaB5hWFnn3PkhVOFPt2wPT2rI1qMNFGkcZMJPLgE5IHJ/PP5VyTOmnZbnr/wAidYYYyWdSxdSD2Jz0r688KxNHDH5zLgDLYH8/Svi34A6s9tdPA7ANE/Qj+E9Dn/AD1r7P8ACkySWqbpFywHVc/hn8aUNUdtTdWO50+PdkhzIVGAOgz78/5zW/C22JA0nzZ6Kccj19uawtPMaxkRnbkZHGBwO/8AntWvCzrGqRFidvzNjqPXPYZqGT6nX+AWH/CW6ftbOTIDz6Rv0GKKZ8PZo5PFmn5ZRJ+8+U5DZ8tucUVS0IZU8VEDWtQPl8fa5AckYOXIz165/nVBXNxMyqiiQkYLYUA46Djjk1d8Vf6Vr2pR72Qi4k+Y+zn0rK8uSO6jEgZgpDeZu+UfgOc9/wDCp1e4XRdb93blmKqAu3aFJ3DPYcV4/wDtEX95pXgH7ZAjTx28yu2yM7jkFVwB/dcg/h7V6rfRySysN6k/cUIQoznpk/yqheWsWoWcsFxZC4jmQBxINwOSD9aiXcOW+h+atx4qMDNZM08QMgYJzncML8w9QQ3brmuch0/UPHHiJLPR7Zry4uJkiJY4BfnueBxkk+1enfEnwvaWni3VLHR4mkijnQK1zxgnBY544Bdj9CBzUfgu9tvhb591IsdzcNExYxIWkQuMbxgEAqdvt971rfWVrvQ8V1Iq8YL3np/wTx34xaWPBmuR6L9vj1C4jt1N08I4SbJ+TJ68Y/P2rM+G0+oeGvEFjqungTXcLCURbS2CDwpHc8Z9quWPgLUfEuszX2oO3752kMsob5yTySSOpJ/nXoOnpp3hG0SOFo7jUZSYSY1HA4wVUkbicdcjvmrp03LVbdy6lTlgqe7Oy8RahbatqEYw1vqFnHue3jIlVGwTuBXhwBgjrjOOa5GTRbfXLLXBPb+V/Z9stxIzkl5mklSLAPqN+evG3vzjKkb7TDLeabuhkeXIyxHlrjIUcdOc+lXP+Ev820lt3aG3luYF5bkznzAwLEKOeCMZ6Y47V1upy+7LYyjprsULO3vtLWS0S7knsRC0kdo87RurtlVCtgjIO1sEfNsIyK8+8UaD4h8Ta9JdXUElwFVBvjBI6Z/Prn3FekT6NqbafarI0dmbqUPJK7YnHT73p1PHsa0IdNSx02HS7WRGvZp2eSd8O8oKo2xRkdCOvu3JGawnVpSXvSNozcZe4k7lH4bpB4Dsb+6Ztms3Fv5NuY94EKsvLEjhieF2845PXFXbzVLWKxa3iM8kgj3zmQ8gYO4ewwMdefTtUuvaTZaLaTSLM0Dt87T+aGyAfu4H3sk9cDJGfl6HC8XeMbfVdLaG2ZrmWHYipygK4yzEd+QD9T3FEa0ElGGxCjKo9UdP4RsNJgSyu7y3jW8hVnkuSQrlthKjA5G11Lc8EnGMAVyfijVjqDXOpzJLFHG4FvDzt2g9MkdArAfj71saVosl14FGryyeWJk3xKrITtJ2EsMkj5lb/vkngGvPfGV9JeK6Rtsi+0OyJnJAbHX2wg49qqpJWujajG8ynbi88RS3DW8KSBDl+cHknOAPqRx0FbljpNzo0EsVzdfZYfJ8y3iuIXw/OQvPTOSeOM10vwmu7GwSOVrZJpI5MKFwd3cZU57gA9q6mPxVbyah9nvrLDszyiNiCVGVOxeD2Uj2yR70Qpxte5rUqtOyjoecBNX8RSSJGIhG0R8y4V1BmwdxGScdR0+nStO18B3MNv8Aab+eZIbdRHFaJJud9xypyvCryeO+T0rpvJW4a2FnOWhuCzOrIMDIByuPmOXBwO/bjNY3iLxBJc6XHbfasojiO5kT5m+UgYHv1P4UOMaacnqR71RqMdCz8P8A/iW+LGVo/LTYCke0/KN3GAeRxX2H4HmSS0iaV2wOcKePpXyj8K/Df2i+E0haQyMGO4c4HT9K+qfCmlGMqYywbArgpN8rZ7NSNrRe9j1bTLhFaNwjBf7oFbTau8Kxp5YVmH3ScEnr1xx3rmdLj28SS89eF9Pet2x2tlhJkMSQevbBq230MNOp3Pw9US+MNPkO3eA+Cvp5R4oqD4dqsPjTTkU7vmk54GP3b0VSdybco7XI9uu6sCJDi7kZMdAdxP8AMGs+8kLkJ5bqzEY3PzwR8vtzVjX7oJ4m1UZkXbdyc4GFO4nJPb/61Z/2qRYGZHxtz8wXBzn/AD+dZ36Dt1HwxySzOCqo2DhSuSBkY9+vv2qNrdADAUBxkqQP656VNCsjKI8kvtwcngn1J7AVWvLbyY5ZX2nYvPOQAMknI9KPkSfDnxGt7dPGGrai2oXLvHIkUkcYChi6sUBwexRs5xjjiuQvbezhhjlSODT5pJRHDHu4B6l2b+7nkfp0xXpPjK1OpaxBcsImuZo5WeHDFUb+BzgEszFpB042Lk815J4gVY2gRZ28sOqNhcBhjBwPqP17cY9GMVGKdjwpVHzuzMzxN4mvUuIMLHMqs0EicsRhQN3rk9h6isLULUX1qs8VuPJCMfPYkEH5QQASMglu3v71e8UaWNMvYTb3MciSx/aRICGHygjPuQw4rLS/TUbFoWx5vCIFXHyKep98fKPpSc39o6qcY6cpU1ac2fh0Trc+ZLJKwlbcch+RkL2GBnPck9MYrltPtLnUptsO9Ys/eT7zY707ULyW91trAkrDLL5rKB144/L+tev/AA88Kq8kT+XwBwFXmuWT9pLQ76dNRjeRmaP8P9Q1yKBmvLuFoRhGZySvGOPTgAfSur034EXRKY1KdQVKl8ZKknt9a9k0HwysMIJRVC9WYDP4fnXoul+H4kg8xgx4yMAYOPaplDuUuXax842/7N6ybUurme5KrwZWG0fh+dbcX7PNilo6G1EDqp/eKDnI/r3r6W0/RS0aM0Ijj4BU8Hg1qR6EskcnV9wHBG0fXk1ly22NbrZnwX400abwzot1pU0XlyxykB/MKggsu9No65Kq2e20dc15brkLWcKTSQSJKyfKjYx7Hp0Oe9fav7THgOKLSk1KNv3chMcjqpYhxjbkdwQCP+An1r498XTytfJOiRzrhYx8uAqj5R8uSQTjp1rXmbjr0OZRtNmX4YthFpH2wTOsvmvuhCAgIFXaRkjJLbuPb8+nsfEMcZafY9mlwqxqZTlnPOT7nBPUckn0xW9oNjB4d0KSEKv9pSxMXm8nlC6keXyemDn6/SsqSzWwjtzDbbi2PLuH+VkOSM+xz0PqK63TcEm9DmcozbRVGoTW9m8FkrNLeqXZflLoigABn5IBx046981z8drcyXkOnfOv71jIC2RjJ6cDHQfnXTWz6XpOialPNeSrq0mIbK0i+5lSuS7bTxyOBgnaeay/AsV1q3iRDJKHVIyznbySTjn+dclaUrWZ14aKlUv0Pf8A4X6MlvCsj/KxGFDAfzr6F8KNFCFCNlv0rzr4caK9rDCxjUtjhW/nXsOi2u3CtBhMY3f5+tSvdWh2T96Wpr6eq3GNqOuejKNvOc4rYs9LCzCSWLLqAfMbnueOnoT0qK2sQ7gfcjIxnHPHHHv+PStS3gMajpsUHqep6Aj16j8qklnT/D2Nx4s07ciqQ0uduP8Anm340VL4AV18XWW5sDdKAvqPLbB/KitEZmb4thLa5qEiR5xdSZI65Dnuf8Kz1hVkXcSjZA4OSMnPY1va/sGualLIQ0cdzISvp8x5x+VYEtxAjBsoUUknzOcgYz14yaz6gTr5cWfLkVGGMBs579B19KbdrJC5EmJOCCQMk9OOPxFOV0abzifOLsV3N91eBz/n9Kj2iNXPmKWKnC4zhs/KRzx06Z5xTW1kS9GfEnxQt5G8UM6zzQ2rRtHboNxwxZlCcDgYRnwOTlfw8xubiGO1KSxIyI+52Tjbkrt+Yk8KTjsQWP8AwH2f40WVtDqV+ZVaKLEsMLDLNKQxcN7ABvmPHRQM5rxDUrWS8eVDarIsDxh5G3bIwAoywXtwM8dq6bNRi0eO3FVHfuSeNvDdv4f0PTZp7hZrm4uTG8atvaOIKhyPX/WY+tcFdTQWryTlleKFiiO7bQ6nvjGegz7V1fjrUZNY16aWQBxiNd33I1YIMqB7EYPvmvL/ABezxxTkP8qsdq55OeMsPXn9ac/dOqjeSsUdNtpLt5703Cwurfu9wzu68/TrXrXw5+I48PyQRawjWwkCss6qWR1OQOe3SuP8K6BqGvaarWFk8tvaxL5zKMjpySTwFGCSSecED1Gz4mifw/8AYHmuG1KWW2E6tdLtVEYlVCqRwcjOT+laOKik1uNVZXaPorS/jdocM6WkUVxdzsQNscRGc9AM8Hj0rfP7Q1jpOGn0DUF2x+YpRkcMhbaDweBnj2PFeb/APTW1vXodNu9PS3+wrLO14P3cg3gKiHaeVzJuz6YHpWP8WNQsNJ8XTaHphWK4tPtDSPuxs3MMLjPXbkH61MoyfvdDD203UUYHscH7XWmSSpHFo023jLSXAVhz6YPb3p+sftZN9k26TpMcc/y5NxJ5mCeuAoGenXPccV8valqkcd6FkjZooFBMpcgMx4H5c5x2/XFuvFFxrSyxSl1s8r+5Q4JONoJ9f/1Vm7Jnam5bHuXij4meIfiNqP2DUNSW2kt4/PVEXAVjjgIuSWIPcjv0Ga838Yahc3s02jfaG1AafKI4LpkEbDLM7LjccDLY4JHHY1jXGi3mishimRrm5sobrzBuDsjJuC84ycnkgHlauSY1GOS7SdoQiKJQy/w4P3snnuewFaJcpk97kceqXGk200U08bMmxXlj+VUflcEn6HJPHX8cy41iS91K4MiLbMksccUaE4xtwzFm5BGxc5PGenFZfjXxRHqFzdxWkjy2UaIobIDSkj5mOOuT689PesC3kvLeWO2ijkLSkFR3AI4/AVM520kXGnzWaWpqzC61q8jS2MlxdugQHpgYxjp0r6C+D/wrOl2UU11ia5kIaRsf54rlfhT4DMYjZ4vMdiC7sM7jX1H4N8LwWsaH95GAAMA4GfpXIvffMz0bezjZbm74b0MwxxlUUeWcDd+HX/PevQdNtSu0NKIF4J2tu4HNZ+laeFePgyx5wMr07AVvWySRxhDECnTaWCgA5IwO5pSdmStSzb2quhETsq4yYjgfMcZ4H1qSaY27QbhuONxjVSwAIx/Wp1jZIdxTy+m3oRnHB4+tR20QtUVSTuY7yZOe/wClPYl6nS+A5JD4y0/Bby2EmRtwB+7f/CimfD9C3jSxkMu/iT5ffy2yev4fhRVxJZX8Sv8A8TzVBHlZGuJOcejnH1rKdtkYk27WVtxYrnPPUfj/ACrW8Tq8Wu3zBcu1zLtOenznBx+lZkuwRqzPtaVsJjr/AJwKnW4rqw+SMsqMZGLLuK7ec4yOfxNV5NzQESxozhCZGRQN319BgGrcwIi8oDao/i3Ywc9cY471VvpUns54mMYSVCCFPJG0jA9OKbshas+PfjlrUV/4f1S6to1ivGlMjzZYvEvy7UU4xuKsS2DwI1PevCZJ9SkvrGW8Z5PPZ5xaK2AQMH5/bgnn0969r17Q7yObULu40u6a30190iM4kMjk8IMjuR6twD2OK8m8daSjeXPBeO8sZKEx5U8qMg564HJ+o/HtV3TTR5FlzuM13OU1LUJ9J1aOS7ne4kt3MibJQ4XgHduBxkNivPvHl+Ly4knjWQx3D5VpGyQue59a145JbnzPNLt5KAKEBCthjnPp1/zmsDXVfUry1t1Xy+yheepzn+dc8m7HdShyyOk+HHjaLRbO/wBKuprtdOvkImS3YDLBXKZyfu7yuePu7vWuqvtOi1mzmuUmEt1A0cUKsxdWBXoOM7R8vc9O+aqeA/hn9sYExFlAySwzn612fgPwvqeg+JXOlRxas63Lr/YlyC0M0a7jluckrtLenA69K1jKTST2MK1NU25Q3O++CetJ4Vvbw6gyjWfK8mSOMcqN2wJx3OF6A5xnjNeS/EC+WXWH1CKPyZ5JJ2naUfvJQ7nBHpgcc+te5/FTQdI02xsbqyto31C6n3zXyLv2goy4X2DBOB0AIHOa8F8UQzRrLAHZ7xb4Ruw5nMnJP5HPr94fWumStF3OWgry5ovc5e41Fnu5Ehl8yKOPLPNtAcdDgHueB19qrfJa+dJbiVpoVVwmcZXvnHbkYrRaO31i+nuJLr7NMoVjK6ZBkA+Y5J6nBwOcn0FYDx3NxNlVLSOSZJMH7uQB+dcvmelG2xe1LxB5s1v5byvDHGI4RnaY8nJUde/881japqF3dzSRNuY7nLDJbIHJBxxgFc1b1OdUb94rrLIA5GMkZUEMSPoSfc/Ws+PVIY9IlitovKumG6SaRtzSYYcD0GCePUdTxineV+ZgklZpD9Kt0kdp5FViuCuFGOpyT2x/jXd/D/wzJfXqzgZVzhTIOq56+3euK8F6O2vXEgnlm8lACvXazAqNp/4Dn9K+mPhr4X2KriNgVHB7CuCUfet0PQpWtzs9J+HfhsxqmVyqgAjgDNe26Fo6WtuGES5Pc85/GuP8K6eIVOSxTp8i5P516RpsJjhO7cCoVFB69xn36Vre25EtXoXbWzWPLxlQ7EAAZ4yc1u2LQ/8APNSVH3VH86y8TLCFVhuUFmQdGzxjNaUWVyFG6SQeoABxnOe/Sp5kSkNmulRsgFY1AIA5P6elK7HYkiKNjAna3T6foP0plxG/k7QFjU8+2Rnn9KW3gWSEL58aynOU3cnvz6VGvUvTob/w7uHPi7T43IyxkbG7/pm3bFFWPAsKJ4wsDu3SfvDk5JwY2/Lp70VpHRESd2VdeWRdc1DaFL/a5SGc8AbyelY+GWQFXDuTle23r+nGK1tbmQa9qyJAoP2qUGQ9MljnNZ0Mg3LGG+Zcn8fah+RHqMVkuGIdQ0bElmbDHrjoPwqvdRxSNIIpI2yGyFG3A/D6D8qcxVpLeM7kfngDGW68/rUsMkC+Z5ce7GACOAPx9KjfQrVI+dfjFY6vYz6vBFI0UEwM0ZZAFuGAAWONicAgE9efl6Dg1813GlyrfS6bNf28XlGYPI+Jl3AfMC2ec/y74r9BfGHh+08RabcWd9As1vIpRkJ+UqeTz26mvANV/ZO0aXXm1HT7i805t+7y9yNGpP3SFwOnHftWixDiuVq/oc8sNduUXa/c+T9eKR2IvFaSCMOkd46gJ5oLEAooIzyvQenPvxGj2qXPiqOPbhVj3ovORkAYyep/+vXunxE/Zv8AFbNcnRYF1ZYZQXggkxKoxwx3YJzluP51W+Hf7NfieTUG1TVrP+zmX93FayMDJ6knrj+frUSxClZI2p0ZR1Z0vgGxgtYYQd+4nICj/Ct6GeDwz4j1MGGFTfRJi4MO+SLbn7pHRiQBu6jJ9K9C8M/DWfTY1DQ/MAOR3Nc38VvB1zY3ljqJMKwTFbeTcN2wjccgcAkjPGeuK6lNxszmrR5kzzTxv4ui02+nFzeabcyTIWFvpzl4ImCLHsweqvwTgnnNeU+J9Sg1RrRrR2vL2ONWlEaFPmzgjAGThR1J611HjrQ59D1e7057e3ublHwZYyrq/YAMR6HH19a4PS7K71C4tIAsEBmhybyeXyY4YgCMvgcHAPPPX1NbSqSlpY5acYx1TC6k+0gRo8gRUEx2sWAYYBY49wMk+vrxWbeXcUOsGD7SsCMyjzuWB7g8Hjrk/QAU6a+gYTJaIVjb90Rk852/xd87W49xXNaxHLb3QMp/eIoHzDgYxj6is+ZLY6opvRlhVt72Z5ryYohYnYv8XfHsOKpWsElzeRx26bgW2qrR5GM+/fFU7eaa4nRIVIlOVMgPJyMfh3/OvWvh74Q+0OjvGxOcAelctSpZ6bnZTpcz97Y6P4c+FZriRYjGrLwSEUKB+Ar6T8G+Gl0+NQwAUDv1FY/grwhDZW0bsoVuDuPX3r1nSNJjjCfKDtXBDc4oj7q97c0k76R2Nfw1p++1ik3O0bDKlh9Oa6i3hKwDbs+8QWzktn8O1VtN05/LVXX53A5Q+3ofetdVjt1j2jaMg8csG7496JMzRPBZFVAD5BAK7+ef8aurH51wArsMKAWxxnB4FZ/luylyXJbpuAA7EkD6VZis2aSTLA8cdM/TH4frUJ9LA11uWZo9yMqtu+UgvJgY5NVE8pWRpN5X7x28e2KtS7TH9/ODjJXgZ9KqtGJYQY1LlQM446ehNPrcOh03w/8AL/4SuyCgBx5hPrgoxBPt1opvw8vIpfFNinlsshViAyMMfu2559RRVx2E3cz9dmUeItTjPBN3LySCPvnt2rOfUIPOWEEPKcDcy5xnPpx0HH/160PE+2HxBqDEklrqQBV4/ibr+P8ASs8Puky3IUgs2fvYP69D+dQ77ATC3Ta288fMMN35yTn8/WmNIgJWNWMakY3dT/wHuKkkuQ0jINoG4sq9SBjHPP8ATvT4zIvmKxVgzDIA7n1HvT0B3IbiMyQkzZZmHGF4Ix+uOtU2iUuZPvH7rKVwODyB6/1/GpLjVJII5BBbtITlvM+6ozwF55J4qG3jlWNBImcMNpPr1LdfXNTdXHry6itpMEijCYZT874AHUcHn3qr/ZMbbSY/3jMWDAdAORjn361twwRtI24bycjaTgA55HXvTlUrNHG7lVDYIUA9zx174p2RJixaCiyIhB2jk98cjj3Nct428Jy6hok1vCifaYyskRcgglWDY574BA967uKYKpVTl1fIyAMH39M8HFV7mF75iSCPLyxb7oJx7/nSdnoFrrXY/ODx5puq+IPH2t3EO5xcOZBGyDb5YBBOABjhcntxmse60yCbT1sEtXaRvLkupNhYwlQyMc85UsyH2/Gvuvx58C/CviTUm1SW3miv5WIlltZWj87K4OR3z6jBzXm2tfsz6ReQajHaXmoWpddsgE4Y/wB8ckcjpx7fSrjiHDSauYvC81uSVv69D4wkMHh+Z7N7eHULoDy3kChlGMhShxlQMAn1yfxg1G3fUFnkeza4eRdh8s5wx+6eByBwMcV9b6P+ynpOloZRDJfT4/eTzkuS3rjoM5FdJovwF0rRS2yyjRWck5Tq2amVeU9o2RvHDwi7uV2fHXgf4bztKJZoJF3H5Syn5QPX3619FfD/AOHc9oSzICCcj5cDP+Fe16V8LbG1YCGHKjkgD0xXUWPhGK3yEwSu1mOOme354rOCad2dMpRtaJzXhfQmtISjFmHQrj867fTNKxID5a7Bj5d2OcdCcHP4elWLPSIYYdqwlkJGcDn8eOla9uqlgscIyoO7B/Stb33MNtghtjGxy4iXgDphs+manjVYm3/M6cKWzx24HvVW40mNvnilkSZlG1WcuuR/snn9RV9flWIIgBH1xnH8uP1oYr9BY4UWZk+UK4+XnOMHg/nVeG6iEkm072xg7VJ788nAzx/Kpto2lt3mtwo3fLnjJ/n+hp8cH75drLHlwNzHOPepY/UrNGHjUlSm75tueVGcDJB59f8A9dTW9q8auHLCNxuPO0E56YqT59p3MgjLf6zGTg5IpZJXSMLvYMyZA45XP9aQ7PY6LwGyHxbZbRjG8DnJ+41FV/h3N/xWFmpkaQsJD8x5+43t9aK1i7ohqxT8RLHJrmqxnIZrqUlgCNo3kdelU2i2tIXkVVjyTnjAHrj/ABooqEN6Dpvk/wBTtCkE/MeSFPOB/nvTN0MQyzSTSOQAwyFHPVjRRUt22KSvuMghdo1ZpGU7eBjkYbk/j160/cQpjUbGC4PGMehP+e9FFNbkvqSzIbdN0syh0y+FHD9+n1yOfSo5JjdzLGEfDDKlkxjIGT7UUUutg6FaOB1uhHHvaVjyqJhAOvLf1omtxJcMksrOV53R5+Q8HJPfn/PNFFQabaFeaOFbqFVRtrfeKqDt9Scn1/lSwwxHdH8yf3FKgE4655/zzRRVRs3axElsVpdNQyyqkIB3FWbOO3Xt61KugxQ228RcsNxwOTz2ooq+VWJu7k9pZxQqCASrdFHc8d8ccfyNKsO1sBQijBJjJOOfp70UVm5NbGqSadyO8SRVXyeXVcugOMZ6DJ4z/wDXqwm8RoxdQ+Dnp97kGiiri2yJe69CWK3WRsq2SvRiOSc4NTPiRW2uUZXwVxgemfpxRRVoXQh1GO2Zo41jBkxkLnBPqcduaTEsdnHM7YLjjHcA9P1NFFZSNI72EkZo2DvvjXbghRn17n0yKTzB5ckkltIVfDA+/fP4UUUm2hpXsb/w9mWTxhZNhQGD7AnI/wBW39BRRRW0HdGclZ6H/9k=) | ASR 1265 x050 080701 Fibula af kobberlegering
Fragment med dyreornamentik i gennembrudt arbejde. Virker 'rå' og skal antagelig opfattes som en model, evt. være et halvfærdigt arbejde hvor efterbearbejdningen efter støbning ikke er udført. Ingen spor efter ophæng m.m. på den flade bagside. |
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) | ASR 1265 x058 080701 Fibula af kobberlegering
Emaljespænde med lidt ophøjet, central fordybning og 6 afrundede flige, hver især med en mindre kegleformet fordybning. Ingen emalje bevaret, hverken i midterhuller eller i de seks små huller (som antagelig aldrig har haft indlægning?). På bagsiden fuldt bevaret nålefæste og -skede. Diam: 18 mm. |
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) | ASR 1265 x082 080701 Fibula af kobberlegering
Emaljespænde. Otte-takket stjerne med central forhøjning, hvori der sidder en større klump blå-sort glasemalje. På bagsiden er størstedelen af nåleanordningen bevaret. Største diameter: 20 mm. Desværre groft afrenset af finder ! |
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) | ASR 1265 x093 080701 Fibula af kobberlegering
Emaljefibel. Rektangulær, ca. 25 x 22 mm. På forsiden svagt hævet plateau med ramme hvori ses fire cirkler forbundet i kryds, samt yderligere halvbuer langs de to langsider. Rester af rød emalje i tre fordybninger. Fremstillet i grubeemalje-teknik. På bagsiden velbevarede rester af nålefæste (med lidt jern bevaret) og nåleskede. |
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EZzNa37zNsA2srI+GYnzBtHzjH3utfJmk6ePEfiSC0gLPZtcZaUDG8k9gcevA4619X+ELG3OnRQSFVEkcCOwiznBG0KPM+9lua9/Cc7heZ+XcQQw1Oso4eKXe3c9RsZglpJKklvN8znzgEIh4l9W5OOPyq1M00kLjdHEzLJJtIBWPPnfMR5nJOeKgs7h47FGQxBflfbG5UIC0gG8b+eo49jTbi+MiiQMJWdWbbJKMc5GX+bpzxXafJaWepwvxF+JH9j6fcNHqy6XHvRFkYsGfLBmOMtnj0/vDp1rxTxZ4x8YaglzrNxrF9p+kic2Yb7WUJYEkAqDyw2jPpxXRftCeD9QvtUtNbt4rufT3gEVxHbkyYwFfJUHO3JXluOnpXDzeDbXXE8J6RPuFve5Zy7jKFtuQFbAGCCck85NeFXnUU3Ftn61k9HCSwdOcIpu2ul3fqZN98UNX1aK5059VkvYTAyyy3LK7SYePYhJHT92OByeM8Csz+yDJpKPe3kdvulKxwJEZJMdycsCB/h9awr/SLHwj8ToLOynW50+bannSvnarADceB0Bz07GtGNrs3UzT77d2yhXnG7GWUnsen0yK8mqpykrM+ooKFNcsVZF25mWGdYI87lQo7Zzlfw6HHXr0qC4uCbJ5V3xRqdudx6+hFQahZ3cW64EJaHlcsoz8qjOR6DI5pbq+M3h0QHaHMxO7AUtgDj3+8ff5qxVP3rs63LTQzkIuow7lgvRiVPXOK7bwXYwf8ACN65qJntfMRhC1owMbKj5O9Tjk/JjaM9a5PRLVZJNko3OxKDGOCRwR9DiuoubeC0W8bTmREmuxHDG4MgXCnJyeDy3GfQ12w3sc7ZJrl5Z+NNH8mNLdmkYlLuQqXR1X7uMEgs4APrknkmuH8MeOtQ8L3VqDct5cLILi3clBHsZFXGO5CjPB6Z5rudH+HA8UeH/EF8bmR9SttgSRiyqFbJ3Pjqcjv6VxGpeHXt9Bg1d1OxJ1iMZwN24Oee+4bSOfSuyFXlehw4jDxxEHGSuj6T8D+KP7QjiusP5LQLJnZv7RMP4DxxyMjFFeV/C2aSSOF2ZVKwOgIQbU+RxnBXvtHfNFe5GWlz8hrQ9jUlT7M+wtSge6aBEgYboirhsB34lALEDgfjXg3x58L31x4gsNUht2lieFYlfYcBt7nJyPlyBx9DXs7BpoEZ1LI7ui4iKl23ng/u/lHP6V5d8RJW8VeObDQbiT7Lpvkh5pIBsa6JLYGSowo3EdOmfWsMVb2djr4fqVPrqlDs7+h554P0mb4ia4v7mHTrWQr++U583+AbRn7zEeuAc816bqFv9j1AzO21rd0LRsNwKbsBieMhQyj/AIDWrZWsem6tGYom+wWOJzHGqgIoBB2qAAo2jOMdeeuc09ejj1yzvoY+FKGFCy4ARjlsDp269sD0rwZ3pS0P1aLurM5m+8NtrHxQuLR4Ue5a/gFrPK7CPbJGqRbiDgjg/iD1r1Hwh8PR4VlubfVLOODUsL807KqMV5JiwT1/OuHvFfUdFmuZp3tNX08BGVScSKhyGPoVIzkdMe+KvXHx7u4Y2ttTg8y62fLcMQGGR1yBjnj2+lcGJjKM1Uir32O3D1WouDdjzD9oW+WTxVeIkkMU62QgjCAsVwxPJ7HB/THfNfPUcdzrHiKxt7RXupUkAG/H3Qc/l17elel/EHx5a6he3ckgjluJnYTlmDbiMhVQ5LEdCegPTHesj4caD/Zk39qXUa5I5gPylUIB3c9eB7V0UHU5XKa1FiZRk1Gn0Ni9m+x6HLBPlj+6abaSrNzjJ5zgMQfzrz3WNRnnuLe33+VbHClpQTjJ5b34/Dp+Ha+LNUttavDJAjRvuBO5ty7jnj0I5/WrFr4Dj1Dw6buaZ4HjVw67fM2sF7jjHGM56cd62pzvrbYwlByjZ9Tof2c9HitrVJ5nMkrMpPOBkgHJG7r8pwa+ltIU+WsiZjURIu8nkAeTkL8/3sdT9K+UvhNq1xofjSPTIj9ptY1eXzEBYghXXA44HPTH5V9bWNw0eky3P2Z0DQvEAq4IGI8KPl/2ep9a+kozU4KSPxvNaFTD4qUKjv1Ol0G4ubjSYoUDSKyx7VVnO4jAy3UYBPPvmq7X1ystnEFklWQxiRj0kYiPC42cINx5pPCc0R0pZ4oSIywUKTh9qyIuCSCdvXJ75NQ3VsJI4RbMTv8ALEhaIFePKAC/LyM45zWt9TyHH3b9Stc33l2UkskrbGhO+QKrYIWE+WMp0469K+X/AIhSSRag15aXMMt3YxKkVqpOYVbc6gNwM7Tke+MivRfi3fS+FdFW4mhW4uPMa0jQPiJEdOXZRjcwIGOmDg84rmfC+sWt34L1W61OK3WaR5bgFjsZwjDbySRjJjA6nk46V4mIrKrNxXQ/Tciy6WGo+3k/jS0XT/gniVxpd1da48tyjRTtak75E8vaqkA9sEgf+hVseGkItmZjtkOFEvRuWzux68H8M1rQ3snjXVYpRbsvkQsH/eEB2dmdie/zZVcZ7D0rCsrr5jbx7bdo0xGzHq+cZBxyQD39CfavOctNT7KENCxHrg1aC5ecRsI0MUMbg7RnKg4HcfLz9Peo47eK30GBoGiuZhcl3VUYSKpUcfQnAPuBjvWXHb/KY3BwQf4cKmGGDVyK0W3uCC0avE25Jo2ypYEnPTnPvUxcW9DWUWtTU0e1lZlmdRAq8l2+ZiMgNtHf73P0Nd1oPhC61yZtNjiazjcBo/tCHBAG7OO5PPPQkVxrW8zajYiJ/kXcTK3K9c4/Eeme3vXomi+KGVbn+07krNAvmiQDLudrj5SOoy5OD/eGTWl0mhQje6K95eXHhKXUrfTBNdz3VslvGLYDJlDN+8fHA4JPHr71i+PdJum8DWmm2qhmtfKNwzSAlnTd82BwCd3rXcyJqulW8N/p9jbXNl9lePDSf8tN3Xj35GPTHA5rjPGWp2tn4Z8qeVftmrR7YLbI3btxO8gngZI+YnoM+1XKPNZRIi1S5p1NEkU/gzp8l5pdoZGhjkePeGEiZjyJhlgR3HrRXpnw28PbNDjK2yxSbYgEyRksw4bD8L8+Bx60V9FrFJI/DcTP2laU+7PXrURLDDL5aSLvAkzg+adyjbkx9Mt2ryT4nQ67pd5Z6x4fiimnMQSXYUdgQSPkTAzwQOBwRnvXrNpCbeXy2jkLKUyY04lbMRwAF4Ue1RJpovBA8aSRrLtUBWZWPzR/KDtGB83XuaqpTjUjysxwGMqYKt7aG+x8o65468TX1jp8FrbXSRRuWkmaIhpX6KCOchQMCu1+FXjLUNSuLiz1DM3mwSFWZFLo+M5JHbg8fhXsa+F7aSybKyLJut1zsckcj5VORjry3fNeb6rpF54T8W3Gp2nlmOSKNysybUfACOmD1+VuTnueteRicPGjDn3PvcrzqWMr+xqRs3sdZcWMHippLhIxG0AVJIdq/vTt27SM9Djvk8n2rgvGCWsNq0QH25mi8y2hUN8rLjHzDkKFJyQcjGKpar46utJ1R47ErFDKD5e2bPlc56joR05GSDiuL1r4jGS6udDtoGk+0FFuPLYgbQv3Fx/CxwT9BXFTTvZM+vcoxjzSZFoXwxtLe6jmnjNwzP5spbgkMuVH4ck9uKueI0i0Wzc2SlAqncXOGGQcZ98Z49QK6S3vk8RaZcT24ktWVEVtwDEME2nGDlgx7Afwjoea4bxzYz2ekyxzTnyEkVIUkADDKMxDDPB6HOe47ggXOOljSnNSs0zj7C/l1jUPslrh/tDEocDI4ySD25r061+GPjCCzmsprqKzs0LGSNjvaIZYlepwWKE++BXO/sz6P9u+Ikjtb+b9mhd264UcKCcduf1r7XjYJHcpIgBEsjFi7kpkS4Jywz94YH0r06OGp8qdj4XNM6xOHxDpU5WsfOnw3+FsXhbUZr26ZhcK7Dc8ZwmI5QcgOMcr+de5WF1ZSJPZTzNCypOoYo3yrkgfx8t8pP41He6fH9ouUKy2jxu0vnu7D5iz4zknPBbNU7XUp/t1s1xG8Rm3IZoWLbiUc5IB6813qKiuWK0PhqtarXm6tV3bOr8N3Hl6O5g89ofMOyTYSceYpCcq3HUk5PWrdsWWOMyRO8Y2xOqw9PnwI0zH0Ozk9qz/AArsfRYyZRva3LMXAYDMpOwZQ8tgHqetWvsrRXRVWDBX2+WdmIsvL8vbJP6YpsyUzzv4i+D7XxVa3MMoW1+y+YRuz5ceGmIVgAMk7SMg8Z/LxO8+FfiGzQaYZLF7eKZmWZpxmJWOCH6DDbFP4cda+ob6xD3FwI4VT95JtUsCsePPG5sSDIOeOO1YcmlybLLbBPvM+9AS4LgMSWk5OVyePpXJUw1KpLna1PewecYzAw9jBpx7Pp6Hyn9mvvCd7NEtx5NzMCknlwgfeBGfxBOD7CqSaZPYxGWNUnyzRjeoZmJBJ+XtwDk4GMV1vxS3yeKC7DfK0QikklJ3M2N2cEA4AbA9cVHezabo62N8jRM+DE4aVWLcHLBcAqCCPX86+XrONOq6Z+vYSbrYeFaS1aT+9HH3WvTqPsO6CDcyq0qwYYj+6fUHvxzim/YTJIrSzK26TeRGm1G55GOOO1bMlnbat9q1G3uIzc2sYkCYLOeeuTwCOSSeDx61hTahDcKxVsLbjKySMoJyccL9az+FLlO1SUrpl/VLi3i0mFo57pZYNwGx9mTnrwKrPrV5o+rfNcwzpa9XjBdJDleNy/nkfnmoYfEEOwicqzP8krFcrsx2A6nP8qk8P+Cb/wAVahHZaTIWtZyJJPJBJXBPLAc4znv/ACrvoLnai+pwYissLF1m7JFi/wDjNqukefIstw67eIJJtqoc7SRHgEgsPryT6Vz3gXR9X+JXjyLUH+1y26P58lzcIQoUEZOewyR37V9MeGvgDoUd6k76b9pDDbG80EhYndF8xO/7vzN+fSvSdL8DW0GhCLT9ORIDb5SNbdsu2ASTk9MHI5r2qeG5Gmfn+K4jWIhKFKDu7rVnOeDtDjtIIYw6XMgjjIBkwch4PmP7zlMscD26UV2Ph/RE0e3JNnISrMoWNp1O8NDuzwflGB+VFegrHxEbvcdK8KW+JbW4SJHCKyru6CLKr+77YqOG3MKxlrSRS04AYxAqwLRfuwNnAx3r6QP7IrqrCLxeyHc20tp5bap25A/fdfl6+9Nb9kaf7OsK+M2VFkDIP7Pb5VG3I/1/U7etR7SJ6n9g5j1p/jH/ADPm6xkDW8u4OpUQkxpGCPlKZQfL2z1HrVPXtBsfE0cS3saFSUV2dVPl58n5V+cHPPJHvX0rD+x1NbtcGLxo0SSDCKumn5Mbcc+f/snpjrWhb/so3Fu0bf8ACX7mj2hc6e+AAE7ef1+TqfWpc4vRmlPI8xi7+zt84/5nxmvwl0K6SNgixSMY0lYKSoA8rKj5/vEE8+9aVl8G9Ds75rsafF9pxB++aIkxriPpwfm+Y/nX1z/wybJ5PlnxYrYZSGbTM8Dy+uZuT+76+9Mj/ZGVMA+KEcKUK7tKU4KlOTmTk/J19+lSnTWx0f2TmjXK4u3+Jf5nxjrnwut72RLrTkbTbhfLygjJj2ZjI3IEG7O7pXnb/s8alqVrJc3l3cXV5O3nPJKCQVYR8sTjs+Mda/Q7/hj+PbEP+Ep4j2k/8SxRuYeX8xxJ/wBM/pzUsX7JAt4Uii8VsoGC3+gt8zARjJxMP+efT3rOcKNTWSO3DYfO8NHkpppesf8AM+Jvg98I7H4dWt7dlo5dSuVJ33CBjEu9MHG7phs468161/a0Yify7CzUoSQzBdx3Kv7xyH4HzHH0r35P2TblFGPGbb8cv9gfJOUPP7/plOnvTY/2SbhGG7xm0iHazq+nE72Gzrmb7p2dPfrWqlBaI46mU5lWm51IXb84/wCZ89X1xZNBJBPbqyK2djbv3m5zy3zcDL/55qr4dt2DRSJbNtWVhE0iuSWwQWADcAjgewr6SuP2SWupmkk8W7ixVm3aWp3bShwf3nT5OnvSL+yMF5/4StTIW3M50pMt044k4HHanzxMVkmYLX2f4x/zPANLLWuk23lXJQLbH5PMb5fmcggM4IJwMVoyXUr3eEumDbmzH54JzumGXG88nt9a9vs/2S5LGARx+LEyIfKB/swqOjgNtWcDI34+g/Gp5P2U3kbLeKhgZI22Dg5Jc8nz+f8AWHHpijniZrI8wtb2f4x/zPBbjLXV3BHFJKWn/wCWh4k5b7/UbcE4+lULWxS/ji3QJM0kibgUUmQFo+PucL83X2r6Ib9k5JJJnfxOzeZL5hH2Nsd/lP77kZNFl+ybDZ28Sf8ACSl5FdWaT7AMtt8vAGZDgfuz0/ve1HPHuVHJMwW9L8Y/5nw34w+Etv4kk+2tcXFpPlYysUPygjyxtQcYH7w8/SuGPwVt1gklaWZiI9zliOG2I2wHdndlj/3zX6LwfsjrDknxUWbCqCNNUAKPL4AEn/TMfnTLr9kV54wieL2i2oY1xp54QptIx53J4HPXiuWVGhN3kj24089pU1Cm3ZdLx/zPz4034ITWsFwkgEkKM25WYKkakScNtbJY7Bjr15rcvP2dtNaNgttDCYw+1WmwOPM3bz6/IOhx+dfecv7J5kjmT/hKQA+dn+gP8pIkGf8AX8n95+lRzfsltJNuXxUqIFkUKdPYk7t/3j5/IG88e1V7Oja1kZuhncpOTvd/3l/mfB3/AAy3pE3mpJJ9mmQMF/e7OhY8/KcD7uCa9C8CfBfQvBeko1sTeSzRq7tKSS3K8H93wnznpX1z/wAMr/vS58TBtxJbdYsS2cDBJm6DB496bD+yqViRJfFAlAUK5/s0AuP3fGfN4HyHgf3varjGlB3irGNbB5zXh7OonJecl/mfKy2a6TJFdXNurwIu6SaHAYAtEVTaV5HyGrWnWsMMV2LSXz3a1cDyTz8ojG0fIfpmvpGb9j9PsZgtvFZt9wVWY6duG0BRgDzRgcH161Cn7Glul8LoeKmSTy5I22afjO4jB/1vbH4+1a+0j1Z5v9hY9LSl+K/zPnW1uktbG4mTaEKS4kY7VXJQbQPlzwp96K+iIf2NVt7UQx+L2XG7Df2YoxuznGJB60VrGrBdSVkWYW1p/jH/ADPpSiiiuA/WQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//Z) | ASR 1265 x094 080701 Fibula af kobberlegering
Emaljebroche, 8-takket stjerne med central cirkulær indfatning hvori ses nu, grumsetgullig emalje/glasflus. De fleste af takkernes spidser er afbrudt. På bagsiden er nålefæste bevaret (med del af jernnål), samt dele af nåleskeden. Største bevarede diameter: 20 mm. |
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) | ASR 1265 x100 080701 Fibula af kobberlegering
Cirkulær emaljebroche. Opdelt i små celler, der danner et kors samt en lille cirkel i midten. Næsten al elmaljen er faldet ud. På bagsiden velbevaret nåleanordning. Diameter: 20 mm.
celleemalje |
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) | ASR 1265 x111 080701 Fibula af kobberlegering
Fuglefibula med rig ornamentik og forgyldning. Helt afgnavet langs alle kanter og kun den centrale del af stykket er bevaret. Længde: 2,9 cm. |
![](data:image/jpeg;base64,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) | ASR 1265 x153 1107 Tenvægt af bly/tin
Tenvægt, ornamenteret. Diameter: 2,2 cm. |
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) | ASR 1265 x154 0906 Brudsølv, barre eller råmateriale af sølv
Lille sølvbarre. Længde: 1,9 cm. |
![](/grafik/intetbillede.jpg) | ASR 1265 x146 1110 Anden genstand af bly/tin
Fragment af tinsoldat til hest. Med rester af rød bemaling. Højde: 43 mm., bredde: 32 mm |
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) | ASR 1265 x147 0807 Smykke eller dragttilbehør af kobberlegering
En lille, kraftig ring af kobberlegering. Ydre diameter: 15 mm. Snøremalle? |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAObX4leEJPu+KtEb6ajCf8A2alb4keEl6+KNFH11CH/AOKr4KbMJRl6Fh/U/wCNBlK/OG4x8voOeP615P12XY7fq67n3qfiR4SVgp8U6KCeQP7Qh/8AiqRviV4RXr4q0UdudRh/+Kr4HucERyKNp6Zb3A6f57VmatfJDlmkDMpHH69KPrsuwfV13P0I/wCFoeDf+ht0L/wZQ/8AxVDfFDwavXxboQ+upQ//ABVfnB9u28hmxng+o9PyNVbnVFTepO44zhjTWMl/KV9WXc/Sf/havgrdt/4TDQd3p/acGf8A0Kj/AIWr4K4/4rDQOen/ABM4P/iq/Mq41lVkjbPzHp7HvTG1ZFKt5gcEbQeCetH1yXYf1Vdz9OB8VPBTLkeMNBI9f7Tg/wDiqQfFbwSRkeMdAI/7CcH/AMVX5iPq6bcbtncc+h61DJriRrtWRQp46989KX1yX8o/qq7n6g/8LY8Ebiv/AAmPh/I6j+1IP/i6Rvix4IXGfGXh8Z6Z1SDn/wAfr8wF1RcMd688tg8io1vhtLlgVHX8KPrkv5R/VV3P1D/4Wx4Izj/hMvD+fT+1IP8A4uj/AIWx4I/6HLw//wCDSD/4uvzAS/EmfmO9XJ3Ejvx/LFJ/bCyFiHCgcHJHWl9dn/KP6ou5+oP/AAtjwR0/4THw/wBM/wDIUg6f990f8LY8Ef8AQ4+H/wDwaQf/ABdfmBJqa7y2cZ6e/FLHqXG0sMD07UfXZfyh9UXc/T7/AIWv4J25/wCEx0DHr/akH/xVH/C1vBJwB4x0An/sJwf/ABVfmHJqx3jJBVVy3oKitNV8vaS55zjd6E5waTx0v5QWEXc/UH/ha3gkdfGOgf8Ag0g/+Ko/4Wv4IPTxjoB7f8hSD/4uvzDk1Tzt+2THQbulKuq7ejAEknIHej69L+UPqa7n6ef8LU8Fcf8AFX6Dz0/4mcH/AMVSj4peC2OB4u0Enp/yE4f/AIqvy/8A+EgYxhRtZt2Pmp8evPDcqQ20ZH3h0460PHS/lD6mu5+oH/CzfB5/5mvQ/T/kIw//ABVB+JnhAdfFeiD/ALiMP/xVfnFpXiKO4xGwCOo4OOauNqWfmXIXbjryPQ4pfX5fykfVUup+iR+JXhBTg+KtEB/7CMP/AMVRX56xX3n8D5j13f5NFL6/LpEX1Zdy3JqES53KdpTK4/HH9aqDXFVSXjUoAH3Zx9P51BqO1crt2r+YHbv9f0r50+J2qaxeaheo00iWofESxyFQgB4+XOCcD6nNZRpxkwlUZ7V4i8fLZmWKPair6sMdMj/PtXnWrfFNPmkkvUX2QhyfwHJrx77BPNG253aUspJduCOvU4AJq3Z2flSRbYwrnKkHORXUqcI9DPnk+p1eofFUyNtR7iUEdF+QdPesa8+I13Ko2Qtu/vSSkg/his7UPD53sbZWDB8lWcHANZNxYub5o5FkaAc7xwvPY+3+NaJroiW33N6Lx1eK225TPPysjFR9Oc0sfje5aMRxQKrLyN8vJrPm0lpIVFtKjAqditnP5+2aittNe3MqZSR36FhgIcds+/0o5mtgt3L83izUljXeIWUkgqGIYH06/wCcVTk8TahNuSMKjA9VUkZ9+ajtrZYb63uZVM8Yj4kcDlienHp7etWXsvtEzzz7YC/O3IJA6difpRzsnQjbxNqsbIwl5bjoKbN4s1XyD+8RexxnI469auXGhxyKsoDxtwPLAzyDjOPTvmo7Xw+19IWt90ESnEgkwTznlfzFT7S2tytDNXxdqK/emCouOcYyOn41JF4u1JWUpPjzDgJyo/nVvUvCsen5MTsfN+ZB/ePvxwOvFQQhriFYpIfKnYgD5SSpOcEH04pOTauK6uR3XjjWF3SCcRMTt6twfrmk/wCE91aRsSMJCOrEsc+3XFSXfh+W6jYp5SSK2w+5xzwa2YvDeo/YQtvFbHCkFdx2jjqOOfpRz266hq9zEg8daqIQ8d6kOONjByDz0JzWn/wsbXI1CvKGPHqo/XNLB4TuNNsZY42inPmFjl8AH3GOufSrH9lRqfIniV5yu8yxnHHY4NQ5pu5UW0tyhN471bkfvgrEEkOeOv5jpTYfH2t4PlSEFB/EWP5Crlx4fW3hzjzFbnJb09MAYqlZwzIWYRKWycMqDAGcZ6Y/OpdRW0Qa33EHxK1zaWec8c915pG+IuqzI5N2xI+bYrMTT208XzRNcWjOWJ34Axke/IFXY9PsZrcyhBtRSOfvDnBAx+NCqx2sO8n1E0n4keIrO5RjcIpx8ok5BPoec12+ifHK5jmhttZgheHPz3FuSvl+5XnIHHeuJjs7VoZI95BJBwAAWx0BHei208tA4ISPk/6w8Yz16VjLllujSNSUep9Labq+5VnjkBjkUOhU5GOx/EUVzHw5ka78J2RnVt2woHB6qrEKeO2MUV5+p6Fkz028tWWGPc2Uzxu57E/rXzx4ks5L5bmVUMtxHOysCcb1ycE575B9OtfUdxpreRwN3Q7vX/PNeC+NNPOn6nqtrM3lsxd+hAG7JyB3rspz7nnziee6fb/aod90oVZRgxl+Dz8ucf56U2LSLe23iJNnmfeDnkcnj36GrFlam6Zc7oohGCFYZLHOM4xwB6GtS6HlwJ5mQEXcdrEhjjpj0/wrqc9bIxS0uc1HpYg1KAm7bLNnb1AUfTnp6/0rVNrLukQItxFEvLMAd34YH+RTRaj7LKfPcBH+ebdkjngDg8ZArUnlgsYWm/dxpzhZO744/Pr+VS5XGtDFS1ha1wxVQ2FVZD/GOhx27VXS2FxZugYZU7XbGDgeg9Of1NbN9FdWNutwlsJ2kcAKjBiAMnJ4x3HTNXtPgElq0l2o3LwF4zjOM59Oay5zReRyOr6fFJZi3kBVtgJWPjb+A/LFVdL02G3tXLRuHjJKschsdPX6jn+tdU1rbRamwwyXEgMYaQEAH+HaAPc8+1P1DSW8sRqFG0gsZmYg8ZzkdetV7SxPKc1ZiPyXRvlAyqsyjdn6/l+QqO3j8q5M8EiSBiF75H5/lmuoSyhuIPJPyyd1TGcdcZxkd/zqO48NwzsogRIkxh+CpGDjj1zUe0i2OzMm1uL2WNnLholGQvUtzzVqOMzrHcKY1icHcoHO7tjH45pkWi3FiiW7OIkKszZOVBzxn0/HiprHTpo5Yyw+yorbd24srsAOR+tHMugvUy9TtksZ8xK7PMASMfXn065/CnPqVxYW/mFJMooUFwBtPTp6HNbj6RF5iie585sZVjgEZ7AD+vFRSWUd1O1okoaPGJQuCQVxjP1o5le7DWxX0fVvtLb3EbEry2Rz+H0FFxGxWSJUV4ycqxYHGfbrxUsOiwRxllAhZWOcKD75NLFDBMlupugSF2NkbVZefy6+tTzQQasy9Oubu0fz7kow3bECrk4J69Knk01FZWS1jwqkh+QFz19j0rRuraP7RDIm1oF+QEHgt1JA7f8A1quW9h50JYhAr5I2twT+f1o543uOxzG2dkWe0VEbAJVUDflyO2KZFDJGqTMhkR2JLJztyOcjsK6azsrePYoJSTdsIwcdO/4AVUljFrmFNwXOdijnk84HfvRdb2Cxycdx9lDqUYquWxjjrz+NalncRahb+ZE6SBgMq+fpwKZNZsszqyssW3k5Jbr9f5VJZ6bts28mNER2+XJCjkY7difSnJ6iR7B8N1X/AIR7TIR8jAHd6feNFdB4H8MT6X4f02GVdkqxh5MHjcTnA/OivOv1PTPXbFf3abx94Z5OOxrlfF3g231eRruWCO4A6hkBYYxyO/YV0Ud3tuFV878kK3Vehp/2gqwAAK7iPfnJrWSUlYw2Z5GvgnSV/eR2rIx/5ZRkqM55z3qW58C6bcKiravb4H8LHkEe9eqeZB8kr8yHOdoGTUlw6OqDClSuCePTrXP7OX8xpePY8W/4V/ZNCPKlljIOSuBjJ5yRj1qOT4fW8zRi4upPIH3Iwq4z2Y+te0kw7fKkiUyKo3NtHr1/GqslnbeWJXhiY+yD04/z9KOWolpIVoP7J5FB8P7SGYMbySRYz91UA698kfyqaPwFZtH5ayTKGY5UEFWGenSvW1tLRGLeRGwAzkoOnSpI47VVH7qMHOOACeTwf5UctT+Ydodjx1vAdp57ytO5dlG3cRtT3AHTrTo/h7asvytcSYTH+s6Z6YGP1r2VbW3kaQeSoXGPmUHPORRBNiMNwBxlQMY6/wBKXs59ZB7vY8Vj+G9kt8JIorollLZ35PXkA4+laUPgW1aQSSJdThTxGGPy/gK9bEJDI4bcigggD9evao2wMgA4x+v1o9k93Id49jx+++GumtMm+G5hkIJAaQ85B9cmp7P4Z2a2+06aZFUgHzA2CPWvXfJTduX5mByPy6VnzPtuMKHwxyT1A45H6mk6b6yBW6I80k8B2kvzppz7mG1Rl8nHTmmwfDGxkumka0uC8gBO6RgCeOMZFertn5lK89FyOO9SLGiqFwHXBGQO9P2L6yYcy6I8mb4c6f5gibTpNzD7quefr61t2Xw3tLe1kdLW3WbaFMflj5unGTxjH4V3TQ7Zl+fYFGSynrweD+lO3IudzYGD8+49aFSXV3HzW2R5rd/DyMqhXTYR03eRhNpJ56Y/yKdbfDO0hh2f2fEEA5ctnkf1r0Xy/LznGF+XgfSiaNduckYGO2PrVeyS6snm8jx66+ErR3E0kLTxM67mUASLgdQCefwrAvvhtqG14Ult9incSdyM/OefSvoJpF2GRBv+X73bGfWqsypJmQosi8A5Gaq01tInlj1R89H4b3skO5o1gwmSQ+Se+On61ufDr4X3I1t7rUQv2GPmKJiWYtnOT245/OvaiMAKgUL/AHcYxUP2V1xIGLbsYXsODkim+eS5W9BKMU7pB9mSONF4z0z6D8KKa0YY5GQAAPQnpRVFH3cfhv4SbGfC2in/ALh8P/xNO/4V34V/6FnR/wDwAi/+JroaK+t5I9jxuZ9znf8AhXPhM5z4X0Y/9w+H/wCJoHw58Jr08MaMP+4fF/8AE10VFHJHsHM+5zv/AArnwn/0K+jf+C+H/wCJo/4Vz4Txj/hGNGxnP/IPi/8Aia6Kijkj2Dmfc53/AIVz4U/6FjRv/BfF/wDE0v8Awrvwp1/4RnR8/wDXhF/8TXQ0UckOwcz7nP8A/CvfC2c/8I1o+f8Arwi/+JpF+HnhVc7fDOjjPXFhF/8AE10NFHJHsHM+5z//AAr7wt0/4RrR8f8AXhF/8TS/8K/8L8/8U3pHTH/HhF/8TW/RRyR7BzPuc/8A8K98K7s/8I1o+fX7BF/8TR/wr3wtjH/CNaPj/rwi/wDia6Cijkj2Dmfc5/8A4V94Wxj/AIRrR8f9eEX/AMTR/wAK+8LBcDw1o4Hp9gi/+JroKKOSPYOZ9znz8PfCzdfDWjn/ALcIv/iaQfDzwqOnhnRx/wBuEX/xNdDRRyR7BzPuc/8A8K98Lf8AQtaP/wCAEX/xNIfh34Vbr4Z0c/8AbhF/8TXQ0Uckewcz7nP/APCvfCuMf8Izo+PT7BF/8TSf8K78Kf8AQsaP/wCAEX/xNdDRRyR7BzPuc9/wrvwpx/xTGjf+C+L/AOJpf+Fe+FeP+KZ0fjp/oEX/AMTXQUUckewcz7nO/wDCufCec/8ACL6Ln/sHw/8AxNFdFRRyR7BzPuFFFFWSFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf//Z) | ASR 1265 x148 0820 Råmateriale/barre af kobberlegering
Mulig barre af Cu. Længde: 51 mm |
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Fragment af lille spænde, måske dobbeltspænde af kobberlegering. Mål: 13x17 mm |
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) | ASR 1265 x150 089599
Endedup, muligvis fra et skeskaft, men meget nedbrudt. Højde: ca 21 mm. |
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) | ASR 1265 x151 080701 Fibula af kobberlegering
Fod af bøljlefibel med tværvulst på bøjlen. Længde: 46 mm |
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) | ASR 1265 x152 0808 Nøgle eller skrinlås af kobberlegering
Lille kraftig nøgle i bronze. Mål: 27mm |
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| ASR 1265 x144 080708 Snørenål af kobberlegering
Mulig snørenål i noget korroderet/ødelagt tilstang. Sammentrykket i den ene ende, som ser ud til at være hul, til at placere snørebåndet i? Spidsen af nålen er fortykket. Længde: 37 mm |
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) | ASR 1265 x145 0807 Smykke eller dragttilbehør af kobberlegering
Kobbertråd i kringleagtig bøjet facon med tre øjer, hvori det ene hænger en spinkel ring. Største mål: 19 mm |
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) | ASR 1265 x003 0214 Flintdolk, -spydspids, -segl
Fragment af grebende fra fladehugget dolk. |
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) | ASR 1265 x004 1110 Anden genstand af bly/tin
Klinkprop af bly, med lille stykke fastsiddende keramik. Ca. 28 x 20 mm. Jf. M&M 2000, s. 83ff. |
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) | ASR 1265 x006 089599
Sammenkrøllet og fragmenteret emblem med de to Slesvigske løver. Oprindelig antagelig cirkulært, ca. 45-50 mm i diameter. Ved den ene kant ses to små gennemboringer, antagelig til påsømning/syning af emblemet. |
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sJYqDz3VSDzVb/hcXhy40m4lsNT+2sqkpC4Ksz84ByP84qlfaxErJXuYXx7+J0vh2xOk6VI0Fy6ZnuFOGRW6KPQkA/hjFfJd/4uksNQkE98bdNpJkLZZT3A9zwK634qa9MdWP2idX1C5kZpGZhhVP8AF9B0x2xivCdWuodR1hYYcvBGhzI3dsZLfTNdL9xabnPG83d7Hb/DbW5rjxvZ3MEE80dukmX3YO1sruJ9gTxXVfFma5XxdbxwuVis1CW9wmdwjAwmO/AAGO2Kp/Dixi03Q2vpNsks4yIxwUVOFDY69yfWrPxHtzDd3ixh1QTOmxgNwAbocd+taxinFpmMn+8Rzd98QrnQvEmsQwSfbZ5tkTzbQcyIRlgQeRkZHY5rY+F+tPeKEkYK8crBowQCM85/MmvJGQxak6AbmDbuvv8A/rrtPA97bWHidkG5kuE27VGSCDn/ABrjtbY76SUJWR9Y+F9QZPIiXfK0gJ5TICjHUmvRdJv5Giw6ttbjarHPP8q8a8G6hJJHHHsbYo4YmvUdOVZljbeMIVIRmwM5647/AI1su6HLezOts5osqu1pf4ffHrWvDPtUFAq8c4UZ4PbPrXP26lgyp3IG4nv1xWpb2+YwZG+bcMKTkNx1/PtWeoaWPR/g7Jn4laDluGM+FJ5/1Enb86Kh+Cpkj+KGkITgfvg21cAnyJP/AK35UUkTIzPGUcjeN/EIePCNf3A3Yyf9a3T8KzY4TAqnIiAOTkZyex/+tWp40uEbxtr3mxmONNQuNzbfvfvGGc/hWLJiYAIdg6jcMKcegx+OanSwO9x8e6R3UHGOuABwff8Az1qS1jPUbQqnHT9arySRrbnazeefusRxn+vBpFma0iKoVkdjtJAAbnv+VK2oX0JLy93YVPLwq4H5cVHbsdu9gWGMhMnnI5rPuNastOkSO6u7eNX4/eTKhwOcdc+vQVk618R/D/h6AST36S8Z2W5D/MDxj3p2fULrodfCrKkrPtEjEgndnv6D2ri/FPxc8JeE742+o67FBcocNFyw+hIH1GK8y+IH7S1jp+k3Vvooka/lQrFNKuBHnqTycnn9K+X/ABB4gi1TbK7vPcMCZvM/hbIAA9eefwquUjm7H23D8dPA9wpca/EoVscoxYY56Ed+tU9X/aK8Gwx+ba3ktxLkgRrCSzY6H0//AF18S2s8Rk3bFkcDpgfl+J4rds5P9FjkcKIwxzz83bmtVRT0uRKpbU+gNQ/aYu38wafoUfyNkS3UpZQOOSoAzz2zXmvjLx/q/i6ZDq11LfNK3yW6nbBnqG29BgZ56/nWfp/lzW8SY3PKMFFUAc4IOPXkH8qo31mYfs8kaBYSGIkc5CkYOPyx+RrqjSUUckqspuxO2k2NtarI8ixGQNgqpPAwf5+3RqljjGlM4khVXU/IVGBknjp+dakWlrL4PZvOaQzS7lQnPfnHpxnp6VzuqXgOpXib2Cl/MTjHHQD69DW0YRuYObehyXinUhNBdXTvnyV2RjkknJA/DJFcNoOnvI244V53ESMTx0J/wzXQeMN8WjzCMlZjKFkIOSo5z9M5pND0/wDe6bKF/dxR5IY7RubuDjtgdfWuWaXO2d8bqB6n4R0Jr5ZBA0MUVoiyvGCT5jBgqoD26k/h71zfjbW0kuL12JYeYwPBySTyT9Tz+JrprPXH8K6Na3CHyDIfkEZyz5J5YfQgeuDXC6lC91Zy3MuFM3mb1I568EjsCc1rHSN+5zR1lrscFfNH9sZogzHO3IGQB14/I10Pg2x+z65G6vv+TKksCRnGP0rJjkC2ZBUh412q3qxGP5Zrc8E3xhvoIpApV+FPHXsD+VebNHrUd9T6T8FWwjtVklkf5sA7RyO2OPrXqmmkJa/JGN2M53c15f4KlZo42K5JA6tXqGk3flLhkwo+7k8E+p4rXoKW9zpNPuHWRNw+Xpy2efXpWtGxZJUXaBgncT+QHFZMN2syj5EAUBfQ/lV6HczrtZgueBj/ADzUMS7noPwPjLfE3RJfnH+vADdP9Q9FS/BR/wDi5mjbtxz5wBb/AK4yUUImTuzN8dSRL401xVVnb7fcZJ7HzD0/P9KwCYtwyVMj9Rk8fj3/ACrW8bRxr428Qu0bE/2jc/Pjp+9asFl4bKBVZ8DuQPfn/PNSK465jWSLbKzEksSqvjHpz/hXnvjTx00Ng6aWkgyrHcoJLADgEDoOP1rtPFM/2CzERAVJAAS3UgKWP6A/nXlPiS4haY2kWYFyq7ioK4PGfb/9VaQj3OWrUa0R8/a9421eaQmR9kBcoINucAHBz79/wrl9R14HUPMkjMTh9yGM5/zmoPEWqyyXVyHYybW4GCBljnP4+lczd33nu6u4BXBAzj8PyraVolR95F/WNUa+uHKN5asqkr1zjHOfpj8qy7m8Vbho4pARH0lBHP0/Gs641ZLKzY/N5mCF49QRn9a5qMXF9JhcKM8msua+hso8p1v/AAk1vat8x3Adg39asw/EWaRPs8UW5ByW9B6fT/Gubj8OzSXATynYqcHYOD+JrsdH0uKF0+zWasVQLLbzMAXIPJweSMenrWkeYyk43Lum+NNRkbFrKv2jd8kiRljEuOT9ScCvR9JvNYvNNlEFje3NhYzeS806KgVz/CVJ46e/XHaszwhoPiHXIR/Y9pbwvG6pHOWBORghB/sjbnI5GK1V8P3GhLBFq2orem4nFubaGUiLLDJLdPY/XFbQ576XOWpyarS5u31w+h2S2RWN3i/eypCw5chQFT1GHGT65xnBxjatp/2NpZ76GRCYPkhjw2AV3DJz7n8MfSt7VPBdrpcUzXASCMWuY2DhDC4IKc9yQMcY64rm2vMWaMZHurCbMUM0zbvujGR+ddivszl03Rx1zpcmuSPb2+61SZSN05K7hgnH41J4bsWsZFtr2Fktw25ijDaB6A9gcD866G6SGHS4GXMs8bbJGbChcc7QO4x3rHup0ZVk85WDpg57Nn/9f4Vj7Nc12zr9pLlskN8Sah9ouSq42RJsRPRev0HQVy2u+IlFk6q5kkZmJlZySM8kf1+pNZev+IZWuFQOvy8nI4A9sVzN5fPKFX5pPlGSxrmqVt0jop0tFct/2oVmMmcjtWzobEmCR2ZTJLlEX73X7wP1/lWDbrIxIhTbnITnIA7gH8f1r0H4f+G2kvElmXznX7u7nb34HauGUlsehThKTuj3fwXfSjasTDJ9h6dq9W0VpI1Mrfezxlc/h3rzPwvYmMx5BQd8dD7V6dpCLDsx5g56tnH06VrfuTJa6HWWJ8y1LfebOTxgf5zirljBubJXbzkbRznnNVYY0hO/Yxyv31bcB06+laFqu5Sy/MQd3zcYpPsLToeh/AtT/wALO0nBfAMxOe/7lx+XT9KKPgjM5+KWiIeR++5x/wBMJO9FCM5bmX49k8zx1ry+W2ft9wMjjpK3PNYEbMxIUqjxn5t3QDv19vf0re8cTeX448RCIEn+0LnOcY/1jd/rWIwEcbuWTfgH5cYHfqf5+1JES2OO8e6h5M9rdXCMIUDKznHUjGOoxxj8q8f8QeKrOXTHu3uFghg+Qq4xvC5PXv3OK9x8QWMmqWN5BOg8mVSiHdyD2P1BFfJ/jazn0e6vdOvEdpCyxpbyALubJIO4jpgZ9wKunLo9zlq07vmWx5B4kvrW+vrySxaSJRJ8rSMCdvQAD1wPWsLczqzoQwGB83Jz6/X2rsPE+hvHpp/0ZYb232ofJ583ry3PJ5+8OOBXCtHIkYlHIU4IHH4UpO5007WIdYuEYeQYdyNyZVzkkdqs6HZo7BUwy+36VDfQttiL4BUbgOQMdOn+elWNNcW8QA+RWPJA5xVQfLK7KautDvtAs4pI1dpwCAV2seoPv9TXTWuj6U22OUpKSMiNQdx2r3b0I+XHvXm+n61DBcBY5ysn+r2NwASfp6V0Vh4gddRkKurbTnzGbtgYAPY4NdvtIvc4JQktmem+EG1SG6liskt41hVdnylSGKDav4AZ/wCBda6bT9HXTfCjLPAZJhMZnnnADtMzjIDHpjjHsa43RfGmmrfItupthL88sZ5UgKc4PpxnJ6Yro9S+IVovh8XP2b96I28iMMpXgEFm+bcQegzjv9a35otKzOGXNe1iLxQtrd6FbyvKbm7LvJBHMud+R825fcjj36e2V4ikjt/DelWs6fZ5JFkkkXGTEyg4UADHI2j2x7Vs6db7LY65qb2hnnV1WOF+I4xyBznBO1enXP4VxXiTUptSZp3/AHQVyYtwyFYgnC+5qZSUdV1Lp6tLsc/qN3dW+g2Ms48uGaaTy1djucFgO+MfdB59a5vXdUt7CxubeUFm+6mz7pIY5P8AT8Kt6jJHJDErITtA3OByxx1z69D+Fcp4qs1+0Kq72OxSxc+ozmuOpM9OnHozl5CWk2EF5WPVv89K9B8N/DwNHazyp9u85fOKrlQVHUAnpx39xXD2+mTEids+WT94DOK7vQ/El9a2L2ltgmWFo3kM/ReONv8AD279h6VFPl3kVUctomdLor6f4mhtHiFv+7V0XOSwIyCfTI5xXsPgfQxtRydxPXaMnBrxC3mu21d9QuCXmWQF+RnnI/kK+gvh7rFpcWsTq7AscD/e9K57XlzM9CEv3fLE9X8O6KTgDHy4+Ujp7mu40+F0+RoWdcfwcAe/WuX0OTf9w7+n3vWu509RbtG7hC23uP8A6/t+taW7GLk+pLDCVYO24DH3dp4HT861rWPYm5EdUIwAUPrz1P1qJAvmllKRxA9Tyc4q9MqyKmZHjUD+Ec9OnP8Ank1lZfMu7+R3XwTtxH8TdCf7m4TfKzZY/uH59qKb8EbhX+J+i4HLCbc2SxJED9T+tFVEykZPj5T/AMJj4h37fK+33H7vIGf3rHOfwrnlt1OBGqqDxhiR2xx7+31ro/HASbxd4jVlBH9pXOOgIYSt0/x9qwvs8KyPgShlG4TAfKcgjgn/AHc/iKFYllOaydJwFZjHjDADgnB7da8++Inw9g8a2qpIEhv7YkW9zjd2wUI9DkdO9enXDmMqoIIIygYnj39+36VmsZ2RGBVMt8oUYy3/AOoCs5WBJnxv4s8Ba94T1GYzWUb7gxSUxF4puvO7Iwy8EfyrxrxPo7215m3t3SGT5thHI/H8P1r9FdSs2mUx3P7xGONmAwYEksp/A/SvIfH3wZ0nXNOmn0/FncMd32d2wjEnOMfw9Qf0pc7T1BRXQ+LbqzYYeaZvmAxt5oSQBRGPmTru7/SvVvEfwb8WecSujTFIwd7KBuPXJAzyOO1eY3Wmy2EUjSKVwCNrDkEnnPoetbKUXsxWa3KP2ZJpG2uUd2yh9Se1Sx/bbBXQq20H5gPb+X/1qdb5ZT8gx378GtnSVkhUoj+YMhvLlycqCDt/PpVpX0E3bUoW+rNCCjM6hsKdnGRn1z0yBXQabqM11CtpEk10X48qPJLc5OfYAEfrWpHoccmqSLc2sLQEbo3ZTznkgEegxx713+i/D+wtdJi1SC0+wXSqUETEu8jg4OV7DG7t1Ax3IrlmtjCc49TlL7xFLcW8cUKC3SCEHy1OGYk4Zs555zXPXmvS3GsW/lzkswz+9YscnjGfXn16CtvUfDupfaL23hSUyh+Y2KqitIudvsQG6diT05FZ9xosVjo/mSQRJsdYf+PkO0j5Yl1AHC4UdfUfhVpMhciOWmmkvvPYsRbrkK+7HccfnVaH98pMm5WUbSOpauka+s2t7hY7SONY2baqjftdlADdenPv2qC80lCJZYkKIrNLt6DywQAcemT39RUOOtjoUtNjnrEzWN4rpLsj4/1illIPYj0rpbLxELdhFbw2yTzA27zzDdgMuCy89gPw/GsKNUupFBBCKckY5PvU03/EuvovJZN6yb42T5inPTnjjipTcSpRU9zUuNF8mPV7hr1Wjtz5av5ePPbJBxnnAIP412HwhvDPHIyIFxIpKqOCQoB/PFeZahdSTKYwjfKjAlf97ow+v867r4V25js0YNjdJ/h/hUSkrqx0UIvW59ReHb1bjaqsEYD5ioznjHNdrYrJMGZZnCrj5sDkflXnXhH9zbxyyszHg7SRzXpGm3B2hhGyn+Hcvy/l/X3q3ruD02Nm3s48qHnlPIYfN9f/AK/5VsQyo03lvLuPVeBn8Tnmsy3MkzKGXyiy7SvULnrzV+3jK/vDHvdhtLZ49Me9Z25RXuehfBby/wDhZ2iKu0YM+AB/0xk/+t3opPgnMG+KGkrtwcTY+XHHkvz06f1opxM5GX42/eeOteLRq6jUZwEPAz5rdT+VZMFysxZRtwBwemRnHHt0rW8ZQCPxt4hYeWG/tC5Y7l45lOP/ANdY8a7go2H5clscAenTpU6INWJNhmVXDqTxt/veg/CoJLdlJUbV3Hy+T936e9SoyhlGeTwCzZbp9akmJfcsgIKj5OAeR7+lG47WMq40tmwsjjDnbsPOF6AYHtWeuiRW6tDEQhZcnapGemG+pz3roJLdPl8yPcS23IIBU4xnGfpVOG2mt5n35m3JwrtkgAnABwc0koy1E+aOjOXvtGk8slcSIDgkDDA++fXHr2rlfFHwx0HxNHHJqWmW9zKrbuQVJPXnHUc9Dx0r1Z7NdrFjyFyC3Qf04qOSzttrO4IUnbt2g8ZAz+n61nKBcWfPPib4D6FqUJWHTUspQAge0TbjPYgYB9fwrxLxn8Ldb8ERTS/Z/tNizAxXKL0GerenH4fWvuubR9ylkD5JOcHucc/hmqV94dhmsyJIt7MpBD9CPT6H0ojeGqCVpaHwRpeoXNpaqI2mM0bF0+Y7Qcc4GR/kCrL+MZlkjCRqqx8MQxcuwJJJGOc5r6F8afs/2V+1xcaO39l3oy3lAZhbK5xjqPw44rxDxB4B1zwjHJFd6fJhvvXCJ5iH3DDpXT7Z2tc5/ZRfQyL7xPNdM87Fo0kJH7oAKOpHUZznHU9q5q/1P7U8rMGldgw/eA4UkdR79RV28jkZcZGSRlfT0AHrisfVAtrJEAWAU468eo/x/Gnzt6MXIlsc1puvS6bdTmMbt4KbGPbPH16V0mn6ydSgaF2VXdvmO3LHgDH09v8ACuM1OL7PdMwXbzwBVjSNSmjnUKw3ORnceB05/wD1elEZMuUUdBdwvC0TwIIyzMBuIwuDjB9/84plnazySrPLERbrhx+ZGffnNa+k3ltdmGK/llezkfbL5cgDHLAnA78gE/T1rtPFHw+tNH8Pf23caxFcF4jLEkcQG75dwHB4JJH4t+NZuaUlF9RbLU8u1O5ktrggRtDKy8hvfJ6/jXpvw+jCadbYHzbd5Udwea8imWWe5dH3NMT1fP8AWvdPAVmVhsmzvKxIPlHHSlu0d1FcqZ7V4TT5YQCSD2HOK9DtWYqVVyrA429STj/PeuR8M27LChI/Suz02FVQMjFs/Mdn/wBatntYwe9zcsrphEqiIzvxncAPTPtWhtkuAoM3kcEkKBuPYc9O361Ut4zMflwqYAznjnk1oQsq46qccNz7gdvpWd2LRHb/AALDD4m6Mx3yM3nBmcDoIJMYwKKd8DyF+KGjpghj57HGMf6mTn8aKIky3KXi7bb+OPETtLuB1C4IC9v3rdawlkSZHQrkgZLFjg8nJ469K2PHaeX4x8ReXHskbUbg9Ov7xj1rCjk25KqQ5wGKjd39ge2KkfUtQqcF4lxhRjkDb7fXGfyqDySTJIzF8jC87lU5GCB36/yp1xcPGAQpjjUYPcgH8encn2qtDeS+YqHbzzuxy2M9+vQClzIfK2WvIk86Rtmxl4BAxxnJNTJHGkjEs3J53H+XP86hjX90jovUE/N17cf0/Cnx/wCt3Oiq4+UD9D/nrSuNRIpY4riZnyzPgIDxjj0HQ1JHGrZ3H/VgDHAySM/0NLDKNhCIiFidrbSCe5xmnr5sK7ppZEXB7Z4x/wDrpi8h0UBkjcgMwPIJOQ2D6+vFQeX51xgbTxtHGeMcEH6f0qWSUGEAN5h4DcHr7daHYxwRAK7Ffm252j2zT0ug1sUbrTUuVZpYwHjkzhT788Yx/k1Q1HRY5t4MG0yDoeSQQOf1NdBDM6xl0CljwOcDpggcc8mopI5PMIkB+Y/NtPIx07cdqbSJVzyrW/hPpWuuou9OhkkYfe8lQxIHByB9K8d+IH7NNtBay3+lK3mJl2s3+ZWUHkDnOQMHHf8ACvrv7L5ibWB2EBhg8g9h7AHms2/0tTbx7FDMMncB8pPr/n/CsZQtqjWMr6M/LXxd4fl011iZfnjYq2AfwNYGlwqNTt0YhFdwrOxIAB4r6t+PHwN1abUL7VdBtPtdpLKzvbxAedEc/MCPyOB69uM+HWvwj8Q3uoXCto99aopIXzYinfpzj9KtVIrVslU5S0SMuxsY76222nm3FyGG2NEx2JJJ+i9Per9nJJG1vHOrSoJPnViThunT8vyFehaT4V8X6fCkFlZi0MeHEkcYyWB+9n17fjVnxD8Oda1K6gkj0Y+YSTLskH7xwPmPIHU4q5zg+pnGFTZo8q166TVtb82MIXwsaRxrwTtGffqcCvdfhzp+3YdjMMAdP69q5Lw78D9eGo/bNRjECoR5aj5wM9zjpXu3gjwJPp6qMeYT03Dj6/Tms4yjzabHZGEoU9XudJ4ctZI4wdgBPvz+Fdla7YlJ/wBUuMFecGqmm6C6LG5cK46EVuWtlPEw/eAKPvMSdx9fT2ra9zne2hYtZDLCuN27OPu4/wA+tWo1DM+4PIQAeOw6ZNSR52MPMUKPVT0qRY2jG9vmYjjnjOcf5+lS+4b6HbfBRWPxK0Rt/wAn775OOvkSf55oqb4NBP8AhZOiNg7z52ecceTJ279P1opoiRieNtsfjbX45DuX7fctgHrmVuOlYzNAtvK4bhidqKM4b3//AF1o+PFmXxvr+DGrNqFwBt9PNY8/XPNZzKtusbF12thSxOBnFTqx7WGxlGZZdoQPwAzYJHoB0p0l4PMLL5YPOV6lj3I9uf0qDUNP+3BEe4aPa6uzwdwGU4PscYPrzzVpfLZdyFvmJjHbIHQ4/L86FoG6GTI/yDY2zJyuTznpn69aFYbMSBiw5XGc/pyKVZFk3tkynJ5YVGWeOUqkqktwN2cg4PHt/wDXqXuVsNk3LIibmDZ6MMgc9x71Z2KqgFWdR1bOMD09qhYpDy4G5jlmBALDOAP0q0uVUnYY0XkKOeQPWqQnYeViXbiEeY39zkHP/wCr9KikZVhJbOF6/TPQe/Jplwru2d2FJACgHJ49qYrvcTra+WRGR0x1Gf8A61Q77FLYVLh5OIiI5geFU/w9fw4P61a3S+WGZ2I288jdnrz279P8KTajKTIqqfmLBR1AHTPX0pIinD4GM4yDnBx6fj+tVqToRwwhSN3mIRgsWU+v+NQXEjSSDc8gCxlNpJG49fx4/Dmra3Druwdrnhfm5HFVW2AYMmSpyRn/AD6UpaIuOpR/s+KVcOjeWyghWI+Xkdh+NZA0G2vbxw0QU4LAYwevf8810VnMsm7dFLGsZ48sgkj1/HAot2eK4ciMh9u4M2Cc+g98Z/IVCUb3K1tZGTJ4XtI4yI4uWPzHbzwfzqhN4dDHCxqrchuMtj2/I811sMcssiy4AVTjauCTxzz7UkggKhlAwzbfUsMZ/H/69W1chS5TnF0O3WEuY1QqpCKOwHFEOhmNjJCVAYHcvQdeSPSuj+ywMwUIxOPw9z/n0qvNsS5Mf+s28MXb+H1qeXlLUm9jNt1G4/vgHJwVA54zwMe9WSuxSATkdGYY+tXkWMwy+Ww39Aqr3qssIikClHlLZTPYimr9QY24kkxm3YdM467h/KobiznjtBLbywvcsRlppCqhc8kAEZOP51oRvJHIx8lQB0PPGAPSmsxkYNK4YbsbScY4xk0db3Jvskdl8FJo2+JejCJDljMzNjGB5D8dOeaKn+DKeX8SNFKjbuE272/cycUVpHYie5z3joqvjjXFBfd/aVweBgD963f8qw3aIeSspby26MeAoGMdv510HjWdZPHPiBA23/T7gN7/AL0j09qwZ7uG6Z13DzFPDHgcA5OPrml8xeqEhVcqHLBmGRHtyc56Y7GnSTQRqOCo6epOOfy/wpnnqoCqCHLbuF/ln/PNScMvmLBnacbmx14odgVwmwIiBGzqQPug4B54psbW9qzm43lyMBcD5T6n17UkMVxNEuAhXJIwOvueatmNGjYdSwGWxjp2oSe6C/QbHiGLBCPKW+VR/PP0pl1dxxnzGlzlhztwOtSMoIBkfyQyc9FHbC/if51UmhDKRI+VYZxgeuPWpbfQpRT1Jf7URlWUbfm+UKoOenSnxSvHHuKSI2OQoHvyTUHlhGjKjaoPDKvA55/z9adIUk7lnYfxg/ifoc0a7hpaxH9oDdCxIXcAqngdgf8APrU8EksrbNiqqnCux6DHX+VM3JHIZJGMhHG1F5Ax/wDW/lU7Wq7vM2MjHorsBz+Ao1DQiZpEG9jG7LwFHJ+maFULC5eUZYgvzgj2+tO3DoVcnGAq8d/WpfnkxHFH98gBuvb6e360WKuUYoo7cM4bfztAUk4P17+/40+EyxjzDHsYckFRnPOc8euKkkjLPtRCF7MOwzzj8MU751k+ZthAwGA59h9KnRDu2SJ5k7FMN5m3k88D8ePX61DDGYpG89thByDgDPHbn3FPt2LMPnfap+ZsdSP681G7pGCxUs3Cjcu4g447cU79RW6Dz9lmy6KJLjggqfvfh+VRtausyPIu5EAzwQOfbH1706305PLwSBJkkgMfX69OvHtT5vJh3lV3kdCc+o9OKHruCbWw3zwIHEA2lj95QeeMVWS48s/KArKOZFOc9v8AP1pZmlhVcoQTxwMDr9fQ1G1qLrY0q7o4znDEcHGf8/WpevwlWsveJ5pjMfLBWNmAwyt+n51GVZcujtNu4Kr2wO+ffFTMsTQxsF8w5AYlvfjFRyRPxGJ/KRlwdq8A4PP+fai1kHqd78FnLfEXRlIIdRMT0H/LGTnFFVPgeqx/EzRVSRpc+dliPSCTn60VtF3RjJWZjeOVI8ZeI/s7fvf7RuMlh/01bjNYc7CMBG8sOB93aF+nHNFFS9FctLcf5jeUSqlnYBSQcc+x9OgqSNVVicbdoXcwbIAP+f8A9VFFV0uZ26D/ADpPLKouQ4yVyD29aWTfFHIjSKwHJK4XuBmiikm7FWVxDbiTJkbdgliN33fc9+tNaFZGYRlpGHf2/wAaKKLK43J2uN8qR2DGBQcjlj/KnLbvbTTyn99AxAjjUAbcDnJ788/hRRSeiEtXqPixDMylSqgZ6f1/z2qwkh2gCDDKMKWHXHTNFFHkD7kUKsyuzbFAHyljwOeoA9/5UyWTlkDOFAwCFxu9+KKKiT0uaRWpX87bdRAOwUOoXKkDGRn68elWfm+eZQ/ljJJYAd+xNFFEfe0ZUrpXRViYpMbciS5+VnXdjAGeuPyFWsGOQBTjB3dMYFFFKxLelxhjd5FUy5VOWYc5bP8AjzTZY3mkG1iy4+X5ec9j/wDXoopMfmBjHkxqRyV4OCeo7k4qpNG0cyM8saFwWbcM8DHpxzzRRV20BbpEqSfvVZDtGdobofr1pImkVY87gDwGk6fl3oooXQUj0H4OQuvxM0VjEQu2UB8HH+pk6H/PWiiitYmMtz//2Q==) | ASR 1265 x007 080701 Fibula af kobberlegering
Fragment af formodet smykke med karvsnit-lignende ornamentik. Største mål ca. 20x18 mm. I den brede ende er bevaret dele af en lille gennembrydning. |
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) | ASR 1265 x139 080701 Fibula af kobberlegering
Fragment af korsformet fibel. Korsenderne fortykkede. Største mål: 27 mm. |
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Fragment af fibel. Smal, aflangt stykke med rest af nålefæste på bagsiden. Svage spor af ornamentik på oversiden. Længde: 25 mm. |
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) | ASR 1265 x141 0903 Mønt af sølv eller kobberholdigt sølv
Sceatta, porcupine. Diameter: 11 mm.
Metcalf, Serie E, efter 720 e. Kr. |
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) | ASR 1265 x142 080701 Fibula af kobberlegering
Fragment af emaljefibel. Cirkuær, med et ophøjet midtflet omgivet af gennembrydninger, oprindeligt nok 6 stk. Diameter: ca 17 mm |
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AP/2Q==) | ASR 1265 x143 090106 Snørenål af sølv
Snørenål af sølv. Helt bevaret. Med ornamentik øverst og nederst på nålen i form af omløbende furer og et bånd med knopper. Længde: 42 mm. |
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) | ASR 1265 x135 089599
Fragment af cirkulær, flad genstand af bronze. I midten en fordybning med hul præcist i midten. På den anden side en tap placeret assymetrisk. Diameter: 24 mm. |
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) | ASR 1265 x136 080701 Fibula af kobberlegering
Fragment af firearmet (korsformet) fibel (Råhedefibel). Største mål: 16 mm. |
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| ASR 1265 x137 0903 Mønt af sølv eller kobberholdigt sølv
Romersk denar, sølvmønt. ø: 17 mm |
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) | ASR 1265 x138 080701 Fibula af kobberlegering
Fragment af fibel. Mål: 18x20 mm. |
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| ASR 1265 x130 089099
Aflang genstand af form som et miniaturesværd. Den ene del flad med en spidsvinklet ende, den anden del med stangformet del med trindt tværsnit endende i et øje. Overgangen mellem de to dele er markeret med en vulst. Let bøjet. Minisværd eller neglerenser? Længde: 58 mm. |
![](data:image/jpeg;base64,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| ASR 1265 x132 080701 Fibula af kobberlegering
Bøjlefibel. Nål mangler. Længde: 44 mm. |
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) | ASR 1265 x133 080701 Fibula af kobberlegering
Rhombisk fibel med dyrehoveder på de fire spidser. Rest af forgyldning. 10. årh. Største mål: 28mm. |
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) | ASR 1265 x134 080701 Fibula af kobberlegering
Fuglefibel. Med rest af nålefæste bagpå. Største mål: 21 mm. |
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) | ASR 1265 x127 0903 Mønt af sølv eller kobberholdigt sølv
Tysk sølvmønt, Erkambold, 965-991, biskop. Dannenberg 932 |
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| ASR 1265 x129 089099
Stangformet genstand af bronze. Den ene ende let spids, den anden delt i to korte 'grene'. Selve stangen tilsyneladende dekoreret i et let bølget forløb, og med to omløbende furer ned mod den spidse ende. Muligvis snøreendedup eller neglerenser. Længde: 4,8 cm. |
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) | ASR 1265 x123 089599
Grebende af apostelske, der øverst afsluttes af stående figur, evt. en helgen. Længde: 8,5 cm. |
![](data:image/jpeg;base64,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) | ASR 1265 x124 0903 Mønt af sølv eller kobberholdigt sølv
Fragment af arabisk dirhem. Ca 1/5 bevaret |
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) | ASR 1265 x125 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt
Sen BM |
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| ASR 1265 x126 0903 Mønt af sølv eller kobberholdigt sølv
Sen Borgerkrigsmønt |
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) | ASR 1265 x119 080704 Remspænde af kobberlegering
Der er tale om halvdelen af et vikingetids bæltespænde med D-formet bøjle. Ved akslen afsluttes bøjlen med et dyrehoved i Ringerike-stil. Bevaret 'højde': 3 cm. |
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) | ASR 1265 x120 0809 Rideudstyr eller tilbehør af kobberlegering
Lille skjoldformet beslag med stiliseret udsmykning - maske/plante ?. på bagsiden lille tap/nitte. Antagelig til pånitning af læderrem til muligvis rideudstyr? Mål: 14 x 13 mm. |
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) | ASR 1265 x121 090110 Armring af sølv
Fragment af sølvarmring. Nærmest husformet eller femkantet tværsnit, de to 'tagflader', ydersiden, tæt besat med indstemplede trekanter og prikker. Begge ender med brud - ikke hug eller klip. Længde: 22 mm. |
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) | ASR 1265 x122 080701 Fibula af kobberlegering
Spinkel fibula, del af hovedplade og bøjle. På undersiden rester af nålefæste. |
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) | ASR 1265 x113 090101 Fibula af sølv
Næsten helt omsmeltet fragment af fibel. Bøjlens ombøjede afslutning ned over spiralen er dog bevaret og eneste sikre kendetegn. De øvrige dele af fragmentet er helt omsmeltet. Ca. 20 x 12 mm. |
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) | ASR 1265 x114 1107 Tenvægt af bly/tin
Skiveformet blystykke med centralt hul, diameter: 25 mm, 3 mm tyk. Centerhullet: 8 mm. Lignende, tykkere og tungere stykker er flere gange benævnt tenvægt. |
![](/grafik/intetbillede.jpg) | ASR 1265 x115 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt med delvist præg bevaret på begge sider. Ca. 3/4 af mønten bevaret (gammelt brud). MB415, 1320'erne, Roskilde |
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) | ASR 1265 x116 080709 Ringspænde af kobberlegering
Halvdelen af et ringspænde. Rammen består af et støbt perlebånd. I det ene brud anes rester af tornfæstet. Diameter: 34 mm. |
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) | ASR 1265 x117 080701 Fibula af kobberlegering
Emaljefibel. Omtrent trededel fragment af særdeles slidt stykke. På forsiden anes buerne der har dannet korsarmene i en korsemaljefibel fremstillet i grubeteknik. På bagsiden er nålefæstet bevaret, ligesom der ses de karakteristiske filespor. Bevaret diameter ca. 19 mm. |
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Mindre fragment af mønt. Mønten er en tysk, pfennig, ca. 900-1100. Få prægespor på den ene side. Bestemmelse ikke mulig. |
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) | ASR 1265 x057 0903 Mønt af sølv eller kobberholdigt sølv
Sceatta - såkaldt Continental Runic. Kronet ansigt i profil på den ene side, runer foran ansigtet. På bagsiden centralt kors samt div. småtegn. Diam: 11 mm. |
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) | ASR 1265 x036 1103 Vægtlod af bly/tin
Skive- eller tabletformet vægtlod, diameter 14mm. Vægt uden decimaler. |
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) | ASR 1265 x108 089599
Fragmenteret skive med spor efter forgyldning og evt. svag ornamentik. Centralt en gennembrydning. Største mål: c. 3 x 2 cm. Formodentlig endepladen fra håndgrebet til en nyredolk. |
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) | ASR 1265 x109 080701 Fibula af kobberlegering
Lille fragment, ca. 16 x 12 mm fra smykke med gribedyrsornamentik - formodentlig fra en ligearmet fibel. Del af nålefæste- eller skede bevaret på undersiden - bl.a. i form af reparation med pånittet plade. |
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) | ASR 1265 x110 1105 Plombe af bly/tin
Cirkulær blyplombe med tre seperate indstemplinger: '4' , '5' og 'B'. Diameter ca. 17 mm. |
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) | ASR 1265 x112 080701 Fibula af kobberlegering
Fragment af ligearmet fibula. På plades ses et helt stiliseret gribedyr. På bagsiden spor efter nålefæste og jernnål. Bevarede mål: 2,3 x 2 cm. |
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) | ASR 1265 x158 080701 Fibula af kobberlegering
Emaljefibel. Lille plateau med neddybet ligearmet kors. Grube i hver korsarm. På bagsiden rester af nåleanordning. |
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) | ASR 1265 x157 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af foden. |
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) | ASR 1265 x047 1105 Plombe af bly/tin
Plombe af bly med tre seperate indstemplinger: '1' '6' og 'L'. |
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) | ASR 1265 x101 1105 Plombe af bly/tin
Plombe med indstempling på den ene side - antagelig bl.a. sammenskrevne bogstaver Største diameter ca. 19 mm. |
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) | ASR 1265 x102 0812 Seglstampe/signet af kobberlegering
Skjoldformet signet, c. 25 mm høj og op til 22 mm bred. På bagsiden velbevaret kam og øsken.. Det centrale motiv er et fliget træ. Indskriften lyder: S(C?) IohAnnIS IE(E?)R. |
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) | ASR 1265 x103 090102 Hængesmykke af sølv
Formodet mønt, der via en øsken er ophængt i en glat ring, der er sammensnoet i en fin lille knude. Af selve den formodede mønt er kun få millimeter bevaret omkring selve øskenen (gamle brud overalt). Ringen består af en cirkulær tråd, der jævnt bliver tyndere mod knuden. Ringen største diameter: 17 mm. |
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| ASR 1265 x104 0810 Mønt af kobberlegering
Mindre mønt, 21mm, del af tal (nok et 2 - tal) ses på den ene side, mens et kronet skjold med en oprejst, venstrevendt løve ses på den anden. 1800-årene ? |
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) | ASR 1265 x105 1105 Plombe af bly/tin
Noget ødelagt plombe med lidt grov indridset, 'runelignende' ejertegn på den ene side. Største diameter ca. 25 mm. |
![](/grafik/intetbillede.jpg) | ASR 1265 x106 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt, MB590-92. Grinder-Hansen: 1320-1329, Ribe. |
![](/grafik/intetbillede.jpg) | ASR 1265 x107 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt. MB590. Grinder-Hansen: 1320-29, Ribe |
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) | ASR 1265 x095 0809 Rideudstyr eller tilbehør af kobberlegering
Fragment af øje med to dutter. Kun en del af øjet med to knopper er bevaret. Største mål: 18 x 14 mm. |
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) | ASR 1265 x096 080701 Fibula af kobberlegering
Hovedparten af ret bred og kraftig bøjle med langsgående markering af ryggen. |
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) | ASR 1265 x097 1101 Smykke eller dragttilbehør af bly/tin
Cirkulært hængesmykke med afbrudt øsken (?). Perlekant og tværgående linier og prikker. Omtrent en femtedel ødelagt/afbrudt. Plan bagside. Diameter 16 mm. Malle? |
![](data:image/jpeg;base64,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) | ASR 1265 x098 0903 Mønt af sølv eller kobberholdigt sølv
Fragmenteret mønt - antagelig tysk - muligvis 1500-årene ? |
![](/grafik/intetbillede.jpg) | ASR 1265 x099 0810 Mønt af kobberlegering
Slidt og 'afgnavet', men sikkert identificeret kobbersterling. Erik af Pommern |
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H+NbtFOwcpg/wBl3P8Azy+nzD/Gmtpdz2i/8eH+NdBRRYOU546TdMMGL/x4f40jaTdNj91/48P8a6KiiwcqOc/sm6/55f8Ajw/xpn9j3n/PL8mH+NdNRRYOVHNf2Pd9of8Ax4f40g0e85/c4/4Ev+NdNRRYOU5n+x7v/nj/AOPr/jRXTUUrByoKKKKooKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/2Q==) | ASR 1265 x090 089599
Stangformet stykke bronze med en ombøjet ende, ca. 6 cm lang og 4-5 mm i diameter svagt tilspidsende bort fra den ombøjede ende. Rundagtigt tværsnit. Det kan ikke udelukkes at der er tale om en kraftig nål til et smykke. |
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) | ASR 1265 x091 0903 Mønt af sølv eller kobberholdigt sølv
Lille 'skat' bestående af flere (mønt-)fragmenter - formodentlig alle af dirhemer. Yderst en omtrent halv dirhem, tydelig klippet - og med rids fra klipningen. Mønten er foldet én gang - dvs. den nu fremtræder i ca. hvart - omkring mindst to mindre stykker sølv, der begge også selv er foldet én gang. I den ene ende ses dermed seks tynde lag sølv. Det kan ikke bestemmes med sikkerhed at de to indre sølvfragmenter også er møntfragmenter - men det må formodes og der kan måske være tale om mønstens anden halvdel? Mål: 16 x 10 x 5 mm. |
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) | ASR 1265 x092 089599
Lille rektangulær blikstykke med to perforeringer i den ene ende og rester fra endnu en i den anden ende, ca. 18 x 15 mm. Den ene side udfyldt af et skakbræt-mønster, hvis neddybede dele er opfyldt med emalje, der fremtræder gullig, men nok oprindeligt har været hvid. Spor efter forgyldning i det ene hjørne. |
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) | ASR 1265 x077 080704 Remspænde af kobberlegering
Komplet lille remspænde (dog ingen torn), ca. 3,2 x 2 cm. |
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On7tuuXEit8y5k5A9COn51sW/7SHi60byDDa3QXB2tEFIHY8ECul8U/sxaLrWwL9qtdrKVXf5iDr0B57nvR4d/Zg0fT4cve6mbpjl50lVflwOANpAGAKXNOPmHImYJ/aS8U3EcmzRraH5MiSTJA/Jq4fWfGmrfEq4mlu7ttQez5EDEJBAT6KMjPucnFfQGm/APw5ZsuG1C9XCqsc1yDhR0GQoOMHuSafbfs++ErG7eez0yWy82XzJY4ZmVJOmFIOeB7Y/wzk6klYFFI5L9mPwrbaoLvW7mMtc28phg8wZVBjJZeOpzj2r6ShjBA5xjjBrM0DRrTRbeO2sraG1tVUbEgQBentWvtVV5ILCtYRsDI135wMBMdO+c//rpV+Vc9sdQcg07g5wDTQjqRnG3rWpA5FKbRjoMD/CnNJtYcZJ9KjjbG4k9+aZkbBu+f/PWgZMmc7S2KD91juwBwM55rPnvAspiQMx77fp61KpLAFt28GgZbVT9R7dqFUsw4wejc80znaTz7qfrUiZ2Yzz9cYFAh4UrJyOnX3NFNMgTGMjPrRUiO0Hyr/q+nTPp71E/3egznopqaZMdeSe2M0wR7WyGwB2xkVZqV3ZV3Dbyvf1qPdngqM4yMdKnddqnnH0qrIQo5OGHt1qQEZRyMEfhxUQj3Nww9hzUmFbLA52+1MlZVyjMAx52Z5oEVpIxuOQMHrnjt1qBrT+9gDoNxqdmzIny8dTUTbmkZm6rnHcfjVkkclim6MjGVORwcCoprNXUqjbG7soyRVpiJOoGOnJ6UxlPI7fzpCKU1gkm4FBkDkn1qH+z1jBA6dAO1aDArnBz6E0ScD5/u+3WkBmR2Y+bIx/8ArqSVVkwo64C5HGKsyJuDDb0/Af5/xpu3cMY+naiwEaosGVAAz6cYpnORztUD04PNLNIu4qSAaRVDqMHjOQQfb3poBrYVlyQaOG6YP14pLhUkRlbIHcqSDj6io4FEMYVWJ9CxLE/ietMQpyrdM560p2rhV4GeSB0qQnIyzc4z24qLaWJIJGRjrSArxwqrOQVyTmrPYZXg+mM1FJJ8oUnPBxtz/OhdqHBK0DJVHyjK7Tjp1HWpAAoJPPNQnJUdx2NAlK4BHHfHOKALa4UnBbH97iioI5mb7oyKKgR6EVBTcwycc+1QMu1QyknPX3qTy1ZcE4GOcU1uF6kDrnFWbEDAt3zzn6VVlh3PnPOMYH86t7tjNzk1DIMjnjaMYHepEQqqxrtz908cio9pk+YorLnHWptoaJsN8/bmonXarkcnOWz24x/SmIjVODhQvPOOcU3y8MeFwKS08xzLI8Qj3HCjjJUdz7mpT/rMAYOKYiu+0rgYBzUEihZBjk1baNOpIB7EEGmssfU4YdsjGaYimWORkFuTnoMfh+ApGxsIY8deKs+SOgP/ANaoDCFbG0Y9R3qQINrcjPGcAUzkqDj5uM85H4VYaJf4toOc4zUSqWbI49QaYirJbfvgx79vWiQsvHTv1qd5Ap+ZtzE4xUbQib5mGGGcEZBpgRtuySo7UkmXO7dT9p2jIbgcnOKZtOwn7v060xDDlRk8DoOKiMg3Hg4zjletSNHujYH5sjmqzZ24xz6dKQx/mNkDHA/CopHJkPUnNSLwV4wPrSHlDyW9KAIS/wDdPTnBOamWRwdjbT0xkdKi6dRtP0qxGq7ueOecUAJ0+5n354/KikLb3PByOnpRUiPb1+HOv7cNp3PY+fH/APFU0fDjxCy4bT8ev7+P/wCKr22iq5Tex4a/w28RsQP7O4/67x//ABVRv8MvEjf8w8k5/wCe8X/xVe7UUcoWPA/+FX+Jgx/4lg24/wCe8X/xVJ/wq3xOTzp4xtx/rosn/wAer32ijlFY8DPww8TNhTpeB6/aIsf+hUxvhX4lb/mGd8/8fEX/AMVXv9FHKHKfPv8AwqnxNn/kG9PSeLn/AMfob4V+J9x/4leR2/fxf/FV9BUU7Bynzz/wqnxSVIOlqDj/AJ7xY/8AQ6b/AMKn8UNj/iV9PWeH/wCKr6IopcocqPnb/hU/ioNn+y8jv/pEWT/49UbfCPxXjI0sE5/5+Is/+hV9G0UcouVHzenwj8WL/wAwognr/pMP/wAVSN8IPFbMT/ZXHYfaIv8A4uvpGiiwcqPmtfhD4t5zpA9P+PmH/wCLqNvg54uDHbpPGMZ+0w//ABdfTFFOwcqPmRvg34wPI0oD1zcw/wDxdQyfBXxgWONI3Dr/AMfMOf8A0OvqGilYOVHy9/wpnxirbk0XB97qD/4ukk+DHjJm3f2Nk9f+PuH/AOLr6iop2DlR8tn4K+MX5fRR/wCBUOf/AEOl/wCFL+MlVv8AiS7yT/z9Q/8AxdfUdFFg5UfLi/BnxmqkjRvm6j/Sof576K+o6KLByIKKKKZYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAf/Z) | ASR 1265 x078 089599
U-formet bronzetråd der består af 7 tynde tråde der delvist er smeltet sammen. |
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10Eef8AgQ/xroaKA5Uc7/ZN32i/8eH+NMbR7sn/AFWR/vD/ABrpaKLByo5r+yLsdIf/AB5f8aG0i7znyv8Ax8f410tFFhcqOYbRrts5h/8AHh/jS/2Pd4P7nP8AwMf4101FAcqOZGkXgz+55/3l/wAaK6aigOVBRRRTLCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/2Q==) | ASR 1265 x079 081001 Regnepenning af kobberlegering
Meget tynd kobbermønt, Ø: 26 mm. På forsiden: to kronede mandsansigter (?) i profil mod højre. Skrift rundt langs kanten. Bagsiden: Kronet skjold ?? Antagelig regnepenning ? |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigDC+0S8fvX/BjSm4l/56v/AN9Go2jDd8D1oxzjORUmY83EvH71/wDvo0n2iXvNJ/30aacU0j5c9aBEn2mX/nq//fRpPtUvP75x/wACNRUoXHfNMCX7VNx+8f8A76NJ9pm/56uB/vGo+9G6mIkF1N3lfH+8aX7RN1Er/wDfRqHrSj65pAStcS9fNk/76NJ9ql/56yf99Go8n8KAOlSGpJ9pm/56yf8AfRprXM//AD1cf8CNMPsPwob6UCJPtMv/AD2f/vo0v2uUYPmSY/3jUNJmgZN9pm5Jmk/76NH2qf8A56v/AN9Gohj8cUnIagCX7VL082T/AL6NAupv+ez/APfRqLhjilx1NICX7RN/z2k/76NH2ib/AJ7Sf99Goh2pOmMdOlMZN9qm4/fSY/3jTvtEuP8AWuP+BGoM9eKPxxSETC5m7yP/AN9Giot3fpiii4iXt7UFvyoZaBgirNBKT6Uobrg0bs9qQCNTV7D8Ke2evbpTQtAhD3o+99aAo9efWl24bg496Yhv6U7HAxRnPUZpu7BpAOXuBimfzoClBgsz+7dqKkBM/NjvSsewpBz1paBBnpxTI9yoA3zN3NP9fWk7Z6UwDkdse1Kfak7jnmjn8aAFpG9uBSN6/nSj5qQCfrR9729qMcUmce4oGL/EfWnCm807HpQIBzwRRTiaKRJLx07Uh+lN81/tWzyT5ezd5pYYznpjr71J973q7mozPHA/KjcM46Gl9aYHVuQQe3/1qADp3NHTNNaTpmjdQSKzYYLjHehm2A5OKikkPmD0A/wphmDD1HY0xFgfWk59KrmY8kUwzNzzmkBc4NYviLxfo3hOAy6tqVtYLjcBNIFY/QZ5rj/i58QrnwT4SvL6xKrMrCFZXGTvJx8i/wARGeT0HueK+TPHniL/AISCG5ubsvcok8hWW82tMWPA3Z6jg44wB071yVK0aem5vTpOp5H1ZJ8btH1CbZp95bsAcbnkAz9Knt/iNLcRpJG0c0Tch42yuPXNfF+nWKXGmyorNDcWshm8yOPd5ihfUY4/HsTXcfDXXpNMUxl5EkcrJJA0qn5S2CQRwW68EnI60o4uFtYkzws1tI+stL8cR3MipcL5bHv2rqYZ1mUMrZBrwrTtQSZSy8bfTpjtx2+nbkdq9D8Ha4ZM2ztkjkZNdvuyjzROWLlF8sjt8/lSfh+NMVqd7VmbA3f2o6Y5/ChTt96TcGxntQANnjt60DOcnpRkFutLuxQAo9+tLu79qZ3znmngcUCAscUUL09DRSJJ/wDOKbntjimyBvLIBAbHDYyAfXFGSW4rQ2EZiKaxJ5xn8KGyFP8AWmM/HPT0oEDEmovMXaSf5c09ic+1RbeemaRIwOJhuTOOmcUrdRnr9ac2VbHt0qNvYZPSmIRuvXNcl8UvGa+A/B91qW4JMSIYCefnbOCAepABOO+K6znOTxXif7Wcki/DOBFh80G/j3HJ6bXHHvzUzdotlRV5JHhnxJ+Jup+IrOG3luE+ZdhUozjJKtgHvyR1HOT0FebwQs1sbi+ulVN+xUiBlcrgnO1cgHnGMjJ64610fh5W1aT7RHFJarB5ciBCJG3AZX5mHA4/8eHvUkd9J4RlvZ7e2jv/ADpSPKCR/wB0MQCMFueQOD0HGa8N3k3Y9Ve6rGZa2txoOiMbW5XVzIzWckHMMis4Vgw3H5l2qT0wevStrRNNhtdUiN5dTR24QgSXG0lBg/hgEjpn1p0ljpmoMuo20WdVlWVJ4VG3aT99xztyMnDDPLHg9Rk3FtPZx+Xdw/ZWQqgVcbYxgcYJJ5yP1rKNR7M0cbn0prl9FFqmg3kLxsNUsd8wVSuWGMNt7Z5H5+9dR4Ruj/asOCcHINeJeJvGFnF4S+HECXBN7KTbDyvkZWBO1Tz32dO4r2/4e6e91fNMPuR+3evRwtT3XF9Dy8RT95M9ZgbdGtOb0Xg1ArCNAzMFUDkscVMT2xXamZC8celGfwNNbO3jjmg/NTEO5zkHjvR07Unb8aCcdSMUAL/OnbjtpgO7FO5U9+aYh3U4zRTRRSJJ2O7I6dqQ4Xrk0/hc9j3xTNvNaGwjdenGajkXcelSHvxg1FtP4UhDWcegGOtM5HtUvXrUbfMccHmgkac4ORmmt83bnvTmy3Tkd6Ycrjvj2qhDdvU1518dvD0viP4c38MBYTQMtwpHByuefwzn8K9DLZOB696huIlmhkjZVdXUqVPRhUvVWBaO58DW2n6taaJcKNOaG3kd7dpCwUxsCdw6/Ng59OnTjnnl1meKxmthZz3Vw8m5XhABMa5IbnOSo2jnOOD6ivsU+HbjwTNItrpq6jo8tx5wWNN01uxGDlSfnA7Ec44IOK87vvGHg/w548Ny2kXao6C3l1A2xWKLPJ247nIBBAOAOOufErRlSb0PUpyVQ8F8K+OrnRxcQJAjK0bxeWw+4hPzENnbyepHoelY8NxdeKPFEMau0zzHCLu+YIAFBPPGAOvYc17X8YPFvg/xL4Zns/DEE0+qpMDDNbWZhjCkYbc7LtK7cggHOSCOma5r4S/B/wAT6vdXF3pyCC2uITBLevu2eWTnYuRycgZ69McVhFuV2lqbNqO7J/D/AIStb3xBp1pZp9qktZMRSSZJMh4Lj0AA4H+FfZ/hnRU0XTUjGGlIBZvU1xXw5+Eel+CIYQm65u1Ta00mNx9T0+vSvS41CggV6NOHKrHnTlzO7JVy3UfnUgyfpTF70u7Jx1rsRgP4yeaQN1pu45x+VL/DTELxtHOQaVlFRbj5mB0+lSM1MYqt2A/SlJ/AUzcC3FK2M80xDuOOeaKTjA4opEF1hu5NMOam28ZNMYE8ds1obkOBt56Uxhj3qZl59qYwPBNIRHt4qN03dPzqxt9qakO1cZLf7RoJKxUsuPxPNM53YBNWvJA7ULH8vJpiKyR9+po8ndnjBqzt9sUcg8Dn3oEZcmno24MuQe1ZWoeE9J1T/j8021uuMZkhUnHpnrXSSKTkc1XdDwRWckpblJtbHJf8K58NcqdB08A9MWyD+lbcNpFaRRwQRrFFGAEjjG1VUcAADoKveXu5HzD0FNSMLj5e9ZciWyK5mwt4sHr+FTgbjnPHpQnDc/d7VJtC9fWmoiuCj5TSj5f8aOPxo5GAela2JFX5cUM2PekXOSc0duefSgQo9M0evPFQSzhG2jJNKjbuTnj1pDJlzQM5x3pq888j2p65IpiF2nIzRRu2+tFSI1cDH3eajZc1K2e9N/KtmbkZxg8UmB6c09him/5NQIZtGKNv407Hv+VI3T+lBIwmmEHv+tO43D0pnJPP0qiQYfMCP50xgTkAgH9af97txTWUn2pAMK7uKjZSAe/bHrUnI96RyOAep4pARKp57UN83Tr0oY5Y4zxTwu7jHNIBqoI+gxRznj8eKGYbiOAaNu7p9aaQhDxjNDANkdQRyKJFBU549wabGpVQC+8+rYyfyp2AX36npRwOnU07luTTeS3BoAiWIb2OakHbNIxCgAkD6GkXg80rDHj6U4fTimdsUbsY7UCJvTFFRh+w5oqRG4yjGenvTW+XvmnEZBweKafritDcYRUbKc1J696aaQhMfpTdueSM9qeV+XPemHKrmgkRV9sCk2+2aIm3KWKlcnoad3OPypgRso6Co2Xa3rUu0DknFJtHfBoJIfTIz26UjLlTn+VS7PxqPaAcYqQI8EZ54NH4Y+tPIHUnGDTFw2CpB/GkBG0fz5PSl5UYFSH1J5pGjD89D61SENbJ7cUjfNzTscd6b29KYCdKYWA78U/aduDTC3BoEJntimthm9RTlzxxS+uTQMZ/DgUocjqMik9TjBp3DYzSAX6daKGI3EZ6UUhHSfZZMfd5+opPsshx8v6ir9FXY3M42cufufqKa1nN/d/Uf41p0UuUVjL+xTc/J+opPsM+T8nH1FatFHKgsZZsZeyY/EU37DN/c/UVrUU7BYyP7Pm/uf8AjwpDp85/5Z/qK2KKLC5TG/s+fH+r5/3hSf2bP/c/Uf41tUUuUOUwzpc7dYgR9R/jSf2ZcjGIxj0yK3aKOVBymENMuOpj5+o/xo/su5z/AKvA/wB4Vu0UcocqMD+y7nnMX/jw/wAaadKuh0iz/wACH+NdDRTsHKc7/ZN32i/8eH+NMbR7tj/qsj/eH+NdLRS5Q5Uc1/Y912h/8eH+NB0e7/55Y/4Ev+NdLRTsLlRzDaLdtnMPP++P8aX+xrsZ/c59PnX/ABrpqKLByo5ldHu/+eP/AI8v+NFdNRRYOVBRRRTLCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q==) | ASR 1265 x080 1103 Vægtlod af bly/tin
Cirkulært, svagt dobbeltkonisk vægtlod, diam. ca. 2,0 cm, højde 1,4 cm. Vægt før kons. |
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Cirklær nittet genstand, diam. ca. 14 mm. |
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) | ASR 1265 x083 1103 Vægtlod af bly/tin
Cirkulært vægtlod, med afrundede kanter. Undersiden huler let opad. Acentralt ovenpå ses en lille hvælvet forhøjning omgivet af perlebort. Sammenlign med ASR 1889 x1 (200131692). |
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) | ASR 1265 x084 0820 Råmateriale/barre af kobberlegering
Let uregelmæssig barreformet stykke bronze, ca. 3,9 x 0,7 x 0,5 cm. |