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) | SJM 679 x390 0819 Anden genstand af kobberlegering
Lille aflang genstand, rester af forgyldning, nitte/stav på bagsdien. Funktion og alder? |
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nBCTnCxnk8Dkdv/AK9eS2d8ZI0YYxNOu2N/JRlJPH1/D0716LoelxzR+ZC7MyrkqoK7eOQP1FY+meINFuLWOK4ePzYRiQsAAMHr1GRxXUabrWm3hdo5xx1aNfwxxSUjQ2PDOsz+H5xc2u5mRtrRyDCyDqy/4H6V7tYXkd/ZwXMf+rlQOv0Irwu1sLUxgec6jO4Oy9evJ9u1emfD66l8i4tHLGGPDw7hg7T1/D/69ephKvvcnc48RBNc3Y7FWqRSajp617B5w7dzipFNRLmn0iSwjVJVdGqZWpMlky0tNQ06syAooooIM3NN3U1mxUbNWjOsc0lQu/ehmqBmqR2EaSo2OaQ0mcVIh2aSm0tAhWUMMEZFeR/HL4aXGv2dtqOjWzSXqMIpooxktGf4sex/n7V65jPSnis5xU48rKjJxd0fBuueA/EOlXEobSbpvLGWKRk8D6dq5uzkaz1K3NxmLdIEyVJzxyPrxX6MFQwIYBlPGCK4jxd8HvD3iyFs2kdncY+WWFAAD6kYxXmzwj+yzqjXXVHzMzW1qjxPErnaWPGd3t712XhPSPMgDpAsEL9FYfMVx1P61P4i+BHiDw7qCX1prV1cWqjaU8pZlQdeARx9f516v8NPAsEmmwXGpTG9uNo8xWQKGPX5se/YcVyLD1HLlOn20LXMfw78NrrVJhdRSfZIQMLLztxxnavfkV6j4f0FNBsxCJ5LuY8vPNjc35dBWrhY1CooVFGAqjAFIM7q9yjh4UtepwTqyn6C09abg+lPVT6YrrMRaeopNuKcvWkSOFPXtSKu6pFXFAmPXrUlNQd6dWbM2LRRRSIMRjUbGpDTMVozsRG1RNU7LUbLUjImpm2p9me1HlGpsIg20baseUfSnpD61ViSBUNTLAW46VYSEelShQKLAVxbdMcn1oWzYmrainLRyhcjht1j6jJNTxxxx5CoqA9QoxSU6nYkZ9nRj0xTljVVwBS5wKFYN0pgKEHpS7RRS0xDfLpVjp9LSEIBinrTaWpJHilpB9aWkSFFFFIRiUUZpa0Z1jdtG2nUuKkBm2l2U+lpiG7acFoFOqhCrTxTfSnZoFcWlpKWgQtOFN7U4UALRt5J7miloAWiloWgkctLSYpakQUvWkpR6UgFFOBpvTrSq1BI6iiipEZf9n3H/PP/AMeFL/Z9x/zz/wDHh/jWzRS5mHtGY/8AZ8//ADz/AFFH2Cf/AJ5/qP8AGtiijmYe0ZkfYZ/7n6il+wzf3P1Fa1FHMw9ozKFjN/c/UUv2Ob+5+orUop8zF7RmYLOb+5+opfscv9z9RWlRRzMPaMz/ALLL/d/UUfZZf7v6itCijmYc7KH2aX+7+opfs0n939RV6ilzMOdlIW8n939RS/Z3/u/qKuUUczFzsqeQ/wDd/WlEL+n61aoo5mHMyv5TelHlP6VYoo5mHMyv5TelL5TelT0UczDmZB5belAiYHpU9FHMxczI9p9KKkopXDmYUUUUiQooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//9k=) | SJM 679 x067 1107 Tenvægt af bly/tin
Tenvægt, dobbeltkonisk. Let fragmenteret. Diameter: 1,6 cm. |
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) | SJM 679 x008 080701 Fibula af kobberlegering
Guds lam fibel/dyr i cirkel fibel/fibel af Ålborggruppetypen. En del af rammen mangler, ellers flot bevaret. På bagsiden rest af nålefæste (nåleskeden har siddet på den del af rammen, der mangler). Rest af knækket øsken forneden på rammen.- Dyret med bagudvendt hoved, og fint snudesnip. Rammen synes at være dekoreret med perlebortslignende dekoration, som det ses på støbeforme til typen fra bronzestøberen i Ribe, og andre detektorfundne fibler af typen. Rammediameter: ca 2,2 cm. |
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) | SJM 679 x004 1003 Mønt af guld
Guldmønt, ø 26 mm. En spansk morabetino, slået i 1180 e. Kr. af Kong Alfonso VIII af Castilien (1158-1214) i Toledo i det centrale Spanien.
På forsiden ses det kristne kors og i det centrale felt står på arabisk: ”Kirkens imam, Den store pave af Rom”, mens randskriften lyder: ”I faderens, sønnens og helligåndens navn. Én Gud alene, de troende og døbte vil blive frelst.”
Allah er blevet skiftet ud med Gud og Paven.
På bagsiden står der i det centrale tekstfelt navnet på udstederen, Alfonso, og i randskriften møntstedet Toledo og årstallet 1218 i den safariske kalender, som begynder i 38 f. Kr. Det svarer til 1180 efter vor tidsregning.
På bagsiden er der spor efter, at der har været påloddet en nål og derunder et lille øsken. Mønten har været båret på tøjet, og sådanne møntsmykker var populære i Danmark i tidsrummet 1050-1250. Ofte blev de båret som par. Imellem øskenerne kunne hænge en perlekæde.
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) | SJM 679 x238 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af hovedplade og del af bøjlen. Korroderet.. |
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) | SJM 679 x264 080701 Fibula af kobberlegering
Blomsterformet emaljefibel med 6 buer eller "blade", hver med lille grube foruden. Stor central indfatning uden bevaret emalje. På bagsiden rester af nåleanordning. |
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) | SJM 679 x393 1110 Anden genstand af bly/tin
Korsformet blystykke. Uregelmæssigt tværsnit, ingen ophængningshul. Kontravægt til pil? |
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) | SJM 679 x391 1110 Anden genstand af bly/tin
Skiveformet stykke med to gennembrydninger. På den ene side evt. rester af indstempling mm. Funktion? |
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) | SJM 679 x392 1108 Terning af bly/tin
Terning med meget dybe og tydelig øjne. 6 overfor 3, 4 overfor 1 og 5 overfor 2. |
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) | SJM 679 x389 0811 Vægtlod af kobberlegering
Bipolært vægtlod. på begge, men især tydeligt på den ene, poler ses cirkelfure samt punktmarkeringer. |
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) | SJM 679 x388 0905 Anden genstand af sølv
Blanket eller skive af sølv. Mønt? Helt uden synligt præg. |
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) | SJM 679 x386 100109 Fingerring af guld
Ring af guld (Fingerring?). Meget lille diameter, det åbne hul kun 14 mm. Glat yderside, tydelig fure midt på indersiden, hele vejen rundt. |
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) | SJM 679 x384 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt, ubestemt. |
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) | SJM 679 x385 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt, ubestemt. |
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) | SJM 679 x378 0903 Mønt af sølv eller kobberholdigt sølv
Romersk denar. Del af buste på den ene side, ellers ret korroderet og afsprængt overflade. |
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) | SJM 679 x010 0903 Mønt af sølv eller kobberholdigt sølv
Otto Adelheid mønt
Tysk, Otto, Minden?, Dbg. 730a?, kantskade, korroderet, slidt, pecks |
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 | SJM 679 x013 0903 Mønt af sølv eller kobberholdigt sølv
Dirhemklip
Kalifatet, Samanide?, [Sa]marqand, 892-960, lille randfragment, slidt |
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) | SJM 679 x061 0819 Anden genstand af kobberlegering
Fragment af genstand af kobberlegering. Uregelmæssig oval form. Glat bagside. Forsiden dekoreret med symmetrisk motiv med hænder?, herover et par fordybninger. Største mål: 2,2x1,6 cm.
NM: Del af større beslag af bronze i kraftigt gods eller eventuelt dele af en matrice. Stykket har ophøjede geometriske ornamenter. Dateres til vikingetid. |
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) | SJM 679 x280 0905 Anden genstand af sølv
Lille hjortedyr i profil, der ser sig bag over ryggen. Øverst et tværstillet øsken men en simpel ring i. Ringen er åben og de to ender støder op til hinanden uden af være bundet i knude eller lignende.
Nederst er stykket afbrudt.
Alder og funktion? |
![](data:image/jpeg;base64,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) | SJM 679 x279 0819 Anden genstand af kobberlegering
Gren af gevir, a la Krondyr. Fra lille statue/figur? L: 6,5 cm. Metaltype usikker. Kobberlegering, arzenbronze? |
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) | SJM 679 x277 0903 Mønt af sølv eller kobberholdigt sølv
Lille fragment af mindre sølvmønt med ét stort og markent bogstav på hver side, henholdsvis P (eller D) samt A/H/M eller N. Måske tysk, 1000-årene? |
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) | SJM 679 x275 080701 Fibula af kobberlegering
Næbfibel, hel. Nåelanordning på undersiden, nålefæstet er en enkelt flig. |
![](data:image/jpeg;base64,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) | SJM 679 x278 0819 Anden genstand af kobberlegering
Tenkrog |
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) | SJM 679 x376 0808 Nøgle eller skrinlås af kobberlegering
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) | SJM 679 x375 080705 Remende af kobberlegering
Dyrehoved-formet remende, trekantet. |
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) | SJM 679 x374 080701 Fibula af kobberlegering
Foden af en fibel, antagelig korsformet fibel |
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) | SJM 679 x372 080702 Hængesmykke af kobberlegering
Hængesmykke (eller skivefibel) med fletværk og makrant forgyldning. Evt. sølv? |
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) | SJM 679 x373 080701 Fibula af kobberlegering
Skålfibel, fragment. Tydelig maske. På bagsiden enkeltflig fra nåleanordning. |
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) | SJM 679 x370 080701 Fibula af kobberlegering
Hvælvet knop. Midten af en ligearmet fibel?? |
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) | SJM 679 x371 080701 Fibula af kobberlegering
Urnesfibel - fragment. |
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) | SJM 679 x368 080701 Fibula af kobberlegering
Hovedplade og del af bøjlen fra en korsformet fibel. Rust fra nålen på bagsiden. |
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) | SJM 679 x369 080701 Fibula af kobberlegering
Næbfibel, fragment. Dobbeltfliget nålefæste på bagsdien, med lidt rust fra jernnål. |
![](data:image/jpeg;base64,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) | SJM 679 x365 080701 Fibula af kobberlegering
Bøjle og fod fra formodet korsformet fibel. |
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) | SJM 679 x366 080701 Fibula af kobberlegering
Kraftig bøjle fra fibel - formodentlig en korsformet fibel |
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) | SJM 679 x363 080701 Fibula af kobberlegering
Del af fibel med rektangulær hovedplade og affladet top af bøjle. På bagsiden rester af nålefæste og jern fra nålen. |
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) | SJM 679 x364 080701 Fibula af kobberlegering
Korsformet fibel, hovedplade og del af bøjlen. på bagsdien enkeltfliget nålefæste og jernrester fra nålen. |
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) | SJM 679 x362 090102 Hængesmykke af sølv
Nedre del af Valkyriefigur, med tydelige dragtelementer. Sammenlign foto med svensk fund. |
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) | SJM 679 x361 1101 Smykke eller dragttilbehør af bly/tin
Formodet knap (idet signet ikke regnes for muligt da motivet er i positiv. Firkant med kryds. På bagsiden kam på tværs af stykket med antydning af lille hul. |
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) | SJM 679 x360 1108 Terning af bly/tin
Usikre øjenmarkeringer - måske rettede? |
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) | SJM 679 x359 1110 Anden genstand af bly/tin
Ca. 2-3 mm tyk skive med indridset kryds eller kors i en cirkel, på begge sider. Blytegn eller blymærke? Told Fattig tegn? |
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) | SJM 679 x358 1110 Anden genstand af bly/tin
Kryds eller kors af bly. Ingen ophængshul eller lignende. Armene med let firkantet tværsnit. |
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) | SJM 679 x356 1110 Anden genstand af bly/tin
Flad plade med indstemplinger på den ene side. |
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) | SJM 679 x357 1110 Anden genstand af bly/tin
Hvælvet klump med dyb, indtempler figur på den hvælvede side. Funktion og alder? |
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) | SJM 679 x355 0905 Anden genstand af sølv
Fire småstumper, hvor de to passer sammen. På disse rester af ornamentik/præg. Type og alder ukendt. |
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7SG5+D39ji2dmD6J4WWxZ8gDDmNBuA28A9Mn1orzvx9oh8I2tm9l8Q9M8VGYsrx6RNd5hwBgt50ScHOBjPQ9KKZKTtof0KbqRpMCmFsVXnmwtQaFj7QBVfUtZtNH0y71G9mW3s7SJ55pW6Iigsx49ADVFrg56155+0Ul7efAfx1FYFxctpkpzGMsEGC5A/3Q1JjRlfDv9sDwr8RPFEuk2tjd2VvHHJK17dMiooUZG4Z4JGe55HNe8o4kRWU5UjIPqK/HHwLcLo2i3WrzBlv7mRLa0VGZRucsWcnPAAx7cmv1h+GHiS38R+ENOkhmEjxQRo4ycg7B1z355981zUqvM+VlyjbY66hTigGk711mY7dRSUmaAHbvWkJpN1MZsUwFkbFZd5J1qzNNxWbO25jQBB1NfLP7dXj5bXQNA8CQSyK+tT/AGq+MDEOkERyinHTfJjBPH7s17T8Wfi9pfwr0seYv9oa5cRs1lpcR+eXBxvY/wAEYJGWP0GTxX52fEbVLzxF40v9a1rUJtQm1JfPm2t+6fDERqAcbUXhQPr+PJVldciNo2j7zOntvDUfhHSbe7jvHj1S3tvMcyZKRsx2Kq7f9k847j3rH8N6hJb3F3BeSSRTwkCTyCzGTc5bdgYHAPAPpWX9qi09tRtJmmu4JkWLaJHyPL2heQeSDuwDx6HnFevfs3fCl/H2sGeO5k/sfzY7Z1bhlfqQynk8LkYyOetcUYu/clyPsT9mv4cjwb4Ve8uFJ1C52xFi5J8tFAAIPvuOevPvXsVQ6fZrp9nDbIzOsShQznJPuTU5r14rlSRgMasXxN/yDZfpWy3esTxN/wAg2X6VfQOp/O146mWbxfrLoNsbXkxQei7zj9MVa8DXXg60uLn/AIS/TNZ1KNlXyF0e+itip53bvMik3dsYxjB61n+LG8zxHqbcAfaH6dPvGux+CY8ftfan/wAIJ4ZTxHPtjN0raFDqfkrltpxLG/l555GM49qmOw5dTD8fX3ga8itP+EQ0nXtNlDN9pbWNRhug64G3YI4Y9pznOSe1FdN8cP8AhZIt9J/4T7wuvh2LfL9kZdAg0zzWwu8ZiiTfj5eDnGfeigUdj99pG4qhdSdeatyNWdcN1qSyDdzVmKGO6ikhmRZIZFKPG4yGUjBBHoaqKeauWjfMKAPyZ/sC68P/ABe1vwncLBDZ6PqEnnrM+E8uJznaepJHIA68elfX/wACPiX/AMIz4lksFuUawvFR7fzXBVNpClM5ONy457Ee9ecftu/Dmw8C/GDSfGrWc0mj+Jl8i9eNeIbqNQMg9i6YbB6lHrifCun/ANpWD3cF0LfWbEMqIzEhNp3jGOpGAcd8Y9a8munTlc6F7x+oStnBHSn7q+bfgX+1TpXiLR7LT/FEq6Vf7ESG5mGxJ+gwRk7WBODX0Pb3sV1Ck0EqTROMrJGwZWHqCOtenTqKorowa5S3upjNULTUySbithErScVXkn681keJPFWmeE9HudU1i+h0+wt13STzttUegHqSeAByTwK8a8TftYeH9CntClhcTWd0wSO4lby8k4x8gVm5yMHFZynGG40mz3GWXg5PFfOXxX/bA0DwvJcab4Ve11zVo5PIkuZ5GW0hkzjGQMyHPZcDGfm4xXk/xM+PXiP4jaXPAtzHo+mX0ckVta29xsWT59uXl6vkB1xgAN24rzO2+G8Njop1KV4ZRaxFwiv1wpLO3BLNgDhs59a4amI7aI2jFLzY0eLtY+InxCjm1PUTcSXSu8twwwzsF+ZV44QKCqqDgbs9ea5fxpeQ2usPHcyeR5kbZUZIUIB+7AxgZIRcn0zVS+1bUPC+vC81C2Fn9igjcbRhPmIygwccEdv9rpW6+j6j8S76zgVo3ubiVo4pNqt5igZbHzdPlzkDnn0rCEr7BNO92L4L8PP4u0Oe9sLK4+1bSzqWG1s5+638Jyfoa/Qj9mH4R23w1+HunvLbBNVu08+d2zkF+SMEcYGB36dea8//AGcf2S9J8LR22v8AiSyS91GPBtoZ1yEIJ+YjAzxjGR+JGK+pFHtxXfRp8vvMwk77C0h606mtXUQRtWJ4m/5Bsv0rbasTxL/yDZfpT6B1P5z/ABEm3Vr0dxM4P5mtXwD4btvEU92tz4w0vwksSqQ2pm5xNnPC+RFJ0/2sde9ZXiEn+1r4nnMrn/x41o+B9V8KaXNdnxT4ev8AX0cKIFsdUFl5RGdxbMMm7PHpjHfNStipdTsZ/hP4eucef8ZPCkoGSN0Optj/AMlKK5Lx1rXhDVI7QeFvDWoeH3jLee19qwvfNBxtAAhj24wfXOe2KKCPmf0MyGqE9XnqpMuc1JoU6sQNtqIpTlyKBnJ/HD4W2/xo+G9/4cluWs7litxaXIAYRTpnYSO6nJB74Jr8yNDv9Q8O+KL3QrqKew1rS7hxcQlxiKRBtYKOmDj8R7V+tSSfhXh/x6/Ze0X4sNca9pJTRfG4jAi1FSRHPgYCzAA5GBjcBkYHUDFZ1KftF5lRlbQ+O5tQlm0/SZ5VFjEgZmeLlmIJ+Y4Pvge+Pauk8MfEvxhZ232uLxBf2Ksy21raxylGIA6nGOFBP5GuE8aeC/FXw11600zxlp0mmRByq3Ktus5lGSPKfvkdvveoBqa3143XiS2eCMzWsJIELnDc5XdjPTAP+TXmSjKDsaW6nr97+0F4s0qF4Lm/1Y3ZAAu4rpmR8DjaCcckHPT8qNP/AGgfiD4kuINPOvzaa05C7gF3w8gEbud3bB4OfyrgNW1CS6gWCzaMibaV2uN0DDILkjPAz0HtxzWfuv5YdMNveu8lvj99H991JLAD1Jyv4njpUKo78o+XS5D4r8Ya/wCIPEko1bVtRvJY3MVnLeTNthkywbOeMj72R2rY0nQWh0PStWuj/aAlLrP57Eja24bsdQQD09/yw7qOXWt8OqMojnZhEqLmSJgcBxzyM5GO+D7VoSTX/wBntNHjZYHKsgnRCsZxj5VJ7H3/AMK3V4xsZS953ZJ4dtraZpop0ml0i2Z5NpcmNQxJ4H1J6evqa6C+1KWx0m/s2PnfaYSitcEAIoxtG7px8vUZHUk1neB9W0qfVLiz1GSdYvLWQWiwlxc7c7huXPzGQquAOg9zj02P4N6t441jzdK0PVLi1uG81pZIGt4t2MlS8gA2jf25Yr/DgCsfZyqTuloXzcqszyfS9On8f6cumNbQDWI7lSZAMmYkM2SMYOAByCOozxmvqj9mj9mBPD0h13xJZSwzQBYbK1Z1Ksg58xsepPtnnqDyvwH/AGR9U8J6p/bXizUIorjzPMSx0+Z5OPmAEjsMZwcHaPoRX1QoCqFAwBwAK9Cjh3B80jKUubQVV7VJTR1p+a7DMSmtTqa1AETVi+Jf+QbL9K2nrE8Sn/iWy/Sn0Dqfzq+KItutX5RdoE8nyZzt+Y/nXY/BdviB9o1QeAvDS+IJSkf2tToUOp+UMsFP72N9mfm6YzjnOK43xFbsmtXoDRjbO4/1gP8AEe+a2/h/4X03xFcXY1HxjY+DzGF2SXSTOJ85yB5StjGB1x14qVsOXU3/AI3L8SvI0g+PvDC+Hod0v2Rl0GDTfNOF3jMUSb8ALwc4zx1orF+I/g3TPDcdkdO8d6f4vaYuJFtEmTyMYwT5qjO7J6ehooEtj+gh6hZal9qTbSLKzR0nl1Z2UeXTAgVKdtqfy6d5NMDK1bQ9P1+xez1OxttRtH+9b3USyxt9VYEV4F8Qf2HfBXiS2ml8MSTeDtTbBV7fM9seckGJzwMZ4RlAznB6V9JiKpFjoaT0YHw7F+xb8RtLjkgtdc0C9iaIo0skk0LyHjBKiJgvQdD2FOi/ZZ+Jlla2kB0zRL6OBNyj+0CAGGSFwYxu59e2BX3KkVSrCKj2FN62Dma0Phtf2J/H+p3EV7Lq+i6fNwdheRmjA4CAKmMdeQe/NeoeHf2NbeNYTrPiBxtdZPL0uERMGCKpAlbLYODwc/e9hX0wIwKkEdNUKfYXMzhvAPwT8HfDmNRomiQRTht5upsyzFsYLBmztJ/2cV36rimqMVJWyVtEIKdTaXdxUsQtPqNaWpAdmmtRQaAI2rD8Tf8AINl+lbjVg+KDt02Y+1N7B1P5zddbOp3mRz5z/wAzWx4F1bwppcl23ijw7f8AiFHCi3Wx1QWXlHnJYmKTdnj0xjvmsbWmDandsBw0rH9a7/4Ir8QDcar/AMIHpFpq0m2M3f2rTLS88tctsx9oRtufm+7jOOegqVsVLqWm8bfCLhW+GWtbc9T4oyRz/wBetFN+OcfxGWPRx480m00uPdL9j+y6dZ2m8/Jvz9nRd2Pl+90zx3ooIUU1/wAE/evNFReZ705WFMu5Mq0/bUauKlVhVJAO20oWjcKN44p2C47aM04VGzineYKYiValXtVdZBUqyCmInAp4qJZBiniQYoAf2ozTfMFM8wUAS7qXdUPmCl8z3pWAsBuKWoVkFPEnvUgPopof3oLigBj1geLDt0qb6VuSOK5zxhMF0e4OeNpoewdT+dHVP+P64x03t/Ot7wHoGia9JeDWfF1t4UWJVMbXFncXHn5JyAIkbGMDrjrxXO6g267mx/eP863/AALrXhXSGvD4m8M3fiQSBRbra6mbLyiM7icRvuzx6Yx3zULYqRP4+8PeHtB+yNoXi+28VGYv5q29lcW4gAxtz5qjdnJ6dNvNFM8cat4X1hbQ+GfC114d8sv55uNTN55ucbQMxptxg+uc+1FAlsfRrf8ABTL4z8bb/SVx/wBQ5Mn60n/DzL40rjGo6UfrpyV8r3Gj3trpdpqMttIljdvJHBOw+WRk27wPpvXP1FXF8Ha2/iS00AadN/bN0YRDZ4G9zKqtHj/eV1I+oo5R8x9Px/8ABTT404YNqel9MA/2bHx7/wCfWkl/4Ka/GvdhNU0wDGP+QbHk+/SvlW10O/vrHUL23tpJbXT1R7qVR8sQZwilvqxAouNGvrXS7PUprZ0sbx5I7ec/dkaPbvA+m5fzp2C59Vr/AMFNvjaFP/E10sn/ALBsdDf8FOPjWAuNU0vPf/iWx8+1fM//AAg+u/8ACRQeHxps51qZEdbPA3kPGJF790Ib6Gs600PUNQ03UL+3tZJbPT1RrqZekQZgik/ViBRYOY+p1/4Ka/G0sc6tpn3T/wAw2Lrjr0oX/gpp8bm3f8TfTenGNNi4/SvlibQtQtNJsNVmtZI9OvpJIbac/dlaPb5gH+7vX/voVd/4QfXx4oTw3/Zs39tybQtnkbzuQOvfHKkGlYOZH0w3/BTb43nprOmqM9tMiz/KprP/AIKZ/HB50Vta01txwA2nQKPxOBge9fKdlol/f2OoXlvbPNbaeiyXUi/diVnCKT9WYD8aW80HULHS9P1Ke2eOx1AyC1mOMS7GCvj6EgUWC59W6h/wUy+N1vfTxQa/p7RRyMisdMgOQDgH7tI3/BTb44bto1/Tx8v3v7Lg6/8AfNfMk/gfX18VJ4dfTpRrkrLttMruJZQy85xypB696zrPQ7+/02+1KC3aSysGjW5mBGI95ITP1IPT0p2FzH1I3/BTT47MuB4jsgePmGlW/HHulQyf8FL/AI8nkeKLRe3/ACCrX/43Xzrr/gu+0Hw/oWsSzW89lrKSm38ktuUxld6uCowQWHTI96jHgLxB/wAJZD4ZOnSDXZtgjsyy7jvQOvOccqQeveluPmR9E/8ADyz49bsnxZbfT+ybT/43S/8ADyv49bSP+Ests/3v7Jtc/wDouvmWz8P6jqGk6lqdvbNLY6d5f2qbIAj3sVTIJyckHpS3nh3UtP0XTdWubZo9P1IyrazFgRKYyFfjORgkdaLBdH0u3/BSn4+YGPGMI+mk2f8A8app/wCClHx9OR/wmsY+mk2X/wAZr57b4f8AiEeLB4ZOnsNc27/svmp90xebndu2/c56/rVDTvDepatpOqana2xlsdNEZu5dyjyg7bU4JycnjgHFLlDmPpIf8FIvj9Iwz43UL3xpVkP/AGjTZv8AgpN8eplIXxmsfzEgpptpnBPTmLtXzff+HdR03RdM1Se38vT9SMotZt6nzTGwV+AcjBI6gZrQPw58Qr4yn8KNp+NehMgktDNH8pSMyN827bwqk9f1o5Q5j3Wf/got8fJgMePJB/u6bZj/ANpVlap+3z8dNWgeGfx5cGJxgqtlar/KKvDtP8M6lqWi6nrFtb+Zp2mvCl1NvUbDKWEYwTk5Kt0BxjnFWn8C60sHhyU2g2eId39mnzU/fYmMJ7/L+8Uj5sevTmjlHzGFI/mMWPU810ngj4meI/hzJdyeHtQFg12FWY+RFLuC5x99Tj7x6etYOraXc6Hql3p15H5N5aTPBNHuDbXVirDI4OCD04qrntTFo9z1CT9pr4kt/wAzK4PXK2kA/lHRXl1FIXLHseh+I9asrz4SeDNPjuInvrW/1J5oFI3xq4t9hI9DtbH+6a7OHxdpEf7TXhHW21G3TS7Z9HM15vxHH5dpbrJk9trKwPpg0UU7hynGeEdcsbLwD8RbKa5jjub63tFto3OGlK3aOwX1IUE/QVJ4oc/8KX8B56DUNUA/8lqKKYrbHbJ430X/AIaR0DXf7Rt/7Khs7FZbst+7Vk0+ONwT7OCv1FcN4N16ysfh18RbG5uY4rvULazFtExw0rLdxswHrhQT+FFFK4cqG+Itesrv4P8AgfTIrmOS+sdR1OSe3U/PGsgtthPsdjY/3TXpev8AiOw0H9rq11W/uY7PT4ntJJJpDhUU2UY5P4iiii4cqvY8v8F69Y6f4C+IdncXKQ3V/Z2sdtGx5lZbuJ2A+iqT+FO8U6/Y6h8MfAWmxXMb3enyX5uIl+9GHlRlz9QDRRQOx6dpGvWPiT9rDRtQ0+7jvbOaa2jjmQgg7bRFI/BgR+BrzXwjr9ha/DPx/p11dJHfXn2H7JC2d0myZi+Pop/WiinfQlRWxN4o1+31X4WeALCGdZ7nTJL43MajmFZJUK7vrgke1dfdeO9C/wCGotO8RLqMf9iRPa7rzB2qFtURug7MCPwoopXGoo5TwTIP+FQfEvnq2mn/AMjvVLxX4i0+/wDhb4C0y3ullvtPe/N1AAcxb5lZM9uRnpRRQFrtnbTfELQ2/aOXxENRj/sdbfYLwIxBb+zxFjoGPzjb0ri/C3iCw0z4c+OtHubmOG71H7H9nQgkuY5izdAcYHrRRS5mPlRqeNvLPwZ+GS+Yo2yanzzj/Xp7V0Enj7QV/aW1bxUdRVtBna88u8Csc77WSNcjBYZYgcjv6UUU+pKimjh/DPifTdP+FPjnSJ51j1HUbjT3tYdjEyLG8pkO4DAwGXqRnPeuks/Fmnax/wAKR0y1uBLd6Q5ivEAZfKd9SkkVckYPyMpyM/e9RRRST1HKKs2cN8VT/wAXO8Wn/qLXf/o565UGiikWKaKKKYH/2Q==) | SJM 679 x354 0906 Brudsølv, barre eller råmateriale af sølv
Lille båndformet stykke, bøjet i nærmest hesteskoform. |
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) | SJM 679 x353 0906 Brudsølv, barre eller råmateriale af sølv
Lille fladt formodet sølvstykke. |
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| SJM 679 x352 0821 Affald af kobberlegering
Smelteklump |
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) | SJM 679 x351 080701 Fibula af kobberlegering
Mindre fragment med muligvis to dyrehoveder. Der kan evt. være tale om et firkantspænde med gribedyr? |
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) | SJM 679 x350 0821 Affald af kobberlegering
Tyndt stykke, bøjet i U-form, spidser i begge ender. |
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) | SJM 679 x349 0819 Anden genstand af kobberlegering
Let buet stykke med rester af fureornamentik. Ingen sikker typebestemmelse eller alder. |
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) | SJM 679 x348 0813 Sværd- eller knivgarniture af kobberlegering
Oval, massiv knivende, fureornamentik. |
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) | SJM 679 x110 080701 Fibula af kobberlegering
Kort ligearmet, Fragment. Største mål: 2,6 cm. |
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) | SJM 679 x301 0903 Mønt af sølv eller kobberholdigt sølv
Denar, Pippin den lille. Karolingisk, midten af 700-årene. |
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) | SJM 679 x346 0809 Rideudstyr eller tilbehør af kobberlegering
Ringformet med stang. Korroderet. |
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) | SJM 679 x345 0813 Sværd- eller knivgarniture af kobberlegering
Fragment af diskosformet pommel eller sværdfæsteknap |
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) | SJM 679 x347 0809 Rideudstyr eller tilbehør af kobberlegering
Endestykke af remdeler med knopper. Korroderet. |
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srr7M0JWVNzTTBvl3bM44w2SMc1rT5oq0i5VE1ZHpur6rPLeaZpuk6qz6fHpyrHvYLKjIqt8498HOOM8c8isS1+Jo8I/Enw74m0a3Rkjza3duuIzdx/KCBjADZ3H0BArofCfhGK10Gy1LUzI+pSTH7PAxz5kS5DNhu3JBPXg1heFfC+m6h8Rnn1e2Waxe5jeK1jUqpZyPmXBGSCT1OMn1FKPLGepzycnG6Pu24ihvtDCAqDKC4ZsAsW+bjsep5FfHf7S3w/nNpNcxxyC2DAvz9ckfp+Veor8VIBr7WovEmj0y9js4rWIFVBYMNw/vDar5wccEEHium8ctZ+LIEtvIS7nMSs6KVxGGbgsDwcY/niuSSfxpG8Zcrsz8ovEVjJY30oCMeSORj8apWsbbQSMnqeK+vfG3wm0hdV8xUKXChhiZQqzKPmDBeSPvY742447cZ/whHhmyAtrl4p9UjmBaGNSN4MioYxgHJHzZ/Lg12Qrc2ltTocklc574H3FnNmNo/3+n3AvUkZtsbOUKqC3YghmGfQDnPH2r4dvj4HtdQ8RajK0imMFU5zG4Y5OD1A4/Hv0ryrwr8AtG8L6lapp15Jcape28zyyS7Y3gkKkrHs6BgcY6+x712mva4dK0HQNLljWa4YmCVV3EJIQCzYbLAgZyp9R9aico9Nzld5Sv0PRvBvxTXVr6zh8+S0D3Ecko+8doP3WPVQRsx+INfXenXP2qyikzuOME+4r4E02x03TdDF7ZwJbwxqsrPkK6AN93pyu7n6fSvtT4Z6o2p+G7d5JPMdkViTwenOR69K9TBtbI46t76nCftgf8m5/EL/ALAd31/65NX4I7ts33iOc7h1HPWv3u/bA+b9nP4hAdTol2Of+uTV+CfSZcbevVuhr0+pHQ9n8ZePJNR8HahZn44+JvEiyxAHR7y2ulhuOR8jM8pGBjPIPSirvjmHxbH4J1Jr7/hV/wBk8oeZ/Yv9jfbMZHEfk/vN3+7z1oqjOG2h+zRam0ZppNI3EY0xjSs1MNAz43/4KJalqLaX4R0hmih0O4nknkkY4LTIAADz0CuT+PtXzb8N7HyYWSWFZRKMeWvZc8nP+6R+Ga+of+CiUMk3gXwqViQr/aMitMwzszHkAc99v/jtfLvw1YXWopGJ4Y1SJX2vHkF9+AoPfORnPbNeRi272udVNJq7OjbT18Oqlm0js8lzJEGDcIocOPl7ZHBz6EVpW9i+oXi3kaCI+Yd4yDgBSwK7j82cHjP5DFY2sefdagy3EDs1xNcXSjjG11CRkkjJ2jIHfP41M2l3Emm3dtPI1tG3zTW8RBZvkJ3MoOQfu/Uc1wq29xyvYv8Ai/Xr3w9pOiiCU3BELkXDMMpl0wR6DEZ9OhrV8aMmueCtNNtbbLia3jNxao+4orNkOc5yvzc+mKk1qCwvJ8Qzp5ltZxwokqgK8Yh+bPB5JHtjpz34S0uhq2saTbafJJAoZ7d4pACF3FyvIONo345GOBxxw1BSSt0I5mh+jz2cekxpO7Q3i3PmyNEpDSH5cDnkYYr09c4ruNS1GPxBoesefZyQLZtJNbXbRlftAKn7yHk7Pu56ce1eW6skWm3Fq9vuaaKRWeRnGQ+4/Kw6kblBBHGD0r0jXfHhvNPj1DSZI5o4/vxwbXxwnmKUcdBn73uOOaupFytYiLs9S54b+IF54j1HTPDkcKJCtjEsLNgBZAqlmU4B5IbtyzfjXf6oln4O0PRobe42XF4baK0vLgKCsrfKyDAwpPP4nk85rzXSbqfVPN8SJbS6fcCf7O8IUu8Uflq6kKBkbumTwTkc9+t8dNZ/EDwDrFnaRE/2TOn2GOJSPnXBKgnnIyOvrWVRKy6dyqe5iyQP4U+K2hadqH729kLyLj5CGVtyqx/i6jr1Ln3roNF8eeT5mqkXFpdf6q6OcCXYzBASDxknHT17cHi/iUz+JPi8PEguI0sZLGL7HLHIHRWCqX5B453KM9dpqHV9SSznto1m86W5uxO0KKCFw/yg4HGc++MdKjsh2uzuvHGjzaxrccRkkFwYkuVjl6xGM7iFwOQcZwfU8elPwbZ6NpfiDT9S8htQvY7qN3upBkRbFG4cjpyrAdQe5rP8ba/cyeKLfXkvpxZ3nll4lUMUmVMgqSv48cd6PBurG5a802S9huLO4j85vtOBL5zZ3fdx/CpHJq4X5Lozla9jutB8RS2PjG1e8ihuY/P2ebDx5LMFB8zHyk8BexwpPWrs01pq/i68uLp4kjkY/Z/OOHynAYdsEHGPqe1cto9/FqGh6grystvbxiO1LPtlabJJIGAePl5B713B0uK6bT9Rto1klhVB5iksyNgrkE89C4B5yDWMkkzeN7E3iSwex8P2aW585JSkSRoQBvBO8Efxc+3HPpX058D7G58NWP8AZt80ZlZi0ZR92Vx7+hH+cV80XFrLrHjbQtLRV8pbgSyQS4Iw0gzkAjjDHp617v4UurKX4iaGk1xNHeRiaWG1Ix8rhc5HXA47cFgPr2UJOEoW6swqJSv5Gh+2DJs/Zz+IJBwf7Fuv/RTV+CqqSxJGQDwvua/fP9q6MTfs/wDj1GUNu0W74/7YtX4IhQ92UORGuS+OvGSa+g6nKtj3DUNHt9E0abUNS/Z71W20+3UPNeXNzqMcUY4GWYgADp19aK5+CHwXqEAttI8X+LrvWJcCG11DR4vsrN33kXLnaBk/cPTpRTMtFv8AqftsaYWoY00mkdQhpppabQB87ftzeHW1r4M/ao4lkl0+8WcFj91djBj9eg/Gvhf4bSLea5DGIg0UimF1BI5YBQ2fX9OT61+nnxi8Mt4u+GviDTEQyTPbNJEoGSXT51A+pXH41+V+kzyeHvE3kEAxSSArG38XIPPsCB+teXio3Z1U3oejQ+Zb+Xa6kgS5tZg0+1MABnbKrxzjgn3z6c9Zbm0XV7G5MJjdrf7MV3/PkqzKhBPqcD6enTjfOTW7ue+tR9rtWm3SKGPDjaQ2D04zz05/Cun0maF5gjSq1upEbCbDMp/vqe2Bk5NeW0rmt3bQ5+OG+j16KK4UG3uh5fmSPlXVmwCrN0K7vfkEdwamt7lofEGrW8VmsFyQJA7BibZyoLfKOAFPAx2A7VvpZBbW80+dIo1jwsPn/cAdgFHHOCM598tUNjrdj4a1q+msvtc9rfwgNuzL5eWGd2TnIOQCex6YNbKWlrGHL1ucrrVnZrfCe5iuZPLAia4j4wWzgbc/ezkgcdPevVvDvg+b/RNVvbSCPT0swTDpqbjNKXBBIx8ysFRmXHODg4qXR/BNpd6na3LW636syyfZpAMTMEB3E4wOSrcADA49K6D4k3tz4AaYaSY7jSb0LB9lXCNat5ZVShA4PPfj5e3fKpV0SW5cIXZ0F9ounaTpZexlD3FzaxxSSRcsQVAwM8j7pxnpXG6ToM99p+pQ291sMeTJs2oVzjBK+jBW/X2rxvxD4u1DT9b0fTZL24aLH3WIjZ9rfKN46csTjpx71rXuoa/HrFxdmbbc3TJDPBG/HlnG1WyeQORk92+hOMaMpK9zSU1T0PQNI+Gc+seF5ViWF1u2BWSNvkeMnn8ep/E+pFctoelR6TrmqaKtiWntS1t5skjZjIU9mGehTkcA89BTvC3xU1Gy8QWFvJAsVtpyyxQ2u3IdyGAXjgjAHXjr619A6DPo/wASNFML2a2WqsriK2aMKxjibaCPYYGM88e1OUZUyVUUj5e1a+urVNO8PazIj20MkbfaIUViuAAAABz0xnn8hV/WIX0+91C1t44lhUAvdDhZVdsBxgcdDweOc9qr/GzR4PD+pQy3qNDM5Maqc/MM7gMZ5B5HTt0wTXLeG9dbxW+mQzTyK8ysGyPm3DIXk+vynoMevNdVGXNG5lWhZpo9O8D6gbqb7O0yu2/ZHCjbgMfeYkk/eAyM+57Yr1jTdUeOQXdzJFbSRsMIqlQ8g4UYz0I6eny96848B+H7ltSv7NY4UhhQYhuMtuwACc4A9Rye5461015qUM8OoQsjTyQrmVkX5eAQCeMZGCeewHNYStzXRpHRWZ1Oo6stnqmg+ImCmaWVo4RnI2spUMDj5eg7dq9l+FMNzq3xA0/WZISge1a1VWOdirIhJJx/F5YPU14X4V0Wa+1KGwu7dpLCOYRoykZzjKkenBIHfLZ+v1d8JdNjtrg24TH2Ys+XB3c5H5ZP6Cuqh/EjE56lrNor/tZ7R+z34/LkhRot2Tj/AK5NX4LT3EVveMYQQjBseZyeQcA/nX7z/taK8n7PHxBWNS0h0O8CqBkk+S1fggtv5k2Cf3iklo2GCcdq+ge5yrY+nLfxfrg8L376t8YfD2rWUdqyDTdOjkSWVyvyxl2tk2ng856iimXEOu+DfAOqXN/8B9Cs9NWGN7iWVrtkYBh8zZudw6A/KRyRniik1cyj5I/W5s03NKxphpnUJmkJoNNJpDBvWvzX/a4+Dkvw48cXN/bwltJv5WuraTHy7WOXi6cbSQBj+HBr9KK8m/af8DxeOPg34gQxhrvT7eS/tzjJ3RoSV/Fdw/Ksq0OeJpCXKz85/hXrQh1qW2IMkLjezLw2Bgde4AxwK9ONvFZX32vMJhlILRlgoIK4O44xkgjGQOePevIPCJtLKC5ma2MjlzAVjADDp6+uex7fSu/sI9Pm2HVDGBIheOBmxIMZYJgdRx69D1rwKkbyudV+XRG/JqG2332vmzW0q7lZotrYGDncM5AAOOPWuV1O1N1eTyXlxc2tqrRxyXUWH8ok5GBjLZJHB9Py6C3U2cFlKhVorm3ASOIr84bOQh6FuR0PaorSxm1bxHfQRsPOEiQi3OQzP5ihSp/iPtjgZ7U4SszKUbo9d1gL4Eg0jzpJJzY2xL3hLqXO3cGI/wB0EYPsM9q4a/8AHmqeILU69ZKlxoVzP5JgmP715PulY89D83HByQfrUn7S3jPUvAsGn2KhZ7y6jjM7/eQMFwy8YypOf/rVy/gWPTvGXhl3iu5rKaOREvLGPa21127THkEhd2TnOR7ZrGMVK85bGrvGKsMTRY9Q1uwudRuV1CV4ZP3cajbE/Ug4xnjGRwetVrjz4yzxybbaaUQzecpJTnkHk8EknP8AsjpgVrwh7q+86RTMq3J8+aLKFUAJ3sp6ggkcckZ71BaPpWuW8ttfw3VneTM0BnJ3QiRXyAwP3SQep/lW8X22MJa7nO63p97o90boXDlrRCRludvmAhsDOeufbPtXp+k+ONXsNNTxTDEljG0Mht8ZVcgkOnX5WO4kZ61xcNjDb6hZSahGqWkSp57eblDIPuOWA5APHXB6V6FGIn0eSxghkXSpJReoIVEg3Z+fGRtKnHTPb3p1GnHXUzhozT/aF0LTfjJ8NtG17T226knllwjZKMCFcMOMfxHOK4LTbLSriz0iwvbsaVfRxIdqoV+0KoKlQeCH4HU84BAJzXptn4XsfEfhm50nXLESwpIrJsjMQDbMgkKeD8rcjg9D148r8U6tPb61badEkd4LRGMTs4JhjVMgfMPmHLYyc8e3GMbN8qOi8uXXod3HrUa6/DJDOum6jcu0MkUmMbgxIGD2Krk+megrWnsdPuvNu7Yym5ZvL8oyHYynK5A6EYUdj27jNcpLZnUrNrvZG9+0mLdYh84QJ85BDYOVOfXP69x4T8FapdeHbXVIW+0GynSWGG4XO4qx3nHXb147EjORxVqyWphNt2sekfBPw9f6parfyFJI4ZmhKbiuVQ5X1AOcZ+nU19VeB7NYrOe5MZWaRgrMw5OBn+teI/DO8OsRq+nWktsJFVWtlUKQzHgkjvggk19G2VqtjZxW68iNQpbGMnua9DCQ55+0fQxqS5Y8p5L+1k2z9nn4gsNpI0O8I3Dj/Ut1r8EJpvmLn7znBx165r97f2tH8v8AZ5+ILA8jQ7w9cf8ALFq/AqZv3uc4Oeter1M47HpXiVvh0fDdydL8PeM7bUPLzDcX9/A9uj8csqwKSPoRRXTeMPGF/qHg3ULaX4/X/iJHg2/2NImpBbkcfuz5i7Pz44ooFHY/ZxutMY1I1RNSNhKSimtTAWq+pWEOq6fdWU43QXMTwyD1VgQf0NT0UDPyv8TaDP8ACH4naroesW8lszTbk+X5HQkkMM9QRjB9q9Di8LWEenJeWkESW+NpXZ0wOQeOhPHPpjrX0J+2n8GX+JHw5bWtKszceINFBlj8ofvJIOroPUjqB9cda+K/h/8AEufS/Dr2MsMUsCt5ksEhYsoyqnHJOc9OnSvDxWHcXzROunUvZM67WtBOoaZe21lB9jd2WWJ4mOC3GT7nAHHt+NR3Gratpet2jRabbTSxXUVz9q3DfGwGA53AEDIUknpyCafpPjV7jX4UtLWVIo9wkW5ICSKFJBBx2AGD2rQk8Y2F1aeZc2jQhcmZ7gYUqVbaocHgk8c9ce1cMeeO6uXLlO38cTQ69a6fYa/YmW2msm23m0sFut6ARquD1VlGRz9/HcVwmleFYfA6XlhcQBI92BKrkOx4Y/NjkBlLDnnAHNdxPcaZ4sbwwZDHJaiZJxbzS+VOx8ohSBkE4Kr25BFZvjjSpde8K3UUc81/cQ3Ui3KyHO0MVOVyPuqNh467zntWabi7FaNI5mS+tbdktraCRbaFLgmZlO2UDY247zk9x0P3ic8UhvIdUmS9u1Edu0O+PycBJpmxwRyB8uSMnHT0qhp/hfWPE3h6wbXYPstjZB0jRV2yTKUG1DjHAHQnPUg8jFWY/FWnXti+nJZS2kiRLDAgcKBtJj3L3VsIR+OfWunTZasx16nXal4TuI9NN28bfZGQmRpFBw2/OwqcjoRz7nBz1oTas9mItBluBcu9oZoWUeWSFDsQOoz9446HOOcmu78M6hd3Ol6ppt/FmNLpobkTHcpUhh5gPQAg5/P0riLXS7FfFFlJHOrx20rtaur4GV5wTz2zwcZBrBS97l6D5U436nquh3n9ieFLi6u1lexeOKcSyuXO8BlIIPIB+VgR6nNeLeJNN07Vtas7q0jcyLGkjrGzYjO4buB2IKdP6GvTvHmsS6po2ni2lMM4RftMbPkjavy4P8WSVPPJ44xzXH/CDwDNrUVwt5FLDcCGRhNI+XVSdyNsJ55XHzcgnHQ1dP3pOT0SFL3IpLdneeC/C1p4j0m/nbGdNRP3aKgZ2+XcT1PARPxxycV734D0+3utFlhguk+0Rr9l2KMiLbkbQPTa2MH0WvOdB0m40LSx5FnHBqUaiNZoR8sq84UjpkHjp3Ne6/BvwTqUuqXWsajZ21vYTrH5SKvz5AJIP4tj0wo9a1UfrE+SJhrBXZ3nw+8Gjw/YRyzY80lnSMDAQt1I/p7Z9a69qe3SmNX0lOmqUVGJxybk7njP7XTiP9nX4hE9P7DvP/RLV+CU0wWUbUUYOcEZr97f2uXEf7O/xAJGR/Yl3/6KbmvwLbmQ559vWjqXH4T6G1TV/F2g6FPqcuj/AAnlt7eISMlvFos87DjpGjMzH2AzRXN+LPB8dj4PvbkfBfxVoOyHeNXvLq4aCDkfOwaBVx9SOtFN3IjFNbH7YMPbFRMtWmXNRslSblcrTG9O9TlKTbTAg20uKl8ujy6AI6+Ov2qP2STNd3PjzwFZRi9AMmqaKg2x3C9WkjA6N6qOvXrnP2UI6d5dKUVJWY02ndH5F+G/G1ndXRgjgmt7m1t2LJcE7zLnDAHnt6+1ep32nwWHhyIPZrqUNw6SyGLjy1JOQSOu1ScZ/u171+0Z+wzpfxMuJvEPg6eHw94m3GR4XGLW5b1OBlGPqMj2718s6pa/EX4U3DaV4x8M31jC8gae8kgaSC5cfxCdSUOQTnB7c141fCyXvQOqFRPSR1c0KWtmlxceZLDaqsglk2iROSBg9yVCZx0AGB0r0f4fyaf4hsZ7KWWQNetKHkkAzFIyABWYdBlMA85JXjivF/DXirSNVF4s92IlupGCrJztZY2x3/unAAGOcdq7T4TQx6pbaij2/wBps5bRLozJlWkXewA4PUZz0/iHPSvPlF2dzXZqx2+keG9fuJNZbV7ACxsDMkUmMGRRzuVenzHDc8dema8h8OeEZ4fGd5rWvxOdOjgxbwxuQHmZk2KP7xy3T+LsO1ep+E/GkOlabqulW8zRBoBMJp8v5uDtKHJ5IUAc+lZeueMbTXLy4sfJjiiaJHV92MFQMP7Yxn2HNYRk4vQ030Y1V1HUvhn4sEEscWrvKqrMIN2yHdvbcM42ttx7bh9K85+HP9pXbXWpTXaNbJKiRoq5DEkA4O05JBY46jg9qux6Nreg/wBs3djqdxpuoGZJIZJopBvRsjYxGVYfOpx2x3FeteGdDGo+BL2CbSxpN754m/cMpSVm/wCWigcqCUU9wM8VsvdXMZuX2UR+EdHs1sbHWrhlutU8toJlutrneFQIQe4+QNyc5br1FeueB9Lt3s5rkRKLy7U5jcA4YHONw9MDg9cGvPfht4a8Z+Mr6TTLPQprmwWJkW/2bV3k4YMzDABUL37/AIV9T/DX9n1PDbLea9qcmq3JYS/ZAAIEYHIzxlsYHt161rTw9WvLRWRhKairN6lrwL8NUvrqLVZ5ZRaMq74HXiYjPYjgAk8jr+teuwwpbxrHGixxqMKqjAA9AKSNQqgAYA4AFPFfR0aEKEeWJxSk5O7EPSmNTz0qNq3IPEv2xJPL/Zv+ITf9QW6H/kJhX4JTfK+D681+9f7ZB/4xt+If/YFuv/RbV+Ck3+sznHPWoe5pHY9F8R33guXw7cx2HjLxjqGoeWBHa32mxR27tkcMwunIHX+E9BxRXZ6t468TaFoUt3b/ABO8Fag8EYZLGx0oedJyPlXdZKufqw6UUER5un9fgftIy02piKYy1JsRFaaY6mK0m2gCPy6PLFS7acqUwIhHTljqZUqVY6YECw0270u31C1kt7q3iubeQYeGZA6MPQg8Gr6R1PHCKpAeF+Mv2M/hd40mad9A/se7Jz5+kyGAg+oXlQfoK5bw/wDsY3Hw/wDMTwp4tZbNo/Kaw1S18xHXnOXVgQTnqB/IV9SJGOuKnWHvUSo06itJC5pLZnxb4t/ZF8eatfefZf8ACPqZQPPZbyVSw7gfuh1wOvvWD4e/Y7+Jek6PrMFzBpk11cQiO1mtL7cVAyQDvVMcnt+nf71WHmpo48dq5/qNC1rFe2qHyV4J/ZZ8VeJrW3HjuS3s2hhezkSGQSebEQQpXacZGe/IIBB4r3TwL+z74S8Eaba2kVvNqQt1ARr+UyAck/d4HfuD0FejqtPQVrDDUqeyM5VJS3CC3jtY1jijWKNeAqAAD8KnxxSY4pa6SBVHNPpqmnUhiN0qF6lY1C9AmeJ/tigN+zf8Qgen9i3XfH/LJq/BWZdsvTcM1+8/7Y7D/hm/4hbvu/2Ldds/8szX4MyNH5n3mwTyNv8A9es38Rcdj2rxr4X8Q2vgu/uLj4M6HoFqsIZtWt5LoywDI+dQ90y/mp60Vz2saX4BuPD9yNF8P+Nk1cqPJe6uIJLcNkfeVYVYjGehFFOxEJJI/damsKdRSNhmPajbUlG2kA1RTwMUAVIopiFjSpljpsdWI1poLgsdTrHQq1Mq1diRsa4qdRTRjinrTFclUVIvrUaNUq80EjqkWmDpTvSgB+eKXPFR7qXdQMeDTiTTFP506gBaiapB0qN6BM8M/bMP/GNnxCycf8Sa6/8ARZr8GW/1ikNjnr6V+8P7aTbf2a/iBzj/AIlFx/6Aa/B058wEdc96yfxFx2Pctc+I2s6boU9xp/x+17VLyOMGOxjOoReYcgbd7EAcevpRTPGz+Jv+EJvhet8NhaeWPMXR/wCyDeYyv+r8n95uz1289aKXUmKVj9rzOo7j86UTKec1+DDfG/x+ylT428QnP/UUn/8AiqdH8cviGoVf+E58RFV6KdUnI/8AQqNTQ/edZh607zl9a/Bv/henxA3bj418QM3r/acwH6NSS/Hr4izZDeOPEHPZdTmH/s1GoH7y+cvrSrMvrX4K/wDC8fiArbj428QFuvOqTn/2akPxy+IPmFl8beIVP/YUn/8Ai6BWP3xjmX1q1HMvHNfgEPjf8QF/5nfxF/4NZ/8A4ulX46fEJSf+K48RHIwc6rP/APF1XM+wWP6BEmX1qUTr61/PtJ8cviDI2f8AhN/EX4apP/8AF0//AIXp8Ql248b+Isjp/wATSf8A+Kp8zFY/oHM6460ouF9a/n0X45/EDcpPjfxF8pyP+JrP/wDF03/hd/j8Zz428Q5HT/iaT/8AxVHMxcp/QilwvrU6zr61/PN/wuzx8eT428Q499Un/wDiqkb44ePpI1/4rXX8rkf8hOboe/3qObyFyn9DKzL60pmXHWv55U+NXxA8kP8A8Jpr5RWAOdVmzk5xxvyehqFvjN47A58Za8cHjOpTH/2b2p8/kHKf0PfaF9aPtC+tfzvP8YPGzLz4v1wg/wDURm/+Kpv/AAtzxpx/xVuuD/uIzf8AxVTzPsPlP6JlnX1qTzl9RX86TfFjxjgD/hKtax/2EJf/AIqmf8LS8XMR/wAVPrB5/wCf+X/4qjmfYOU/ox89f7wqOSdP7wr+dP8A4Wl4tRdq+J9XHckX0vP/AI9VaT4i+JZsq/iDVGGe95J/jRzPsHKftt+2xdov7Nfj/wCYc6VMOv8As1+ExO6QcbuenrWnqHirWNRjMd1ql5cxtwyzXDsD+BNZB61N7u5SVlY941r4W6tqmiTQaZ8CfE2l3siDyr5pbubYeDnYYwDkZ496K8R/ta+Iwby4I6f61v8AGii67EKMl1/r7z0/UPBei2+u+J7dbYrFZ+G7fUIEEjHZO0NszNnPOTI/ByOfaovD/g/R77X/AIX281tvg1qLdfr5jDzD9snj9ePkRBxjpnqaKKYjnW0OwX4cWuq+UTfNrMlo0m44MQhjYDHTqx5610HiTwjo+nax8U7e2tisOiviwBkYmIfbY4vXn5GI5z19aKKBsda+D9IPi6ws2td1vL4Vk1Jo/Mbm4GnSTB85z/rFDY6dsYqroPhXSL/Tvh5NPbZfVtbms7wiRh5kSvbgL1+XiR+Rg80UUCM+68O6fD4O8XXoh/0vT9btLO3k3t8sTrdllxnByYo+Tzx7mt/VPBGi2uveLLdbMpBZeGbXUbVTI3yzvHaFnznnJlk4PHPsKKKYCeFfBuiah4o+FVpcWm+31u3L36+a485vttzFnIPy/JGg+XHTPUmuek0PTl+Gdhqvk/8AExk12azeXcfmhWGFguM44LMc4zzRRQHU6TxR4K0PTtd+Mdtb2eyLQZiumL5jnyB/aEcXUn5v3bEfNnrnrVlfAugN430qxNnm0uPB0mqvH5j83I0yWcPnOf8AWKDjpxjGOKKKCdTI8N+FdHvdP+G0tza+Y2reIJ7K9+dh5sKvagLweOJX5GDz7Cq83hnS18DeNb9bbF3Ya/aWdrNvb93C63ZdcZwc+VHycn5frRRQP+vxNzU/AuiQeJPF9nDaARWHhe11G3Uux2TtDaMz9eSTJJwcj5unAqfwt4K8P6r4o+D9rNYh4Nbtt+pI0jDz2F7cJnIPHyRqOMdPWiin1J1t/XY42PRdPb4X/wBpmBf7Q/t0WnnbjnyfJLbcZx15z1rr/FXgzQrDXPjNBbWCxw6HLs05d7f6OPt8cXHPPyEj5s9fxoopFdf67i2ng3QpPE/h+2awQwXHg251GaMu3zXK2NxIsnXqHRDjpx0rL0XwvpVx4f8AhzK1mslxqOvXNrfPlsyRK1qFQ89AJH5GDyaKKfUnW39eYniLwvpdj4W8fXEVkiXFh4ntrK0k3HMcDLe7kHPIPlx8n+6K2dU8G6Db+MvG9pHYxLbWPhaK9to8nEc5gtWLjnqS7n/gVFFSV/X5EmieDtBvLrwGkmnxSC+8Japf3a5P7yeMX5jkPPUeVHj/AHBXh7daKKGVAM0UUUjU/9k=) | SJM 679 x344 0811 Vægtlod af kobberlegering
Muligt vægtlod. Stor fordybning på den ene side, flere forskellige på den anden. |
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) | SJM 679 x343 0903 Mønt af sølv eller kobberholdigt sølv
Gros Tournois - Philippus. Kantskade. |
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) | SJM 679 x342 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt. Prægrester, ubestemt. |
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) | SJM 679 x341 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt. Prægerester, ubestemt. |
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) | SJM 679 x340 0903 Mønt af sølv eller kobberholdigt sølv
OAP pennig, tysk. |
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) | SJM 679 x339 0903 Mønt af sølv eller kobberholdigt sølv
Blanketformet, fragment. Mønt? Intet præg synligt. (dirhem?) |
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) | SJM 679 x337 080701 Fibula af kobberlegering
Emaljefibel. Fiblen består af tre dele. Nederst/bagerst en dåseformet skive med små udvækster. På bagsiden af denne rester af nåleanordning. Nederst i dåsen en lille skive af bly/bronze, se konserveringsrapport, som underlag for selve emaljeskiven. Øverst løs skive med motiv i celleteknik.
Motivet består af fire små hjerteformede figurer, to lyseblå og to grønne/turkis, anbragt i korsform på en mørkeblå baggrund af emalje.
Hele stykket er af usædvanlig lille diameter. |
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) | SJM 679 x338 0903 Mønt af sølv eller kobberholdigt sølv
Romersk denar. Fragmenteret, overfladen næsten helt afsprængt. Typen er dog sikkert identificeret. |
![](data:image/jpeg;base64,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) | SJM 679 x336 1110 Anden genstand af bly/tin
Torshammer af bly (?). Den lange stilk er bøjet rund omtrent på midten så den danner et lidt groft øsken. |
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) | SJM 679 x335 080707 Rembeslag af kobberlegering
Uidentificeret genstand. Bøjet foroven (i stil med øsken), forgyldt, ramme med ornamentik omkring aflangt hul. Afbrudt nedefter.
Alder og funktion? |
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) | SJM 679 x334 080701 Fibula af kobberlegering
Emaljefibel (?). Helt bortkorroderet overflade og ornamentik. Bagsidens nåleanordning svarer i type og placering dog helt til emaljefiblernes, hvorfor der nok er tale om en sådan type. |
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) | SJM 679 x333 080701 Fibula af kobberlegering
Ligearmet fibel, fragment. Stora Köpinge typen. Simpel streg- og geometrisk ornamentik, dobbeltfliget nålefæste med rustspor fra jernnål. |
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) | SJM 679 x331 080701 Fibula af kobberlegering
Skålfibel - meget smal og hvælvet i forhold til længden. Angiveligt glat overflade uden ornamentik. På bagsdien gode rester af nåleanordning, med kraftige rustspor fra jernnål. |
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) | SJM 679 x330 080701 Fibula af kobberlegering
Lille kort ligearmet fibel, kraftig korroderet, rester af bevaret overvlade med bl.a. fureornamentik. På bagsiden rustspor fra jernnål. |
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) | SJM 679 x329 080701 Fibula af kobberlegering
Lille kort ligearmet fibel, hel, kraftig korroderet, men enkelte partier med bevaret overflade og fureornamentik. På bagsiden rester af nåleanordning og spor af rust fra jernnål. |
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) | SJM 679 x328 080701 Fibula af kobberlegering
Lille kort ligearmet, hel. Rester af ornamentik på arem og bøjle. På bagsdien flige fra nåleanordning, på den ene rustspor fra jernnål. |
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jkdaa3F0O5+J3jBPEOgwQJ458aeJSs6ubXxFBsgXCsN6n7TL84zj7vRjz2JW/4q8Y6F4q01LPxF8Q/iNrFikgkSDUbCOWMOAQGAe8Izgnn3NFUQnof0BGm0ZpM8VBoDU2ikNACE0xj1p3amHvQAxqgfvUzVC9AED0z+dSNSbaAGqvHqfWnqtKq1Iq0wHRrVbxF4W0vxnoF5outWcd/pl4nlzW8nRhnIPHIIIBBHIIBFX41qwi4osB8L/Hz9nu1+Be3xLoP2u88P3INrNE48x7V2I2liPvKSMZxkcA5yK8J1KWW0vlP2mOUoMgwjkJjJBX1yentX6pa9oNh4m0e70vU7ZLzT7uMxTQSZw6nt6j6jkV+evxa+GFj8J/ileaUgdtPZluLBrlTh4ZFAZd3QlTlffArxsVQVN+0itDohLmTiVvhbrV54PMWr6IEt7+OTzVlZAfMYjDFh6EHB6dTX394J8VWvjjwzZavanAmXEkfeOQcMv4H9MV+elpFFJLBFDI0dkjswMJ2hcjOOMZ5OOK+jP2YPGgsfEtx4cK7YdQQzpGWYlZVQEkL0AZd3PqopYPEc03F7MxqQ9lyxPpojbRup7LTMV7ZIu6k3U1qaTQBznxKK/wDCA+It5IT+z59xHp5bV/OssmzVo3aSS3CSgmSEZdMHqoyOR25H1r+iD4qSmP4beKH7rplyf/ITV/O6s/2fVIpPOlt9syt5sHMiYOdy8jkdRyOe9HUXQ774peK31zQbaBvG/jTxIFnV/sviK2McC/K3zqftMvzjOMbRwTz2JUHxJ8VDxLo1tbw+M/GfihknD/ZfEEG2FPlI3r/pMvzc46DgnnsSmTHY/olpvSlJpppFhTc0uabSATmmNTqaaQDG5zUTCpWpjUAQsKNtPIo20wEValVaRVqVRTAegqZajSpBTAdXB/GD4T6Z8WPDEtndRImqW6O2n33RoJCPX+6SAGHcDPUAjvKKmUVJWYH5bap/bHhvW7bTNRspbO5sJ/sckcr88KQdx4zzjHY19N/sm6b/AG14z1PVjGpg021+zq3O4Su2Of8AgKv+dfUuoabaatZyWt9aw3trIMPDcRiRG+qkYNQaJ4e0vwzZm00jTbTS7UsXMNnCsSbj1OFAGa8+ngo06imnsXKXPuXWWmEVMaZt616RBAwqFu9WWWoJFpAcd8Wm2/DHxWf+oXc/+imr+eFJfJ1aCQyywbZlbzYBmRMN95eR8w7cjnvX9Dvxcbb8MPFZxnGl3PH/AGyav55I5TDq8EqTTWxWZW823GZE5B3IMj5h1HI570dRdD0rxZ8WdcsrGJtD+I/xAu7kyYddUd7aPbg5IZblyTnHGOmeaKzPih4qbXNFtYW8beMvEuycP9m8R2pigT5SN6n7TL83OOg4J57EpkxSsf0QlqaTSbh60hagoUmmk0hNNLUAOJ4ppNJupKQCGmtzSmm0BcSlFIKdTGOWpVpqinigBwp+75iMfjTO1LmgB/al3UwNS5osA7NGabRuoAWkpN1GaAGtUMgqao3FAHC/GNvL+Ffi9h1Gk3R/8hNX880N2YdVtpTPLb7JVbzoFBkTBHzKMj5h1HI57iv6FvjY3l/CPxmw6jR7sj/vy1fzyWdwbfVbaXzprfy5lfzrf/Wx4YHcnI+YdRyOe9LqLoeseKfFnh/xRYw2uv8AxA8f6naxyeZHHf6VE6K2CMgNeEZwT+dFYXxS8XN4g0e0hbxd4x8RBZt/k+I49sKfKRuX9/J83OOg4J5opkJaH9DSsoYsDyaXzAe9fgA37RXxQC8fELxQB7avcf8AxdKf2kPiiWGfiH4o4GBjWLj/AOLp6lH7+NIPWmNKPWvwCf8AaO+KY2kfEXxUMj/oM3H/AMXQn7SXxTBbPxE8UNxj/kM3Gf8A0OlqB+/nnD1o8wV+Akf7S3xViXavxG8UBeuP7Xnx/wCh1Mv7T3xUVt//AAsTxMzds6vPj8t9GoH76GQetN8wetfgW37TvxZmHPxH8UAZP3dWnXH5NUf/AA078VY1YD4jeKjnv/bFx/8AF0agfvx5g9aerj1r8AH/AGnvi1gD/hZPioY9NZuB/wCz01f2oPi3GQf+Fl+LMg/9Bm4x/wCh0agf0DLIPWneYK/n7b9qT4tPtx8SvFagems3H/xdL/w1N8XV/wCal+K+mP8AkM3HH/j9PUZ/QF5g9aPNHrX8/n/DU3xexk/EvxZyMA/2xcf/ABdM/wCGp/i7gAfE3xb/AODm4/8Ai6NRH9BCyj1p/mD1r+faP9qj4uqcH4m+LCDx/wAhm4/+LoX9qr4vpn/i5viz2zrNwf8A2ei4z+gnzBzzTDIPWv5+W/ap+L2CT8TPFnr/AMhm4/8Ai6gb9qP4uMvPxM8Wn/uNXH/xdF/ID+gzzR605ZB61/Pe37UXxbx/yUvxZ/4Orj/4uoz+1B8W/wDopni3/wAHVz/8XSA/oV8wUySQetfz3L+0/wDFpWDH4leLOOx1q5IP/j9Rv+058WJPvfEnxWeMf8hm4/8Ai6WoH7pfHaYR/B3xs2cY0W8Of+2L1/PVZy+TrFrJ589vtnVvOtRmWPDD5kGRlh1HI57iuy1T4+fErWLOa0vvH/ia8tJ0McsM2r3DpIpGCrKXwQR2NcFFdS2tzHPDK0M0bB0kjYqysDkEEdCDQB6b8R9RvvE2mW0MPiPxv4o8ubebfxBaMsUfykbl/fy/N26DgnmiuWb4t+OG+94x19vrqc3/AMVRQSro9P0J9Ds9P8EapfQ2n9mr4yuvtU0kIIa2UWTbX45QAudp/vHjmsnwzq3huCHwn9s+y7ofFDz3nmQhv9DP2bG7jlPlk+X3bjmiirISL3gu40DUtY8DWCw2lxcyeMZGuImiBL2rtaCNWyMFCRLhTx97jmoPCOqeGbG48IR6ktnutvFjy34lhBH2P/Rx8/HzJ8sny8/xcc0UUXHy9Cn4Z1Xw1DH4M+3CyDQ+KJZr8SRBv9CP2Xbv45T5ZuDn+Ljmr3h46Fa6V4G1K+t7MWR8YXIu5pogyvaqtkdr8coAznB4+Y+poooHylLwlqnhmOTwd9v+xCOLxU018Jog3+hf6NjfkHMfyy8H/a45p/w/bRb+48Aac8NpcXcnixhdwyRKzSWrG0EavkcoSJgAfVvWiilcTQzw/deGre68HJfJYq0HiuZ9RWaMH/Q82m0SZHMfyzcHj73HNReDdQ8MW58Gf2iLEiPxW0t/50YP+hf6NjzOOY+JeDx97jmiimHKP8Kro1rpfgXUdRtrQWf/AAls63k00SsrWyrZMVfjlAGc4PHzH1NO8O6l4Wjn8GfbVsWSLxZPNqHmxg5sSbTb5nHMfE2Acj73HNFFK4WJvhz/AMI9qOqeBLCaCzuLmXxjtuYniVme0Y2yqrZHKE+Z8p4+9xzWf4fuvDVvD4TjvhZrLF4ple/82ME/YsWuN/HMfE3HT73HNFFK4W1sO8M6l4Xjm8HC8WxCxeK5pr4zRAg2P+i7RJxzHxNgHj73HNXfDsWg29j4Q1HUILNbFvF8iXc0sYKG1AtmKtxygDNwcjk0UU7hYo+HL7wzHb+E0vVsm8nxQ8l68kYJNl/o+N/HMfEnH+9xU3g1tB1LVvC1n5FncXE3jBfNiaJSXtGaEKp45Qnf8vTrRRSuDWhV0O+8OW9v4civVshND4qeW8EkQJ+x4gAD8cx5Eny9OvHNJpWpeGI28PtOtmUj8VSz3QaIE/Yv9H2huOU4k+X68c0UUXK5S/4fGhQ2HhzVL2GzFj/wmbfaJpIQVNoogYqwxygBPy9OTxWZ4d1Pw1DD4W+2i0DR+KXnvN8IP+hf6PjdxynEny89+OaKKLi5bmx4Bm8O6rqnhHT/ALPZ3N1J4quXmieFSWtWSARhsjlMiTC/XjmvG5cbz9aKKBpakZOaKKKCj//Z) | SJM 679 x327 080701 Fibula af kobberlegering
Fragment af korsformet fibel bestående af del af bøjeln og foden. på bagsiden rester af nåleskede. |
![](data:image/jpeg;base64,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) | SJM 679 x326 080701 Fibula af kobberlegering
Foden fra en fibel - måske korsformet? Helt afgnavet og korroderet. på bagsdien rester af nåleskede. |
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) | SJM 679 x325 080701 Fibula af kobberlegering
Fragment af hovedpladen fra fibel - evt. korsformet? Enkeltflig på bagsiden. |
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18LdU+CvjgX1kzHSmkM1vJsG0joR9RnmvSPhZ8VG0vVNI+wswsrlpJZYpACWjPQccBiefbHQc19IePvBNj8QPDN3o98uFlU+XLjJifHDD/PIzXw1q2n6n8D/EGtWV/axy3HkNHGEyFfONjg4OAcflkHuKyl7uo9z9A9N1C31ayiuraQSRSDIIP5g+4q3XzL+zp8UY49Jt4bm43RSIDcZJba3Tdn14Geea+l45FkRXRgyMMhhyCPWq3Gh9FFFAwr84v+Cx2P+Ef+Gfr9ov8A/wBBgr9Ha/OT/gsYm7w/8NCTj/SL/wD9Bg/wrSnuI+DLzwzd638M9LFk9nJONshWa00u0ZVAYH/SBN579Rw6jP4CiqXizT/s/wALNLl8yMjzVG0aTp8Tfx/8vEchuH+jqB69BRXRLczif0N0UUVxmoUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAhFMYVJSEU0IhIrzT43fCW3+Jnh5mhijGtWqMbaRgB5gx/qyffqD2P416awplXurMR+cnh3VtQ+HOs3un3Vs1s0s8aG2lypBDEHA45z744HpivtL4Q/EC21mxs7HeCskKzQNvDAKei/zx7giuG/aY+CsfiPTLrxNpkRW/hjLXKIcbgBxIB6juO4569fnj4TePpvDesi1vr3y7Ep5cIZ8KWDALtIGeOePc+lY/C7MPNH6HnNDbuMevNcx4D8YReJ9OwXDXMfBOfvjs35V1NVuUFfnN/wWN48L/DYjr9qvR/45DX6MV+dH/BYwj/hFPhxzz9svP8A0CKtKe4j4Nm03TJvhnpc+u3V/ZWDMMTWPhfTmcvlsD7SLhJnHX7wH04FFZniaylj+EekzmNhG0i4b+wrGEfxf8vaOZ5Po6gHv0FFdDepkkf0O0UUVxmwUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUANYUxl4qWkZc00xFdlDKQRkHgg18f/tPfAOPQr+PxZ4fja3spZMXFtCMJbyE53KB0Vvm46BvqMfYjLVTUtNttWsJ7K9gS5tJ0McsMgyrKeoNU/eVhHxV8F/i69jrUFpdXLefFIrPsGCzKNpGRxjpxgcFvfH2j4e8RWfiSyFxayK5XAdVOdp/qPevhD9oL4L3fwY8VR61pUk0uiXrl45AuTEw/wCWbH9QeM8+lek/s/8AxcgjvI1jO5pziaJm+cn0x7Afp9ay2dmPzPrhq/OH/gsZJ/xTfw4H/T3ef+gRV+jNreQ6hax3FvIssMg3KynqK/OL/gsdx4e+G3p9qvf/AECGt6e4up8IyapeeHfhlp19bwWcpciLF94X0yVMEtyLhi8znjqyD68DJUX/AAjOo+I/hvpsOnwCaXcH2tpNhb/KCwJ+1iTzn+jKAfwFFbu9zNW6n9C9FFFcZsFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAnWk206igDN1/wAOab4p0m40zVrOO+sZ12yQyjIPuPQ+45FfDXxc+Duq/s7+IDr2lGe88NvJ/o1wuN0Dn7qS/qM8A8e4r73rN8ReHdN8WaJeaRq9pHfaddxmOa3lHDD+hBwQRyCARSeoHkH7PHj+fxRY2qMWWKaEOY3HDnaCJEPpwVPuPz+UP+CyEZHhr4bt2+1Xo/8AHIq++PAvw10D4caf9j0OzNvFjAaSRpGC5JCgk8Dk8CvhD/gscoPhH4bnH/L5ef8AoEVaw3Jsfnfrlk8fwq0y4wdjSKB/xJ7KLu//AC8o5nf6MoH5CitV9M0xvhnps2s3N5aWjH5ZLLw/p7Pvy2AZxOs7jr94fhwKK3luRFn9CVFfj83/AAVA+NvaTRx3z/Zg9M+vpzUf/D0L43DnzNIx/wBgwemfX05rL2MiuZH7C0V+PTf8FRPjavPm6Rjr/wAgwemfX05pj/8ABUb42nkSaOoIz/yDB6Zz19OaPZSHzI/Yiivx0/4eifHDHEukHvn+yx6Z9fTmk/4ejfHDBPnaR6/8gtemM+vpzR7KQcyP2Mor8cm/4KifHIrxNpI4zkaWvpn19OfpUR/4KifHPHFzpPrn+y16Yz/Ln6UvZSHdH7JUV+NLf8FRfjr2u9KHGf8AkFJ0xn+XP0qNv+Cofx4bO290vHXjSk9N38ufpT9lIV0fs1RX4xN/wU/+PLA/6fpw4zldJj/u7vT05+nNN/4ef/HtskahpwGM8aTHx8u7PT05+lHspBdH7P0V+MH/AA88+PjLkanp4UAEkaRF3Xd/d/ugn6c1G3/BTr4/HkarZcAH/kEQ913A/d9OfoM0vZyHc/aOivxYH/BTj9oJs41ez6A8aPD3XcP4O6gn6DNKv/BTT9oNgxGs2pAAPGjQd1LD+DuoJ+gzR7OQXR+01FfiyP8Agpj+0JJu26zbZAB+XRYDjK7gfud1BI9gTUH/AA8u/aIfhdehz8p40W2/iUsv/LPuoJHqBmj2cguj9raK/FBf+Cln7RTHC+IIj904GiW38Sll/wCWXdQSPUDNJ/w8m/aNkIVfES7iUA26HakkupZB/qv4gCR6gZFHs5BdH7YUV+JS/wDBSD9pCVgE8TFixRQF0O0PLgsgH7nqwBI9QMimx/8ABRz9pGZlVPFEjFmjVVXQ7TkuCUA/c9WAJHqAcUezkF0ftvX5zf8ABY5seE/huO/2u8/9Air5eH/BRT9pO4ZVTxXOS7RooTQ7TlpATGB+46sASPUA4ryv42ftF/FH47WOnf8ACf6xcavaac2+1L2MVusZlUEHMca53KmRnOQpI71UYNO7FdGVr1uy/CfS5Tsw0i/8wmwjPV/+XlHNw/0ZQPyFFc/pfxJ1bR9Pisbe10SSGMbVa50KxnkPOfmkkhZm/EmirZCuj6F1/wCFnxk0m8htrL4S+ML2BtOswZF8P3jYdtKS2kXIj6rvbI7FcHvVfR/hr8YZ5vIv/hF40trb7E8IlXw3fMdy6Y1nGMeV/F8pPoT6UUU+diUFYoN8O/jf5Pl/8Ka8Z4+zrb5/4R2+6Cw+xZ/1f935vrV//hVPxlPhUXP/AAqPxj9sVvsAtf8AhH7zPlHTfsfmY8vPQZ9M8UUUuZj5UZf/AArn43+Wif8ACmPGWFtTbf8AIuX3Q2H2LP8Aq+uz5vr7Vd1j4Y/GKG4ii0/4ReNbm3/s6GBpJPDV8pDtpaWkox5Q+6d2D3I7iiijnY+VFjQPhN8ZtUupLa6+EnjC0tY9OuI1lfw/eIWZdKa1jGCnVti8D+JsdxWI/wANvjk0Yj/4Uz4y2i2+zf8AIuX33fsH2LP+r67Pm+vtRRS52HKi43wx+Mn/AAj6t/wqDxsdRUGz8j/hGr/b5J00WXmZ8r72BnHr7VnQ/DX45xRyIPgx4zw9ulvz4bvuAtg1ln/V9djbvqPSiijmYcqNbX/hX8adIvFt7D4ReMb23k0yyRpB4dvW2udJFq65EeMr5jZHZkwe4qpofwy+M7Xksd/8H/G1vbPZeT5ieGb9juj0yWziH+qP3tyk+/tRRS52LlViinw1+OqpKv8AwpjxmQ8ENvz4bvuFjsXswf8AV90ct9QO1adr8JfjSvhW+vD8IvGIv1msrNLU+Hb3LQpp1xaGQDy88KVJPTcw9QKKKOZj5UZMHw0+O1usoX4M+Mv3kVtEc+Gr/pDYyWan/V90kLH3A7cVevvhh8atPudmmfCDxrcW0lpp6u03hi/BWSLTmtHH+rHGZZPrtXtRRRzMOVFnwf8ACv423GuLDffCLxhaWksMKvK3hu9UD7Np81rGMmPHzLJz/tYxjpWRb/Db49WsjOnwa8YElbNf+RYv+ltZyWqfwd0kYn3AxgcUUUczDlVy9Y/DP4122j3czfB7xr/aon0xIYf+EXvzG8NtZXFqS37vrh4z15JPbiqFr8Ofj5azQyL8G/GDNHJp0o3eGL/rZ2728Q+50KuS3uBjA4ooo5mPlRpat8KfjdoOqWJ0v4R+MLyNIdGu2Z/DV8+Jrax8vZwg4zLIGHXKjkYOYfCfwz+Ntp4i0eTUvg/41j063vdMnnaHwvfFwtnG0SY+TqUkYn1OMY6UUUczFyqxSsfhx8fdPntJYvg34vLWs+n3CbvC9+ctZxPFFn5OhWRt3qcYxU2ofAz4y678OdRt7v4UeM471L3S4obePw1ehmhgtrmPfgxnOMpk+rCiilzMOVHCf8MvfGb/AKJH47/8Jq9/+NUUUUuZlH//2Q==) | SJM 679 x300 080703 Dragt- eller synål af kobberlegering
Kraftig dragtnål med kuglefomet hoved der øverst afsluttes i et lille øsken (delvist afbrudt). Alder? |
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) | SJM 679 x323 080701 Fibula af kobberlegering
Fragment af korsformet fibel. på undersiden enkeltfliget nålefæste. |
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) | SJM 679 x324 080701 Fibula af kobberlegering
Fragment af korsformet fibel. På bagsiden rester af enkeltfliget nålefæste med jern fra nålen. |
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+nF5aw39rNb3EazQTIY5I3GQykYINfE/wAeP2e7vwDcPqWjs13odxI2yNgc2zHkKx7+gJ/n18zE0NfaQ+ZvSklozwtkm0+4mSK6MDqq4WJVz83GckHA/Xmui07xZLfWv2O8jM10iFd2DjkA9BwDxXHabqF5Jq96bu0YgKYpIGOHXHTB7nr+tTrYgrOVuZra8HzeXN8u5eyg/nXnyi72kaK1ro9Y8K30Gl2csCxNJ8wZTKDuiJ747etdgkMOvzTQ2s7Jd7N8QY9cdQPyJ/OvENJ8UfZbi3W62rMzhFkjcliQRjqOc/jXp+ird6xe211a3ESTKxUxkbDt65GOjDHGPXpRdRktBcraep6F4f8AE08MCx3sCrcQP5f3cfjx1/Guy1DVY7zw5Iyths7XXOCV/wD1ZrzW51JlZvtcYivVUA8fK4PGO2efaqmv+OY9H0OSR5Ak0qttCsNwUDkkfU/pW0q0nHumRClFS80RWev30PxRur+3kMNilslquMgeYRuBB9sY/E17F4A+JWof21HpmsTLdQXCloLhR/qsbRtY9WySeT6V8XL8XDda5MGBR7ZgpaLIRlb5g4BPUluPb611Xg3Wdc+I3iy20rR5ZhMZS8kw3KsEKn/WM3p39/ypU/aQkuU6uWMldn6E28+GyDWzazeYmM14FqnxusdNYWGgouuSWzJBLceaFRTwDgn7/HPBxz1qvqH7QWt6PYuDplnFdFGdGYO6MQQNvDDB565xXrOvTj1ODrbqfSMb9eamDcc18Z6t+07rrqzy+KbDTBIoaOPT7ZJmXr13BjXA+OP2l/FSaLJPYeIL4SJk+d5rQ+YMDkKDx+lZvFQWyCMXJ2SP0IkmSCNpJXWONBuZ2OAB3JNeFfGT9q7RvAc0WleHvs+vavIfnmWUG2t1xySVyXbkfKOOeSOlfAOkfHLVfG0ZivdYuTqky5aaeVtsuCcBsk56ntzxXpWi3WnXnh2XWdUMMN6qiOKLbltqqQpGM8kgHJ5PJrOeIlZ8qsRKTpys0c3468RX+q+J5da1ON7meaQytMV3B2ycggfX9AK2/g3qredqdzDDtmYokGyQ4XcSp4PQ528YyOldL4EtrPWtNittQQpLcZfc+1kD5AKZHcZHXH3q6nwT+ztrn/CXR6jpEC29i0gFzNMdsXB4IAILEdePpxmuCnzc3Ja5vWhCtFzi7M9V+IWrS3n7IHiq4mVkkbQNQyrHOD5UowCO2eBX4taDdtZ6/YXAuLy0aK4jcT2H/HxGQwO6PkfOO3I5xyK/cP8AaIsodP8A2e/GdggHlR6BdxAYwD/o7ivw80WTy9fs5BPd2oinQiawXdOh3D5oxkZYHkcjkDmvfiuVJM546RsekeJ9a0HxV9mh8Q+KPH+ppDuaFdTgSQKcZYrvnOMgdvaisT4iX8l5p9sza34u1UR7wF8S25jWPIA/dnzpMk9+nAHWiqBH9ALDFRtUzCo2FIohao2qVhzUUnFAEbVVvrODULWa2uoY7i3lUpJFKoZWU9QQeoqyxzUbcUgPl74y/sd2euR3WreDbmTTtSxn7A75ilwAMBicg46ZJH0r5J1qzk8GzXNpq4nsru3ZkmW4cLsZRggHue+BX6qNXiP7Rn7N+j/Gzw7dNFFHaeIo0LW9191ZHAO1ZMdug3YJFclWgpL3TWMrPU/Mq6+IFwWj8uNQoc/LJ93bn5cfl1rr/CPxO1GPWo457i3sIGfaZ0VsLx94EZOe/wBam8Tfs6654V1RLDWbGfSrpR/qQgkST3R+jDjsaTVvCcOj6KFud0EMPKEON+fcd64vaxi+VrU3nQ5ldM971jxS9xZrJfXEU1rGgdpVwC+ORkj0yORj/D5z+IvxMk1TUbsQzMqgeWVikxsHyjAPf7x59fxrndY8eT2uizadbzSSliEC8sy89fY9OPpn29h/Z7/Yx1TxdcW3iDx3HNpOjL80WluClxc5xy2eY1/8ePbHBqqdBylcXMoqxxXwk+Enif4t6st/psH2LSV4v9Uuxst4wAAWz0YgAnA/HA5r6A17xV4e8H+E38M+CI5BYb9mp6zI2JL9gMYJHJTnoMD0HXMvxq+J2n2tsnhbQPKtvC9iotjbWJCLcMONgx/APbqRnnivI/OudZkVnVvK6ANyowAOD24x+laTttHbv39COZ9NzsPh/eXd9qkNlMkkunM2JFjUgbcEBiB0OT19q9K8QeOrZbgf2ik0MEYZLdolDJIjHK7v9oED8jXlHg2+XTtSju45NsURKEA4DKTzn27/AIV1FxHHrQ+z3TlWuSJFjAAH3sAA8cEY7dqxjHdo5qtudJ9Cl8UPDi3Ojx61p0Ua7irOY1Awccn6f4150zQ3FteWWqxxXF3bhRGxYnejKSCMHBPI/OvRPDuoS6fdX+hawd+l3TOnmzH5o3ABOe46/wBfWvNviN4Rl8LasmZZPs+cxsEyCo4C+xxWfLy+jO2MnPS+qPEpLO80TV3EweCMEsvGf178V7X8N/FS3jW9nd3HyCLAkUBt+G3BWH+9jkdjWRe+H7a7UNIdqMnG8ggjj04zio4dHvvDrtqWmxxtbxOpKqucOPTHQf8A16JVFfUqVJVoux9KeA7ObxF4pl0Cztt8t4iASR7dsLAZ3MO2BtbjjivtrT7T+y9MtLRSG8mNULKMbiByce55rw/9l3w/aXWkHxObKOK6nto4RIq9DglwD3/h7dz6mvdt1ejhKfLDm6s4W3seV/tPuV+A3j5sbtuiXpx6/uHr8PNHvPs+uWbiW5tgJkzLp4/fp84OY+Rlh25HOOa/cL9p5fM+Avj5c7Q2h3ozxx+4f1r8QPD/AO716xxLeQOtwm2fTl3XKncOYxuGXHOORzjmu3qHQ7f4gedrWg2htrzxlrL+cSF16LKqu08oA798Z6dqKtePPHev6Jb2R0zxh4+DSM3mHWmktQemNhWZ9x9c4xxRQSj98WXFRsKmao2FIogYE+wqF1HFWGU1DItICBuKiNSt1xULd6AGGo25zUjelRNTAw/FnhPS/GWjTaZq1ql3ayDgOOUbBAZT1DDPUV+fnxq/ZT+KFmdSOmadNr+nxuWimtblWZoxyo8sneSMdAOvTNfo21QtWcqcZO7KjJx2PgL9mz9je80j7J41+IUP9mi2IurTR5mAK4wwkuM/dAwDsPPHzYxg938bvjWLjSb+x0K4H2Xbs+0xk/vmI5weu0Z/H6des/aQ+NVlb3Fz4QshJJcW7K96QQA3y71jHqOhJ9setfLPibUPtTLIBHLBgOVjOCM84Jz9eeK4K1XX2cNuppyt6spaaEv8JPEs0yctN82BnqQPwrsU0pPsttA9wsCbikkqH5OAOfrgDnvx71zPhmK3utahtkm2faGCjc4Xj0ya7bxB5ui28lhc2kc9ux/dXMbAOASCFz6ACpSfwtnPUn73MlYrtpFpp9xBpzsiW5O83Srnj1HT6c0jeLNPstctjBatdBV8tPkCurbgByc9ufx/KNbpP7PsftJjS4jUTREgkTxEsCGx0IIyPxyelYd9Gj30clrm2RuRtUMwbB9+Fro8jk0b1PUvilp8Umn211lYozIqFjzknG4nA4yOc+9YWk2tp4y0N9D1GdFuoM/ZJt4YuCpIUn2H86stNF4r+Hgnum8q6jzhU53MjEKxH0x9cfjXA6fNqNvLbxWSf6SSWW4DYOHHI47/AErjl7qszroX6dP6sY+s+H7vQ754X4VWMY5x+J9+f1qfwRDc+JPE2l6LDh47u4jjmUE7SufmJ+gyfwr0q0W2+JmivNJAF1uyYLcw4wGPPzYHUHHI7flXZ/sn/CObUviNc+I72JksdM3GJSPleYgqBn0AzXFCHtaige5zqnBy6n194T8N2vhHw3p+kWUYjt7WJYxgYye5/E5Napp1I9fT2srI8Q8o/afA/wCFBfEDPT+wr3P/AH4evw80Wfyde09vNu7dUuFPm6eM3C/N1j5Hz+nI5xX7h/tR/wDJvvxCPT/iRXv/AKIevw+8PyeT4i05xJexlbhG8zTTi4X5hzH/ALfp74oW5XQ6b4n6gt/Bp4GqeLNQCs5I8SJhV4HMfztz6/hRXR+LtS0DULe3XxNqHxEukUsYF1UxsoPG4rvY+2ce1FMhH74mo2qVqjpFET1BIMA1O9QyUgKsnc1Ax5qd6rseTSAY1Qt3qVqiamBGx6VGx4p7d68u+Pvxcb4S+EUurazN7qd87QWqk4RGxks3fAHYd/SolJRXMxpOTsj4Q+N3iNNe+MXifVIHW4sZr51jkjO1ZEU7OMHn7oOc84z3rl7G+CWjZlkeKQFTuOWjIPGQTnHv7VL9nWO7dbmaS4JXmTbkq2D19Tx6965y8uJ9LkMoRJOqyoR99TweteCpc0mz1pR0sdVqVrDpc0apP55MfmdMFc9aJPFVzeK0eoX8wVUykcgyDjHOT+NYWk6zY2rSRzBpbW7QxxOQfNibGdmcjjGfqODVuGE6PeQym5i+z3SlHkljEjmMk7vlPRhwf5GnHmUr3JdOEoWa1NzTtajuIBPGA0cUbEoXweTjP1zg/hWr4euhcXhuX8uURjjecqD1GSOorV8Px+CptJjtL51sZYo0iLSKwSU5PzqQPxOcdapzx6Nb61bzpNHd6crFW+yEhUJLYDA454H4flXXzS7nkyjD+VnVaLqEckl7p7GGO2vsskaISqEJyfoRk1yOvyzaTcW4WPMkL7YVRMKNuNp65J+pz1rak1KxjutO1IQxgtIrrEpA4Pr6jhqd4oubOe8iZZftQLsdpAaJSxxknn19/wBawm/daky6WlSLitDtPhnoZubV7qQm3l3BpvLwGkJyTj1GRivq/wCBOlmx8ExSuI1klOJFQY+ZeCT9SSfxr448JaT9jk03WLW5XbFJhLiTiPoAU5HTJIx3wfTj7h+FaWi+C7FrMsUlBlfc5b5mOTz6ciqwPvVPe3SOmvFJtxejOtprCpO9Mf1r2zkPLf2o1Qfs+fEDeMr/AGHeD/yC9fhr4fy3iCwIN4rfaEIOnjNwDuGPLH9/096/cf8AaskMf7OfxCYdf7DvB+cLCvw20M7ddsQfthHnrn+zz/pHUf6v/a9PejqHQ6/4rNL5GnCSXxc43PgeKEKr0X/V8nn1/CipPHWg6jri2Q0vS/Gl4Yy+/wDtuJpQucY2bV46HP4UUyU1Y/oOao2+WntUTHigojbvUEjVK1V5DSAryNjNVmqaU1XZqQDWJqJjT2bNRvxmkAxm718bfGP4gP48+Kh04KJdG08tEI2yOBuErezE4x7AZr6O+Ifxg0PwA5s55ftGrtH5iWcfUA9C56KP146V8VeJvEKaX4sudQdSpvmMrGPPBJ5H0zzXnYqpGS9mnqdNKMo+/YqfEjwMvhe1u9SsAtxp0wwzNyUbPXPY9fzrxa+1G3kuvKLeVIo+bPfrjOfpX0reXtt4k0G50O4hylxCDA0P3lZeQxB74Ar5r8XeB7vQtSuLe5YsknMEu3BkPTGcferzIKztI74SU0cZrd1JuDWzMqRtu3Rj7rdiPSut0Txhaa9Bb2N5Ek+qSJ5ZldfvAHhs5ADfTr6ZrkWims2mEi7m3HBXDYHpWdcwMGDRjbuOd2RuA/x4rssmrFOPVHp2sJf6fZwzxztLDhQ0e354lBxjvgc/rU9jqy6nscwSQ6lkCXjEUo67sdm6Z4wevBHPKeFdavTZyfbZWnSZtvKne4Bz6fNxjntkV1194gF9b2kK3Vu8H2fEUKgKYWTGBuHPOMe+fxrKXYcVbeOv9fedE1+htUSaURpboQskinPc49+S3tV7TtNPia4MJV4rGNQ8zL6dQB9efrjtXI2evCXy/wC0kZ15aOOEB14+9nuMFsgnFdL4f8XQXmtR20BYKy4SIMWx8pxyffv/APrqORtXZ59Wpytwhse86XJbnQzbxfvbONTE1tIowm1QFHH5Y/HvX1H8DdNl0v4Z6RDKcvtZuucc4xn2xXxlofieW+s1aN0ke3kV7lLdgRlslQeeeFA4r7J+F/jzStVsbfSY50W5jX91Hkcrzx9RzXRg6kVU5ZGcqMox5z0SonqWopK9swPJ/wBq9sfs3/EL/sCXX/opq/DzQVLeIrALHeysZ1Aj044uDz0jOD83pwa/b/8Aatl2/s4/EPv/AMSW6H/kNq/ELw/C1x4jsI0ivZmadR5Wm/8AHy3PSLg/N6cUuodDsPiBqeq6Eln9k/4TTRvN37v7eumAkxt+5hU6Z569RRVT4paa+nJppk07xbYb/Mx/wk/R/u/6r5F6Z569VopkrY/oUZqjZqC4ORnpTWagZG7V5p8Vbvxlb6z4X/4RUXDWJuh/bPlwxOBaebCGZN4z5wycAceWZzgusQr0iRqrSNxQM+Xdb8Las2j+O7RfB95dWOtXdsmn+XZGFbGVopkluWt/OZpHiAR/ODDzZHQDYE8wei+GLO5sfi9qU62WtGxudCsoTfX7O8TTRmQkfMxCtsdM7QAW3Hrk16hKeahNIAqK4cJGzHkKM06mn5u2RQB8FfGS6vPEXii41qKdri4ZnZoic/IMgID2AA4z615j4xuNRutLMiWTMYc7i3LKwODkemK97+MfgkeC/EkwmKm0MnmQBWKExsc49+Bg9uKveD/h/B48vrGaw3pZNue5eSMZjXpjI4yTkYPPX048GVKXtbdTenX93lZ4x8MfOv8AR01CXTdSuLO3RsXUEchjJ3DA3KMA84xz0rq7z4Pa38Qlhj0nSrttOndml/tAGGJVYdVZxkEHj5c9a+ydH8P2ujafbWFjAttaW6COOKNcBQK2bXSx1xXp/VIyd5MzjLld4nwN4i/Y18a2+mXEtjZaXqM0jblt47vEq8cfM6Kv681w9j+xP8UtUYs+kxWiSv5ZW5vIvkXj5jtbkfTJ4r9PP7PX0qaOxVe1arDU1sa/WKh+ffg3/gnb4ovLjzvEvi620vy2Bi/s1HuZPQ5LFAv1+au98O/8E29BhtJRqXiq/ub1n+WaGBVTZx1Uk5Y49eM96+0Y7FfSrlvaBe1bKjTWyJlXqS3Z8g6/+wDbLcWA8M+J7i2tY42jlXVFErrnunlhRjk/LgfWuH8b/sHeKfCNh/aegatb+IRApaWzjgNvMRzkAEsJBjtkHI4zX6BLCFwaf5Y9KiWHpyvoRGpJan5K+GdSkstaTTYrUWoEgkn2gIxIGADjqWyoH0r62+Eeg6iPF2iXttIs8Ezh7iOFADEAcnd9Pfr+Ar1vW/2WPhxr3ii48QXOiSDU7iXzpHhu5UQvxzsDbf07n1ru/C/gbRfBVm9ro1hHZxud0jAlnc+rMSSep6nvXFTwPJLmbCtWnUduhf5qGQVeaHmoZIq9Jog8V/a0Yp+zj8QiOD/Y9z/6Aa/Erw9G9x4i0+IQ312XmUeTprYuX56RnB+b04Nftp+2B+7/AGb/AIgY6/2ROP8Ax01+Jfhu3a88R6fCtnfX7STKotdMbbcyc/djO1sMe3yn6VPUHseh+ME0LTYbdfEegfEG0Zw4tm1a/RQSAM7Q9vyBlc49RRWF8VNFk0htN83w34q0DzBJg+Jrgy+djb/qswRYxnn73VencoJWx+/y31ruZhNHk9fnFOOoQf8APZP++hX89b6peqCDNKADgjcetJ/bF7uUGeXbGcAbjx6/yqtR6H9CEl9D/wA9V/MVXkvYf+ei/nX8+Umo3fBM0uRwfmPFCatexuSJpTjgjcceuKWoaH9Ahu4m6SKfxpnnRn+Nfzr+fxNc1CNTGLy4VGPzKJGwTxT21++37zdTGToGZySKWoz+gDzIz/Gv505Wj/vCv5+Jtf1W5ZmlvrlgTklpW6/nTP7cvo42CXE+0jDfOcE09RH74eLvBfh3x1p6WWvabb6nbo25FlyCp9QwII/A1dtNJsNNs47SyghtbaMYSKFQqj8BX8/j63qDKF+2T7R0XzDgfhUY1u/VuLy4yP8Apo3+NHnYLI/oMW3jU9RVhDGo6iv57ZNe1CXAN5Px/wBND/jSHXdSj4F7cjt/rW/LrTuyj+hQzJn7w/OlWZP7wr+epfEGpc/6fc8jH+tb/Gm/29qPAF9cj/tq3+NFxH9EEUyf3h+dWo7iP+8K/nXj8Q6krYF/dDdwcSt/jSr4i1RMkX91k9xM3+NHMxWP6LPtUe37w/Omm6T+8Pzr+dc+JNUxzqF1yc/61uv51H/b2on/AJfbg/8AbVv8aOZhY/or+1x5++Pzp63Uf94fnX86Da/qJGPttzj081v8aZ/bV+f+Xu4P/bRv8aOZjsf0ZNcRckuv51XmuIsf6xfzr+dVdZvl5F1Pk8D5zTH1a9kJLXMzFuuXJzSuwP24/bLvIV/Zt8ffvVydLlA+b1Ffif4bszqXiKwtfsF9qhmmVPsemttuZs/wxnY/zHt8p+lUZLmeQYaR2HuTUPv3qet2HSx6p4s+EHiW++zHRPhz44sgu7zf7Vje63dMbdtvHt75znOR0xyV5V5jbs7j+dFMWp7j4t8QWniXw78RNbtC5sr3xfZ3cQkXDbHTUGGR2ODWV4s8e6TrR8dGATEax4li1W1DIBmEfbM7vRsTpx9fSiiqJSJ/E3jzTPEeoeLFtPNLax4sj1W23x4zDm5+9zw375OPrVzxt4qsdJ8SeNNPmDm4PjNb9Pl+Xy4nuVf8cyLx3/CiikFjE13x5pV+muCNpGN34nXVYv3eB9nHm9fQ/OvFa2peJrO80XU9biBFlJ40F4jbPn8srI449cdqKKY7IypPH2kNeXEmZFR/FcerLiP/AJdwXyfY8jik0jxTY6heWNjbs/nTeK1v0UoQPJYqBn3z2oooCyJ9Q8WaZpmtLa3BKTWXi+XUJsR5HkhkB/HKHiqej+ONHsbjTGlL7YPFa6tJ+7z/AKOCnP14PFFFAJIl0jWrbTdD8N6xPkWVv4vlupGVMnYq2zHj6DpUej+PNGsrzwvJIW8uw8VzatPiInFsxtsY9T+6fj6etFFILFz4W+I9PuPEngHTFUtcp4zS8dSnHku1sq8/VG4rL8M+MtI0dfBkd1vB0rxPLqd3tjz/AKOfsmMep/cycf40UUBbUk8F+PNH0e48Btdl1XSPFE2q3ZWLcRbt9jxj1P7iTj/GtHwvrlh4f0X4cazfjFjZ+Lru4uWRNzeUi6e7YHfjdxRRQFkUvBfjrSNFj+H5vN5j0TxPNqV4ViziBvshX/eP7iTj/Gp/hbr1lda18ONJXJvLbxVJdygpx5chs1Tn6wvx2/GiigGkVPBvjzSdB/4QAXbSZ0XxHNqd3tjziFvsmMep/cycfT1qPwb470rQ38Bvc7z/AGNrk9/dKqZ/dObfBX1P7puPpRRSuOyNLw3r1n4b8M/D3VLwuLa31zU5ZGVNxI8q0HA71m+EfHmk6L/wg32nzT/ZF9d3F1tTPyyeXtx6/dNFFArGn4D8RWeo2uhaXEGNzp+j+ITPuXj95YzlcHvwK8jaiikwW4lFFFBR/9k=) | SJM 679 x321 080701 Fibula af kobberlegering
Hovedpladen af korsformet fibel. Små halvmåneformede stempler.
Passer sammen med x322 |
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) | SJM 679 x322 080701 Fibula af kobberlegering
Bøjlen fra en korsformet fibel. Små halvmåneformede stempler.
Passer sammen med x321 |
![](data:image/jpeg;base64,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) | SJM 679 x314 0905 Anden genstand af sølv
Stump af formodet sølv med rankemotiv på de to bredsider. Støberiller og tap på den ene af de to smalsider. Halvsmeltet eller udhamret i den ene ende, skarpt brud uden forudgående hugmærke i den anden.
Alder og funktion? |
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) | SJM 679 x313 080701 Fibula af kobberlegering
Emaljefibel med korsmotiv (korsemalje), fremstillet i grubeteknik. på bagsiden rester af nåleanordning. |
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) | SJM 679 x312 080701 Fibula af kobberlegering
Kort ligearmet fibel, fragment. Stregornamentik på tværs af arm g bøjle, på bagsiden rester af flig fra nåleanordning. |
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nBqFrLbXMST28ylJIpFyrKRggj0r4l8Z/FTToda1TwXpY/szTraSZLe6Z8hoc4YDjgggEZzwQa+wvHmpSaN4I1+/iUtJbWE8qgHHKxk9a/LvTbO41zxfc3lvG1xaJAS7nOVHZuxzkH8veuLEy5UkdNKiqkXJ9D7f8E/EGy17U3t4ZxNZRW0c+/GCWzt5z0yQRj2PrVrWrxrrUFt7BDLdmQTMuTsiCn+I+vt7V4L8EfEGjf2rNHNeZv8J5cpP3wuABgjvnHHrXsghuLqEKlxtmkcyyyRn/VIx5GRxnrz24rk9oCp8u5qXt5MGlub18CMgMc57/dHrXzr8cPilJb65caZaKZbjbGiDOFUYBIGTwfmPb059Oh+NPxKmSO5OjyMDYsYpeQVZtuc/hlf1r5Zl16WGKXUtQaW91KR96NI+7Of4unBHQVhOTkehh6a3Z0cPiZbeG7guL15ZLoIFO7yxkuC6hccc/nz617r4I0qCTwrBq5eOOBlaUybiV5DH5mx90A/yxXz94D0fRvFGpC8v53gaN/Mg8v5iwUjcDnjv19Aa+rYdC0yXws+iWqosBiS5kYfe2HlRj8B37dqytodNRJaHPyQaFa6PZXEmfLurwWytAvzEHLAknsBuOe9eraG6eF/BqN9r81rjKQN1baWyOnU5PpXHW02i6H4MtIbuTz4tLJD/KOSuQPYfTuDW94Q1GXxpoEU8doloIbrbabWDglDlvlxwRjHPGfpWtPyZx1PM1dFF61nY2Fw9xcT2+R5ruSZnK5YjPYtuAyOi5xXc2a/2TC00zRtcyIAxjX7ucHg+g+nal061jW28w26+ZGdynb0bnn+f61BqF8baNRMGLP3Uj8/yNb04O6XVnPUnuy7odhJqWonMfzngs45YepH0xXpUEK28KRIMKowK5bwHGJ0uLtWLJnyl3dQQec/pXW16dOPKrnJJ3CiiitSD82v+CtLf8VB4EXOM2dwc/8AA1r86rmR7iQlmLMxyzMckn1Jr9Ef+CtTBvEngVc8iyuD/wCPrX51sxjY8c+9bdBH014P+KX7Qum+GdLtNG8JT3OmQW0aWsw8KRy74goCnf5JLcY+bJzRU3g/4c/H288K6XcaT8QY7LS5LWN7W3bxfHF5cRUFF2eb8mBj5e3SinqYu3kfs7RRRWBuFFFFABRRRQBDeWkOoWc9rcRrLbzo0UkbdGVhgg/UGvz1+KvgPVfg141vdAsYWXS7iFpLXUDHuzEx43DPJX7px1xnHNfohXP+MPAui+PLFLXWLNbgRktDKPlkiYjBKt24/A1jVp+0jbqbUqnJLXY/NXwLql/oDRXosYzqEkrW9qyR4UyfIqvgk4Pp9enAr6P0LUbmbwruurhhd2yqL54xjzHPGN3QDufQGuD+NXwqvvhTqUsUkc95o0xLWF4wyrHr5THI2tx0PB7H0ik+I2neD/BselRNJfxiL5mjXaiSE5PONx57kmvIlFwdmej7s43icp44Date3yiLzra4n3wsG+8p6sOcYGBXj2tae+qX3kRgxAttDqeCepGfp+lekzeLIZpoy6xRt5IEUcaAfMd3Qjsc9uprO0PRpkvWu3eMQgllPeNiMkqfXHGcd6ze5vB8qM/4V/DjUdO1vR1vLaV7Ge9jS4OOfIycnAycZwM/7J7V9Yaba21lql5CjM8c8XlhmP8AqVTGBx1z8vXng+leR2SxadHbX4maVVDR/vGJVUHdRnrz6Vl+JPjba+GdIubbTo/tt/db5PmclUZhtLE+nsKr2ktiWnUehqapplxfR6toljbb7nU8P/rcOZjjcS7dgvJ7D8a+lPA+mPaW9jY/ZUtbSCAxxQEfN5Y2gn8c7ic9T3rwz9lDTbjXprrXdYtxdyTILWC+kB2lslmVR04+XJHfjtX05Y6hFDcPZmYJ5SqZGKkKqsSFwemeOlb06eljkrVNbdi1fLHGEt0+TcMKR3Gcn+dULuwF7NGioJHQgKpXr1zj3rVmUTCMxKoCn5OP4R3zWh4T0v8A0p5JE3CIcOf4m/8ArVtyXajezMoysnJq6Nzw7pzaXpMUEihZMszAe5OB+AwPwrToor0UrKyORu7uFFFFMR+bH/BWQBvFPgbIzixn/wDRgr86549znJr9GP8Agq+mfFHghvSxn/8ARgr875ovmOa16Aew+Hvgj4B1TQ7G8u/jXoel3VxCkstlJYXTPbsygmMkLgkE4yOOKKXQNL+AbaLZHWNW8cpqjRIbpLWztfKWTHzBCWyVznGecUUGep+6NFFFZGgUUUUAFFFFABRRRQBT1bR7HXtPmsdStIb6zmG2SC4QOjD3Br53+IH7HdlqMNzJ4a1OS2Vn8yPTbw7olz1VXwWA9Ac/XFfSlFRKEZq0kXGcofCz8v8Axx8GfF/gqby9X0C5hhhkJS62bo1OeodeCPxqDRdXYxyQXBja4XADdcqRnr6cD8K/UK5toby3kguIkngkUq8cihlYHqCD1FfDv7S/wYsfAviy2u7OzltfDd+dyPbg7YZTnfCT2B4YA+4HSvPq4flV0z0Kdf2j5ZI8k87UvEWjLaLHcSx2waVp7VC2Pm4RQAckDn8KydO+DmveKPGukaLb2d1JDctC91fNAUSOE4Lkk8A4PT8K9/8Ag3DZaPayW1mLf7C8nm7Y1OSeAM56kYr2DwTINWunC2n2eNJG3/LgsFGBjsc5x+dccI80jWdVwjZaGhpPhjTvD+nW+m2am2sYIiI1RQAARhmJPUnk5P8AWtiaSCGxjWGQBSWY+YNvHb9cVuSW8N8yjYu1V2fn/Ssy20hftphtQrSSHODyAfU/lXoKS2aPO5XumJbzG3iClvmYYVcEscn+pNd7pNmLHT4YsYYLlsnPPeqWkeG4dPYTzfv7sgZY/dXH90dq2a6oxd3JmbatyoKKKK1ICiiigD84f+CrXzeJvBAP3fsU5x/20FfnnNgtX6Hf8FW42PiDwQ4B2/YpwW7ffWvz0kaLyxt3+duPBA27cfzzWj2KR7Hofxi+Hmm6LY2t38GNI1C8hhSOW8k1O6UzMAAXKhsAk84HrRXTeGfjV8WdP8PaZaaf8PtMvLK3t444J28KJK0iBQFYvs+YkAfN3oqbmfy/E/Z6iiipKCiiigAooooAKKKKACiiigAqrqWmWmsWMtnf2sN5aSjbJDOgdGHuDVqigD5h+MXwHvPBdvq3iPwPEzWX2R2n0aPczJIDnzIx1I27gV685Ge0/wAHNek17wP4fktQh3x5uJYSeGHDg9x82R+NfS9Ymk+CdC0Frk6dpVtYi5k82VYE2qzeu0cZrB0o3uka+0k1ZkWg6W0sImuowjNxtBz+tbNrY29ipWCFIgTk7RjNTKAoAAwB0Apa1jFRM27hRRRVCCiiigAooooA/OD/AIKvEr4k8D4Zhmyn47ffFfnhI37ziv0M/wCCsDH/AISTwOB1NlOP/Igr882X5gSQATWj2Gj6t8HeFv2m5vCmkvofiO9h0ZrWNrONfEECBYSo2AKZcqApHHaiuF8P/s/6FrGh2F9J8ZfB+nNcwpKbSe4mEkJIBKMNnBHQ/SihX8zPT+kft3RRRWZYUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAfmz/wAFZhnxJ4H5xiyn4/7aCvzwP3ufWv0M/wCCsbf8Vb4JXP8AzD5v/Rgr882+/wBM1q9hnumheF/gLPotjJqfjXxXb6i0CG5gg0mNkSTb8yqd/IBzg0U3w98WPhNYaLY2+ofBmPUb6GFEnu/7euU85wAGfaBhckZwOmaKjT+rka+Z+4dFJuHrRuHrUlC0Um4etG4etAC0UmR60bh60ALRSbh60bh60ALRSbh60bh60ALRSbh60bh60ALRSbh6ijcPUfnQAtFN3r/eH50eYv8AeH50AOopu9f7w/OjzF/vD86AHUU3zF/vD86PMT+8v50AOopnnJ/fX86Q3EQ6yoP+BCgD81v+CskhHjLwUO39ny/+jK/Pdmw/HNffX/BWLUIp/HXg2KKVZCunSkhGBx+8r4BZizA5rV7DPpDwv8c/Gml+HtPtLb4V+GL6C3t0jS6m8MCSSVQAA7Pj5iepPfrRXa+CtH/aruPCejyaPqmoDRHs4zZBdTtV/clB5fVsgYI680VK2/4Bjp5Hg5+KniXAx4g1LPf/AEp/8aST4reKNuBr+pf+BT/41meH/AWreJtG8Q6pZJGbTQbdbm8LvtIRpBGNo7ncwpsXgfVZfAs3i1Vj/seK/XTWbf8AP5zIXA2+mAeafMzY2bb4reKI2417USSP+fuTj9aenxe8UxqVXX9R3E/e+1P/AI1m6x4D1Xw74R0DxDdJGLHXRN9kZXyxWJ9j5Hbn8xVnXfhbrnh3xlp/hu8jhGpahFbywBJAykTqrR5Pbhhn0p8zFoTr8XPFfT/hIdSKj/p7k/xqxdfGDxVLHD/xUOpbQmB/pT+p96p6d8IfEWqfE6fwFBHAfEEVzLaMhlAj3xhi3z+nynmqPh74e6z4q0nxDeWEcbQ6BateXpkcKRHvVPl9Tlun1o5mK6LjfFrxSAceINR+b/p6fP8AOm/8LW8UNnHiDUj/ANvUn+NZVp4B1a+8C3/i2NYzo9jeR2MzF8OJZFZlwvcYU80an4H1bRfCOieJLhIxperSzw2rq+WZoiofI7csPrzT5mF0b1n8T/E9xcJAPEOojPAJun/xqK4+K/ipPlOv6kgDEkfan6+nWqeu/DfXPB/iDQdNv44lvNVtra9tRHIGBjmAMeT2PPPpVqb4S+I7j4r/APCvjHAviL7abHYZf3fmeu7096OZiuhYPi74pjkVv+Ei1Mnp/wAfUn+NM/4Wt4pW4dRr+pBTx/x9P9fWqPh34Z674ouNdgsYU8zRbOW/u/MfbiKNgrFfU5PSpbPwDq+peB9W8WQojaRpk8ENyzPht8m4IAO/3efTIo5mGhJcfFTxLKAi69qG0c/8fT8/rVV/ih4lLY/tzUMdDm6f/GoNS+Hurab4J07xbKsR0bULyaygZX+cyRhWbK9hhhz9aj8TfD3VvC9r4dub5Y1j16zW+svLcNmMyMnzehyp/SjmY9C+3xQ8Sq24a9qClR/DdOMcfWoP+FpeJTIpOu6gcf8AT0/+Nat38F9as/iQPAE5iXxZJewWcUKuDATIucmTt1Tt3Ppzl+F/hPrfizxVqnh6xWD+0tNhuri4WSTC7bdWaQA9zhTj1o5hXQsvxO8ReXj+3NQWRWO7N0/I7cZ+v51XPxO8SMuP7cvzk/8APy/+NRaT8PdX8ReFvEfiO1ETWOheQb3fJh/3z7E2r35601vhzrEfw/h8ZFYf7Gk1FtMB8z955wjEn3fTaetLmHcsy/FHxKQB/bd//wCBL/40i/EbxDMw/wCJxfE+n2h/8ag8TfDfWPC2h+GtYvhD9j8QQSXFmY33NsSQxncOxyK0ta+DfiHw/wDE6y8CXYthrl3LbQx7Jcxbp1Ro8tj0dc8cc0cwiL/hZGvtGwOr3pHX/j4f/Gqc3jzWnUg6reY/67t/jWv4f+DviDxF8RNQ8E2ot/7asWuklDy4jzArtJhseiHHrxWV4e+G+r+KvDXibXLLyTZ+HYop70SPh9skgjXaMcnJ59qnmZV0c5qWsXGoSbrm4kuGHRpHLY/Os5W3N7V0+ufDjV9F8C6J4vnWH+x9YuJ7a2KyZk3xbd4Zew+YYrlFYr0ouCNSPWLyNQiXUyIowFWQgUVQVutFSWe8fCfxHp+mfDv4t2tzewW9xf6VBHaxSOA07C6QlUGeTjJ47VZsXLfsmaoP4R4tg/8ASWSiimZsZ8RfEGmah8CvhTp9vfwzX1h/aAubeOQF4d04K7l7ZHI9a3/ip4w0rUPjv4O1K21G2uLG1tNHEt1FIGRCkUQcEg8bSDn05ooqgsaPhXxlo1n+21f67JqtpHoz61fSLftKohKssoVt/TByOfes34CyJceCfjeVbO7w+SuOhHnr/wDWoooJkrL7jntB8RabF+zD4s0h72FNUm8QWU8dmXAkeMRSgsq9SAep96r+OPEWnXn7P3w30y3vIZNQs77UnuLZXG+IM0WwsOwIBx64NFFHQdjY+MnizSdW+JHw8vrS/t7q2stA0mK4lhkDLHIiDejY6Edx2rs9D1bT/EH7fyahYXcN7YTa8zw3Fu4dJAVIBUjgiiiqM2rI434P+JrHS9f+LEWpahBZfaPDt/a2yzyBfMkMqEIuerHB4HvVTwb4q05f2afiDok17BDezX9hLbWzOBJLtd9zAdwBt6dOKKKRViDxX4k0y8/Zf8F6TDfwSana67eyz2auPMRDHHtYr1wccH60/wCLniDTda0X4PRWN7BdSWOgRW9ykUgYwyC4kJRhng4IOD6iiik9irHfePNasfD/AO3pbX1/dRWNhba3ZzT3EzhUjGyPLMewrl/g34s0fSfjx44v7zUra2sLqw1lLe4klCpI0kcgQAnqWyMetFFPr8yUrx+RifD3xNptn8E/i7p9xewW99qA042tszgPNtuGZtgzzgHJxULeJtNk/ZZt9EF/B/aq+KnujZ+YPN8o2wXft/u7uM+tFFIq2pr/ABsZR8H/AIIM2ABpV3/6VvWr8SfGmhXn7YXh/X7fVrW40WG80h3vklDRKqRwByW5HylTn0waKKT2+4mK0+8X4Z+NtC0v9rjxRrd1q1rBo9xNrBivZJQIn8yOYR4bp8xIx65Fcj8J/FWlaT8JPjJYXd9BbXmo2FmlnBK4V52W6BYIO5A5PtRRVdR2/Qt/EacN+yN8MtvT+2dUHPPaLpXz3uGTRRSlsgiTKR2NFFFZmx//2Q==) | SJM 679 x311 080701 Fibula af kobberlegering
Mindre fragment af ubestemt fibel. Fragmentet er fra overgangen af hovedpladen/bøjle evt. arm/bøjle hvis der er tale om en fibel af ypen kort ligearmet. Rustspor fra jernnål. |
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) | SJM 679 x310 080701 Fibula af kobberlegering
Korsformet (?) fibel, fragment bestårende af dele af hovedpladen og bøjle. Markant punkt-cirkel-ornamentik, på bagsiden rester af enkeltfliget nålefæste. |
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) | SJM 679 x309 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af hovedplade og dele af bøjlen. Rester af nålefæse med rustspor på undersiden. |
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) | SJM 679 x308 080701 Fibula af kobberlegering
Spinkel, antagelig båndformet fibel, bøjet i vinkel. I bevarede rester af ornamentik/oveflade på oversiden, mens bagsiden viser rester af enkeltfliget nålefæste samt -skede. |
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) | SJM 679 x281 0903 Mønt af sølv eller kobberholdigt sølv
Romersk denar. Antagelig Antoninus Pius. Tydelig buste mod højre, bagsiden ret ødelagt. Bygning(tempel)? |
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) | SJM 679 x273 080701 Fibula af kobberlegering
Fragment af fibel, med høj spinkel bøjle og udfligende ender. Få rester af overflade med fureornamentik. Jf. NM Almgrens gruppe II. |
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) | SJM 679 x103 080701 Fibula af kobberlegering
Fibelfragment. Kort ligearmet fibel. Størstemål: 2 cm. |
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) | SJM 679 x249 080701 Fibula af kobberlegering
Lille fragment med kraftigt, dobbeltfliget nålefæste på undersiden. Overfladen helt bortkorroderet.
Der kan antagelig være tale om et fragment af ligearmet fibel, sen 700-årene (??) af Stora Köpinge-typen, se Callmaer i Uppåkrastudier vol 2, s. 215. |
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) | SJM 679 x318 080701 Fibula af kobberlegering
Guds lam, typen med opsplittede ben og kors over ryggen, dyret mod højre. På bagsiden svage rester af nåleanordning, samt lidt rustspor fra jernnålen. |
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) | SJM 679 x317 080701 Fibula af kobberlegering
Emaljefibel med central indlægning (rester bevaret). Herom seks grubeformede fordybninger omgivet af smalle furer. På bagsiden rester af nåleanordning. |
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) | SJM 679 x298 0818 Bogspænde af kobberlegering
Formodenlig bogbeslag, jf. afbrudt blikflig på bagsiden over den hule dråbeformede del. |
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GsrwZcHqee6f4fu9Gm1DTby8kvoL+cS2rsoZdgjPzKeeCoyMdSy9aydSsX0WOISTsZraU+VJtYLEygsSvHAIOeOc/lXQR/Fjw34qhsoby9gs7j7ESssaYQTRlyQDtGMjnrg7RkZrl/H3iK10/w/Y6qt2gM8KD5c/JO4I3YwQcAnI5GTXiPm27m6SPOrvTNRkvrlbtWWd3ZQTyHOSSQecjjOfer3g++m0W81YC7ZJLuEWrLIQF2EqSAT3IAPPpiusszqGm+B7G+mvbHXorKcrcQLCGkBeHG0jI4AYEMD1XjHfi5LiSHTYEkaVGGMNgN5YA2oCCORjI7jB6Vv8SsR8LuWtD8N28/iWC5vYy+lJZ70ZGwkm0ErET/e3Y9fvGjXfiVNb2tsoElpdG4iSPjMewcbWA4GFLDpjv7VTt9TvEb90mISytNG6Ax7RgcMRlQenr0rOm1GGTT9TW4tjFdSOWhwRwCSNucduf8AECjlXUd2e6/C34hadJ8VNMlTzPsd1tN00LBirqqtuII5GfTqD7V+o/hPb/wjOmbdu3yEA2dOnavw/wDgnHqFr8R7S30+O5lvHdFjit4vMZjn7u0+ucY96/bfwDpNxofgnRLC73C6gtI1lDEEq+3JHHoePwruw0HG/Y56rTkb5ptONMNdhiMasTxJ/wAg+T6VttWJ4k/5B8n0pDPwD/aC/wCS2ePf+w9fdP8Aru9ecSfeNel/tDwmH42ePAHWQNrt6QydOZ34/CvOFZVlQuocAglWzg+xxUx2RUt2ejfDH43P8MtHuNPXwV4Q8SCacz/afEGki6nTKhdqvuGF4zj1J9a6PXP2o59b0i/sD8Nfh3ZrdwSQG4tfD6xzRblI3I2/5WGcg9jWN8O/H3wz0Kxv18WfDN/E19PdPLBLb63PaR28JUARBACTg5O4knBHpzu698VPgteaFqFtp3wXm0/UpreSO2vG8TXMoglKkLJsK4ba3O09cVXTcytr8J4Sx+biihu5FFBof0v0lLQaYyNlqvJHmrZFRstMDNkhpn2f2rRaKk8qgCj9n9qpa14X0vxNYPY6vptrqlm/3re8hWWM/wDAWBFbqw09YqAPGZv2TfhRNN5p8Eaejc48oyRgZ64CsAOtXD+zD8L5NOaxfwPpLwNnJaHL89cPncPzr1vyacI6QHhNr+xn8JrbeE8LsqMclBqN0B0x2k+tblt+yr8LY9NjsG8I281tHuCie4nkYBs5G9nLY59a9a8v2qRVpWXYDw+P9h/4NfMW8Ju4JztbUrrH0/1vTioLj9g/4K3Ugd/CcmR6aldc+3+sr35Kduosuwte5xHw++Cfgb4V2yReF/DFhpbr/wAvKx+ZcN2+aV8ufxNdvilzRmquSNNMbpTzTGpARtWJ4kP/ABL5PpW05rE8SN/xL5PpS6DPwJ/aCuEk+NXjxkB2trt6fmOc/v3zXmki915FemftBW7t8a/He7YudbvCPmHTz3xXm5gdWyMfgRUx2RUtz0f4XWPwlutIuD4/1LxRY6mJ/wByuiQQSQmHaPvFzkNu3e2MV0+uaX+zsujXp0vWPHr6mIHNqtzbWvlGbadgfHO3dtzjnFYXwu+GXgnxpo81x4m+IUfg6/W48tLRtMkufMj2g+ZuVlUckjBPbNdZ4i+Afwv0nQdQvLL40WupX0Fu8sFkujtGZ5ApKx7jL8u44GccZzVv1MdL9T56brRUz2cnJUq+OoVgT+VFI1P6WVpGpVpKoApCKUUu2mMZto20/H40tAhFSnbacKKBDStKBS0opMY3bTgtLigUgHLS0i0uaACikBpaBCNTGp7Uw0CI2rD8Tf8AIPk+lbjVg+Jv+QfL9KOgz8BPj42741+PCTnOuX3TP/Pd686Jr0L48f8AJZ/HPBB/ty94P/Xd689b7xqI7Fy3Z6d8L/gXd/FLRbjULfxb4U0FYZ/INvruqi1mY7Q24KVOV5xn1B9K7eP9kW62gSfFD4b7fT/hIVz07fJXn3w7/Z/8f/FTRpdV8LeHbjVdPinNs9xHJGiiQBWK/Mw7Mv51va1+yP8AFvw/o9/qt/4RngsLGCS5uJjcwEJGilmbAfJwATxWmvYwbV7cxs6h+yTcWdjd3afE/wCHc0cCs22PXss2BnaPk+8R0GaK8DEzqCM8dxRUO/QtR7n9LtKKSlFajDFLRS0AJTgOKSlFMQA0tNZtuSaFJ78e1IB1ApM0tIB2aBTactSMWiiigApc0hpR9KABu1MantTGoERtWB4nONPl+lbzVz/ik/8AEvk+lN7DPwA+OknmfGLxu+AN2tXpwOn+veuBLZ613PxrJ/4W34zyOf7ZvO2P+Wz1wrZDEYwazjsi5bs7Twb4J8e+I9PkuPCui6/qdksmx5dKtppYw+AcEoMZxj9K1tY+FPxYstLurzUfC3iuGwhhaS4muLK4EaRqMszkjAUDJJPFc/4T+Jni/wAF2UtnoHiPV9Is5X8ySDT7ySFC+AN2FI+bAAz7CtHVvjJ8QdSsZrS68a+JLyyniMc0NxqM7JIjDDKylyCCCRz1FVp2M/evucFt60UHmikWf0uBqcDUAkp4atiCYGlqJWp4amA8+tKvSmbhRvoAVuSDRmmlqbuoAkzRmo91G+pAlzTg1QBqer0gJqWog9P3UhjyaUdKj3U7dxSAGpjUu4Uxmp2ENc1zvis/8S2X6VvSNXOeLJNumy89qHsHU/n++Mjbvip4wPrq932/6bNXEOxLE5yT612Xxefd8UPFpH/QWuuw/wCezelcY1Zx2Ro92emfDP8AaI8b/CPRZ9L8M6ha2llNcfaXSawgnYyFQudzoWxhRxnH51v+IP2wfil4k0K/0i/1u2ewvrd7WeNNMtULRuhRhkRgjKk8gg+lYnwx+NGn/D3QZdPuvh74W8UyvOZhfazatLMoIUbAQwG0YJ6dzW54h/aK0/xBod/p0Pwm8C6fJeW7wLd2enOJ4cqRvQ7+GGcg46jvVP5/18zG2t+VHiP86KUg0UjQ/XL/AIewfDfr/wAI14k/FIP/AI7ViH/gq38NpEZv+Ee8QrtUt8yQc8dP9Z1J4r8kfMJ5J4p0dx86g/dzg09e4adj9ZV/4KzfDfaWPhjxID6bYP8A45T1/wCCs3w2Zcr4Z8R5zjBSD0/66etfko7FWZc9KdHcFfx4o17hddj9bG/4KyfDciTZ4b8QttzjKwDP/kT0zUUf/BWn4dPn/il/EK8Z58j/AOOelfkvHMQ3XihZGDfpRr3Hp2P1j/4e1eAGB/4pPXlAGcl4fyHzfSoT/wAFbvAI4HhHXz/wOH/4qvyfaY9KPMPWjXuGnY/V2T/grd4FX7vg/XGP/XWEf1pT/wAFbPAyhT/wiGufewf3sXA9etflAJT1p3nHHWl73cNOx+rsn/BXDwIqkx+D9ddt2AGkhXj1yGNM/wCHufgnr/whmt4z/wA94vX6+lflF53vR5po17hp2P1b/wCHvHg3j/iiNZ/8CovQ/wD1qT/h734Pwf8AihtX/wDAuL0+nrX5S+afWk80+tLXuGnY/Vn/AIe+eE9uR4E1Utn7v22P2/2fr+VSr/wV28JtC8jeBtUUAgAfbIyWOef4ew5/Ie9flGshbiiS4JwAeBRr3DTsfqzdf8FePCaNm18DanPHgY8y+jjbPfI2Efr+VU5P+Cvnh4R5Hw+1AvnG06kg7dc+XX5YiUlSPxpPPPTtTs+4adj9QpP+CwGikNt+HN4cdv7WT/41WDr/APwVu0/U7R4ovhxcKW7trC//ABivza3FcHqDTC1Kz7hp2NXxXrh8SeJNV1Ux+Sb66lufLznbvctjPfGax80u6m5p7AeofDD4gfD7wnos1t4q+Gq+MdQednS+bWJrTZGVAEexBg4IJ3defauw/wCF2/B5c7PgVbqcY/5GS69P92vn80lF33I5IvVnvrfG74TFcL8C7Ec551+6P9KK8Cop3fcXs49i/DY3V1fR2UVvLLdySCJLdEJdnJwFCjkknjFLqGm3ek6hPYXttNaXtvI0U1vOhSSNwcFWU8ggjBBruPA8gj+POgkDAXxFAQF6/wDHyvTFL8eP+S7eOCuc/wBuXZ98+c39aYX1scfreg6n4dvjZ6tp91pt2FVzBdxNFJtYBlO1gDgggj2NR6houoaXb2VxeWc9tBex+bbSSxlVmQEqWQn7wyCMjuK9k/a8cTfGKQbdu3TbAnp/z7R+nToKj+OxSP4e/B5gilT4fk4Y563D+n1piUm0vM8guNC1Gz0601KexuIdPuy6291JGwilK/eCtjBIzzjpUq+HdVm0S41mOwuX0mCVYprxYyYkkYEqrN0BODge1eteP4d37MfwvmHG2+1RMeuZEOf8+tWfD95HL+yL4th+7MmvWZzgfMpRiB9QS36UBzOx4vpvh/U9ahvp7CwuLyGxh+03UkEZdYY8gF3I+6uSBk+tJoegal4m1BbDSbC41G9ZWcW9rGZHKqpZiAOcBQSfYV7P+z4Nvw7+MUgGf+KcK5/7apWf+yOxT412TDqunaiRyR/y5y+lAc255Lo+i3/iDVLfTdNtJr6/uXEcNtboXkkY9AAOpqNrC5S+NkYJBdiTyjDtO/fnG3HrnjFem/sxybf2hPBbE4/4mK/yNc3Mx/4WwxYEN/bHIJz/AMtvb+lIq+rRzmveH9R8M6tcaZq1lPp2oW7bZbW5QpIhIBAIPI4I/OpNe8M6r4YmtYtWsLjT5Lq3S7gW4QqZIXGUcZ6qR0NemftZSF/2hPGG/qt2F5642Lj+daX7VhB1zwL0BXwfpYwBx/qzxTEpbHj+peG9U0bT9Ovr6wntbPUo2ms5pUKrOittLKe4BGKc3hjVl8Ox68bCcaNJcmzW+2HyjMFDGPd/e2nOPSvWPjcQ3wn+DCAcjRrk9+9y/r/n9Kn1SZE/Y70pYWYBvF8yyDsT9kQ/4flS7gpOyPI7PwxquoaFqWr2djNcaXppjW8vEXMcBkJVAx7biCB9KZo/hfVvEFnqVzp1hNd2+mwfarySJciCLIXe3oMkV6/8LlH/AAzB8Zz38/Rv/Sh6j/Z9Yp8P/jKR90+GsHg/890/+vRoHM9fU8l8N+F9W8YasunaLYTajesjyiCEZbailmP4AE/hVfRtEvvEGsWmladbPd6hdyrBBbx/ekdjhVHuSa9h/Y95+NEDY+7pmoc4B/5dZK5v9ntV/wCF8+BgWwf7atRxjr5ox1oS2Byav5HCXGh39trD6PLbOmpR3BtWtj94ShtpX654qfX/AAjq/hnxJPoOqWMtnq8EghktJMb1c4wOPXI/Ou08SMG/aI1HPI/4SaTtn/l6Pp1rqf2km3/tXeIMDeTqkAAxnPyxjGKS1sDk728jxvxJ4b1PwjrV1pGsWUun6latsmtphhkOAcH8CKzK9h/a6/5OJ8a/9fa/+ikrx6kWtUmHJ9zRRQzbs+tAwZsk4GKKSigDa0zxLPpviy115Yopri3vFvRFIDsZlcPggdsipfF3iufxf4w1jxDPDHb3OpXkt48cWdqNI5chc84BNFFMRr/Er4kXfxP8TPrd9aw2tw9tBbeXb52hYo1QHnudoNdz8epN3w4+DuWy40B8854+0PiiimR1RwmrfEy+1r4c6D4Olt4I7HR57i4hmjB8yRpipIbnHG3jHrV3wv4w1C88A6n4HhihWzvbqO+e4YnerICAo5xg8duuKKKRVtCn4V+Ieo/D/SvFejW0FvPFrlmdPuGkLHYu4NuTBA3cd89TVT4c/EC9+GviqPXbC3gublIJ4BHchtmJYmjY/KwOQHJHPXFFFA7I6r9mWQ/8L88FN1P9ooe/ofSuP8Q6g+n+O9QvYgrSQ6jJKgbJBKyEjPftRRTJ+0xfiF48vviR4y1PxLqMUEF7qEvmyx2qlY1OAMKCSccdyal8f/ETUPiJeaXc6hBbW7adp1vpkS2qsqmKFdqk5J+Y557ewoopFWQ/xP8AES+8WeG/DmkXkMCQ6DatZ2rQhgzRtIzkvkkE5bHAHAqN/iFqL+A4fCHl2w0mHUG1Jcx5k85oxGct6bVHGKKKQWR6d8M7h1/Zn+L52Bd1xpChgqgH99ISDxz/APXrzXwr8RtR8H6P4i02yjt3g1y0+xXTSIdwj3hvlwRzkd80UU2RHr6h8PPiBqXw28Rrrmji3e8WCa38u5Qsu2SNkY4BHIDZHPXHWs3wh4svfBPizS9f08Rm+065S6hEy7k3o24ZHcZFFFIuyEvPFd5feLpvEUgi+3zXpv2UL+78wvvIx6Z7Vs6v40v/AIh/EweItSSH+0NQvkmlSBNqbiw4AJOB9TRRTW6FLZnW/tbEH9obxpgY/wBLX/0WtePUUUgj8KCiiigoWiiigD//2Q==) | SJM 679 x381 0903 Mønt af sølv eller kobberholdigt sølv
Ingen sikre skrifttegn, men med stor sandsynlighed en dirhem, fragment.
NM: Kalifatet, ca. 700-830. |
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) | SJM 679 x401 0810 Mønt af kobberlegering
Kobbersterling. |
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bm+HvwJ2f8AJUtQ3d8aK+P5V4boOmRa9rthYz31vpkNxKsT3l0SI4QTjexA6Cva/wDhmfw2sZZ/jH4Qx14nJ4/OrMpW6nlfxO0nwtoviMW/hHXJPEGk+SrfaprZoGD5OV2t17c+9FM+Jvgqy8B+Ihp1h4j07xPAYVk+26a26MEkjYfcY/UUUiz+i40w08imYOfatAGmmv8AMuKe1NIpAIfSiiipAQeo49aWigdKQDs05aYBT1oAVHViyhgxU4YA8jjPNeB/tAfB+3vNPudVs4MWz83MUY+4T1cenvXvq054EuIXikQPG4KsrDgg9q5cRh4Yim4SOilWdKXMj8rbxrrwXqDaTcxQ/Ymk3rOtugkIJ/v4yffmvRvBviCXT1RHf7Rpsx+ZQN2wEcEYr1D9pL4Em1aS8s4v9AlO6KRR/qW5JB9ulfO3gfVJtF1YaRqBZY/MwGdsbP8A6x/rXwWJw8qbcZLVf1c+jhUU0pR2PT/Emjx2yW95bsHik5VojkfSus8G6hfTaX5ksimdlMaSdwo5JH4H9KxtIktrvWl8MJG0xmh8yZQRhGzk9vQgHpzmvUrfw/ZWax2wbZLt5VACAvpj3ry9N5HSve2OdvA/2VQoKjbuMvGFA5yfyyav/Cv4Ux/EaFr3V43l0Bl2GKdP+PoEgjPGRjH6+uMdnpnw7l1y8s7RvlsxIJbmVcjcg52fUnaPoDXsttaRWNtHbwRrFDGNqoowBX1GVYFVl7eovd6HlYzEez9yG4iosMaxooRFAVVUYAA7VDL0qdqrzdK+zPAPjH/gpwxX4AxHGQdYtwfpslr8k7n7xPUV+tn/AAU4UN8Aoc9f7Yt8df8AnnLX5KNG3mcDNSt2U9kW/C+gXXirxDYaRZyQRXN5KIY2uZRHGCf7zHgCvaW/Y18ZNj/ibeHEJ42tqif4V4toHh++8Sa5ZaRpiCW+vJVhhjLhNzk4AySAK9lt/wBj74qRyJK2j28gXko2oxDP1If+tWZSfmeV/Er4dah8MfEQ0fU7qxu7nylm8ywnE0eCSANw78dKKt/F3wBqHw58YT6ZqNidPkkjW4igMyy7UbtuUnOCCPXiigo/omprUEP5i42+Xg7vXPbH60uKsYw0lOajbQAym4qQijFSwGd6MU8CjbzUgNp4pdvSnKtAAq1NGvrTVqRRQBW1XSbbW9PmsruMSwSrtKn+Yr4i+PHwJk8M64txHGXtt/mRyKMBkznafcdfzHPFfdS1k+KfC9j4u0iXT7+PdG3KuB8yN2Irz8XhFiY6fEjqw9d0X5HwV+y/bSHTtV1+5Dz3c83kJJN6ABuvpkj8q9n0tm/tSG5lcrG0n71xyxHaqnhT4I6r8K01XRXR7yzku3msriNSwaIqAAfQjnI9q9U8B/Dh7i+j1HUYZLe3gOYraRcea394g9APfr/P4mWAxGIxLpKNvPoj6BYmlTpc9zufDuniz0uNucy/P8wwdp+6D+FX2q26+gqFkr9Bo040acacdkfMTm6knJ9Sq1QSCrTLzUMi/LWpB8V/8FPFz8A7bPT+2oP/AEXLX5LTsFYqp+tfrj/wU2jh/wCFDW/nMyj+14Nm0fxeXL19sZr8jrqNVkI5H15pLqN9CXQ9Lv8AWtWt7HTLea7v522QwQAl3bsAB1r0dvgj8V1XA8L68Aw52xOM/wCc15vpMl9DqNtJpcs0d+r/ALlrZisgb/ZI5z9K9CXxt8X4ZNi6t4tJH8PnXPp9ar5EN26laf8AZ7+Jt4BLJ4P1qRvV7ds/rRVDUvix8RNPuhHe+JvEFrcLhtk15MrDI4OCaKXyF73c/ogptPpK1LGEZpMU7FLtoAZto20/bQq5qQGbacq0/bShcVADQtOC4pcUoU9jQAoWnLSc+lLQA8UtMpQeaAButJSnrSUAMYVGy1M1MagCpJHzmoW+ZcirrLVaZdjZ7NwfrQB8Uf8ABUKIt8BbQ7lVV1mFjnqf3UoAH51+SFxIJGIxj0r9b/8AgqRJ5PwFsuAd2swr8wz/AMspT/SvyNmfk0l1GXPDuu6l4Y16z1TSLh7bUrWQSQTRgFkb1ANesL+1R8YEkDf2/cNg9DZRc/X5K8p8L+JL7wj4gsdY02RYr+zlEsLsgcBh6qRgj2NexN+2X8TlOF1CwOOh/s+H/wCJp6EO/Q8n8feONd+IGvNqviO7ku9SMaxmSRAh2joMAD1opfiH8Qtb+JniBtZ1+eO4vzGsReKFYhtXpwoA70UFH9HTUlBNITWoC0nWkpc9KAHClFJninL2pAL2pwWlGKXIosAm2lpaSpsAUGmsaN9IBfSjdTS1JvFICSimbhSg0AKaa1OpDQAyoZ03KRU9RydKYHw3/wAFTJF/4UHphdck65CMeh8mavyPm27jjiv1u/4KrLs+BOl46NrkOef+mM1fkdKfmIqVuxvoafhXxCfCniKx1VbK01I2snmC1vovMhk46MueRXsUX7Vk0e0R/DjwOCDkY0n/AOyrxfw1qNlpOv2N5qWmrq9jDIHmsWkMYmUfwlhyPwr2RPjh8MlAA+DGn8dzqkxPt2+lUZSV3tc8r+I3jRvH3iSTV30nTdGZ41j+y6Xb+TCNoxnbnqe5opfiJ4h0jxV4kl1DQ/D8fhqxdFUWEMrSqrAYJ3Ed+tFI0P061D/grFodvI6weC5rhQfkY6gFyOxI8s44qrH/AMFaNLZiD4ElUdB/xMxn/wBFV+X5uGManPIGKX7UVXdn5z0p69x3P1Gk/wCCsmgxou/wbc+bzmOO9Dc9uSg46+9UZv8AgrlpgYeV4AuNm7G6TUh078CP6V+YPnHdyaQzFu9LXuFz9N5P+CvVkrPs+HkrDI251QDI9/3RpR/wV8tNin/hXcm7JyP7VGPb/llX5jb3GCM9M/0oWU4J60a9wufp8v8AwV3tSD/xbxs9sap/9qqVf+CuVobeRv8AhAGEqsAF/tPgjuc+VX5fpMVp32grnn60fMLn6ayf8FeolJCfDvOD31Tt/wB+qan/AAV43KM/D1F45/4mZP8A7Tr8ymmPrTRcHpmgLn6gn/grVBLbyPD4HRnVc+W+oEEnIGBiOqWqf8FapbPUriCHwNDNDGQoY6gVyw+9/AeM5xX5qWFyY7pG3bdp3c98c4okMlwxlzhCeWY/5zRYLn6T2/8AwVsnuLiOP/hA7dVYn5v7RY444H+r9f51PZ/8FYZrhovN8E26K27cEvWZgQOAPkr81lMdntMjlmzkJ/Wkk1B1VljbZHkjC8djRYLn6Sf8PaJoFnkn8FWwO0iGGK+Ytu9XO3AH0yarN/wVuvVcqnguzcGNWVvtb53YGVI2jvnmvzWechmGaRZiOc0rILn6at/wVku2t4hb+EbB7zALwy3cihsgcK23GevB/PtWWP8AgrnrnmSJJ4D0+JkH3WvJOuRx93jvX5xy3AmJP3XH60f2tcbRmRm29C3OPbntRYLs/RRv+Cu3iBW/5EfSiPQXcvH6VUuP+CvHiXHy+BtJHPe5lr88n1GRiSwjJPX92o/kKjkuvMjVNiKQc7lzn6daLBdn05+09+3Nr37SvhKx8PahoOn6RaW14LzzLV3Z2YIygHceBhzXy7I3JprMaj3U1oJu5q+F9Q03TfEFlc6vYvqemRyA3FpHMYmlTuocDivYYfiR8EuA3ws1ADByRrUhNeD5603NO7JcU9z3t/iX8FVwF+Fd4RjnOtS/4UV4JRRd9xckTt/A3gO/8eTalDZSQx/YLOS+laZiF8tBzjAPPOB9aTwL4D1D4i+Jv7G0x4IrkxSzAzuQu2NCxGQDzgV6T+y60Ut943SXhf8AhGrwswH3QFFU/wBlHP8Awt+JQMsdPvQOcYPkPTBt6nmvg3wneeNfFum+H7Jo0vL+4W3jaUkIpJ6nAPAok8K3Ufix/D5ZPta3Zsy2fkDBtpOfTv8ASur/AGfX/wCL5eEfX+0owPzqnqF2y/Gy6mU5b+3mOSc5/wBINA9bmR468F3vgfxpqPhu8lhmvLOUQM8DEoxwCMEgccjtVj4ifD+/+G/iy68PahLDNdWqRu7wElPnRXHJA/vY/Cut/aN/ffH7xKDy321V69flXFaP7VkkbfG7VRnZmC13Ac/8u8f9KBJvQ4Lx38O9S+HsmjR6i8Mh1TT4tRi8hiwEb5wDx97g5xUniP4b6h4Z8EeGvE1zcQPaa95zW8UZO9BG207sjHJ6YzXof7T1za3E/gKRdy/8UvZY24Pynfj8etSfFaWI/s7/AAoDszKFvfLUYB/13OaBJvQ8zm+HeoQ/DODxq01v/Zs2otpqwhj5vmCPfkjGNuPfNFj8O768+G9/4zWeEWFpfJYNCSfNZ2XcCBjGMe9ei6ndQ/8ADJOmAbsf8JPJhGOSG8jOc+mO3vSaDcSQ/sl+I3RyoPiOBcD/AK48/wBKAu/xPPvCfgW71/w74i1uOWFLfRrdJpo2Y72DtsGBg9/XHWpvh94Mv/H15qsGnTw20lhp0+oyyXBJ3JEMlVAHU5GK7P4Oi3k+Dnxb2xu13/Z9sTJn5QnngkfU4z+FM/ZgkK6540w2B/wi2oZ4/wBgUA3ozhPhz8P7/wCJvipdEsbiG3uWiln8y4LbdsaFz0BOcCofBPhC48ceNNJ8PW8yW8+oTLCksgJVSe5A+leg/smSL/wt9C2M/wBnXuCxxj9w3NZP7Psiw/HHwcXOSuoqn454o7A29Thrrw3cW3iyXQXkQ3SXhsy4zt3B9memcZq9408EXPgnxxf+GbmeO4ubO4+ztNHkIx45Ge3Nat1tm+OEoIyG18jGf+nitr4/SA/tCeJjuwo1P16dO9Ietzlfib8Prv4ZeNLzw9d3MV3PbiNjNCCEO+NXGM88bsfhS/EL4d3nw5uNFiu7mG5bVNLg1RPKB+RZM4U57jFdv+1g0Z+NeslTndHanP0gjFSftQSo2q+BNhGB4UsB19mpgm9DgfFfw9uvCvhPwrr011HPDr8M00cSAgxeXJsIY9yetL4g+HdzoHw/8M+KZLqOSDW5LiOO3UHfH5TAEk985ruPi9Kh+D/whVZFY/YLvI6/8vB/wqT4kS5/Zz+FoDDcLnUgfwkSl3Em9Dg/Enw4uvDvgHwv4pkuo5YNda5WO3VSGi8pwpJPfOa41q9s+KGV/Z3+EyE/efUn/wDIy14ifrQ9yo6oTtSZoNJSKDNFJRQB7Npv7Ofx50f7R9h+FnxEszcRNBN5Hh2/TzI2+8jYj5U9xT9P/Z3+PGj34vdO+FXxC066wVEtr4cv42AIwQCI84I6/WiigCCx/Zr+Oml38N7Z/Cj4g2t3C4kinh8OXyujA5BBEWQRWl4Z/Zl+ND+LNNub34UePADexyTTTeHL3++CzEmP6nJoopgdb+0H+zj8XtY+M3ie/wBN+Fnja+tJbrdFc2vh27kjcbV5VljIP4Vwmo/s3/HfXL5rvUPhZ8Qr26YANPceHb53IAAGSY+wAH4UUUCWwupfs3/HbVWiN58K/iFdeTGsUXneHb59iDoozHwB6Ulx+zf8d7rT7aym+FnxDmtLcsYLd/Dt8yRZOTtUx4GfaiikMaf2bvjq2nLYN8KviGbJJDKtv/wjt95YcjBYL5eM4716rpP7OvxYh/Zj1vS3+GHjJdTl8QQzJZN4fu/PZBDguE8vO3PGcYoopkvoeUW/7Nfx0s7e5t4PhT8QoYLhQs0cfhy+CyAHIDAR84PPNMtP2afjpYtI1t8KPiFbtIjRuYvDl8pZTwVOI+QfSiikULY/s1fHTS7jz7P4UfEK1m2lfMh8OXyNgjBGRH0IJFOtf2Z/jjZTi4t/hP8AECCeNhIksfhu+VlYdwRHwaKKAL/hb9mf40p4t0q5uvhN48CLexSSSzeG70DAcEliYv1rqPj1+zf8X9Y+MXiq+0/4VeNry0mvneK4tfDt5JG69irLGQR9DRRTJ6nE3/7M3xw1KZprn4UfECeUKBvl8N3zMccYyY6r3H7MPxwutnm/CX4gS+WoRN/hu+O1R0A/ddKKKRQ6T9mH44XEMMcnwn8fvHCCsaN4bviEBOTgeVxzSSfsxfG6SNIm+EfxAeJCSqHw1fYGeuB5VFFAHqnxH/Zz+LV98D/hhYW3wv8AGlxe2n9oG5tYvD920kG6VSu9BHlcgcZHNeRt+yv8a2P/ACR/x7/4TN7/APGqKKfUmOw3/hlX41/9Ef8AHv8A4TN7/wDGqT/hlX41/wDRH/Hv/hMXv/xqiikUH/DKvxr/AOiP+Pf/AAmL3/41RRRQB//Z) | SJM 679 x400 1005 Råmateriale/barre af guld
Lille stykke klip. Cirkulært tværsnit. |
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) | SJM 679 x399 080701 Fibula af kobberlegering
Skålfibel, fragment. Maske i enden. |
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) | SJM 679 x316 080701 Fibula af kobberlegering
Helt usædvanlig stor skivefibel, med fremstilling af romansk løve i profil, med hovedet drejet bag over ryggen og ansigtet en face. Halen snor sig mellem benene og op foran kroppen. Benene krydser elegant.
På bagsiden ses meget tydelige loddespor efter en tabt nåleanordning, inkl. påloddet øsken forneden. Her ses også et lille hul - formodentlig en erstatning for den påloddede øsken?
Diameter 45 mm. |
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) | SJM 679 x315 080701 Fibula af kobberlegering
Skålfibel. Tydeligt dyr med hoved, øjen, lårbuer og fødder. Alle flader rigt ornamenteret med tynde, indstemplede ringe. Fladen fortinnet. På bagsiden rester af nåleanordning. |
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Lille ring af kobberlegering. Snøremalle? diameter: ca 1 cm. |
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| SJM 679 x050 080710 Fingerring af kobberlegering
Fingerring? Primivt udformet. båndformet, glat skinne. Let sammenbøjet. Indre diameter; ca17mm |
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) | SJM 679 x062 0807 Smykke eller dragttilbehør af kobberlegering
Finggering? primitivt udformet? Båndformet skinne dekoreret med en enkelt, omløbende rille. Ydre d.: 2,3 cm., indre d: 2,1 cm. |
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| SJM 679 x068 0807 Smykke eller dragttilbehør af kobberlegering
Knap af kobberlegering, med et stykke indfattet, uforarbejdet rav. Øsken på bagside knækket af. diameter: 1,2 cm. |
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| SJM 679 x014 080704 Remspænde af kobberlegering
Remspænde. Oval facon. Dekoreret med radierende riller, i den ene ende dyrehoved. Mål: 3,5x1,3 cm. |
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) | SJM 679 x064 080704 Remspænde af kobberlegering
Fragment af bronzegenstand, måske en del af rammen fra et større bæltespænde? Rest af ornamentik på en del af rammen. Største mål: 5 cm. |
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) | SJM 679 x087 080704 Remspænde af kobberlegering
Skospænde. Ovalt med midteraksel. Torn bevaret. Største mål: 2,2 cm. |
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) | SJM 679 x006 080701 Fibula af kobberlegering
Fragment af næbfibel. På bagside ses rest af nåleholder/skede. Længde: 2,5 cm., bredde: 1 cm. |
![](data:image/jpeg;base64,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) | SJM 679 x009 080701 Fibula af kobberlegering
Fod fra korsformet fibula af bronze, der afsluttes med et stiliseret dyrehoved. En del af nåleskeden. Meget slidt. Længde: 3,3 cm. |
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54x2zzmoUXayQXV7s6fWvAv2jxhp8sDxy2+nwRxxyLzHkLuyD0I3cHHcfhU/i69njvtPu9OmEd7YN5kdwowQU2knJIyBxn/AHvwr0vRfGkut+EYrG/0kw6r4ftmg1OOSMebCEO1ZDnHU4UnkjauM814RNryXviOee3tlcXmREsZDsuR/d6kk5wPfOan2SupXE5Pob/w/v4bz4jaW95Ji0gne9nXdgFcBWUEkbmxk56nGMHpVv406tp+ueJL7XtJuBH5MxEZjXYZRkbmz12jJOcH2rAj0s6PpltbRzhL25RJXmRw6orE7I2wflJIJ4PYZrq/ha9jb6fq1hrEdjL58DIkkMQmPCEKPmPy7u5GGHUHFUqjS5ZEtK90aHi6xn8dWNj4lluPt9tHB5b+c29mZMoZAwGCOApO4j5R61z3hpVWaK9uHZEkU7pbiNQGYc7VAyducDPPYn0EngjXrv4b+IrnRNRTZpV5INi3BwIpd23IP91h19wvTmuy+JreGZrG3t7a0+yNaRkk26ttLFuVJxxwBj8DSn71pRe/9WJjLkvdHnevarrSSys99Cm6XPkPMTt9hwdpA45xXONr7x280YjFyGZVLO5bZg87eOM45454561d1OwtILtysU1sDkMCSABkHk/TGM5ziprXVbDRTbrFpzzXBGVMgGzGV+7zz6H6nNZ8rjrc0i+Zamv8O9BvdS1T+1dQmbafM+UoQsalc8Zz2J656dTWr460Tda3N4kU0txGDIrYG7jGCD/ERnOORx7U3wP8Q0kuorK51JtNuIpI2treePakkiEbVDKOCTjr1+uK9Q8aabY3fhmC/kgaPUpLma3ktxGS64C7SMc43Er0+8OuCK6IJzRlL3dTD+FvjI2N14c8cyxrJ/wj9zHp2qLnLGCWQKCc9lfPOP4h+H6v+EdUGr+HbK4EiysYwrOpyGI7j6jB/GvxX8D2csfiTV9AnjeSLUY44ZICWHmHzEIyARuAZUbjpt9s1+rP7K/jBvF3w1sZ22j9zHtAJzgKFyc9TwOfzrrp/wAO3YKmup7PRRRQZBRRRQB/PXoPgmSbwQNQPww1i5iNk0zawNQdYWwpPmhPLxtGM4z+Nc18JQP+FqeEZBz/AMTa0/D96lamneGtKfwQt03gTxlcXDWzSnU4LsCz3BTiTb9lPyd8b+g+93rF+Dswt/it4TdgHQapa7kY4DDzl4/z6V6vWP8AX6Iwj1P6Ph90UUL90UteUbhX5BftTa0NX+P/AI9cyyW23VZImmLbc+UPLCg9cEKRjp+dfr7X5H/tPwSXHxi+IMcaRssOsS+Zkh87izZ/2QBx1ofwsuHxFDxJpbR+N7zTrS8zdNorsvkoVZwYskqB1HBz6Y4AxWRe63p6fDfw9a6Spt59QH73fjJ28PIdv8IYPz6D2rN8eR65oeoaZ4zsxLcHyhFLJcOG3syspz32nDcdsc1y2h+IoF0YqLaWO4t18y4ZtmzaTlFVgCcFmZiOnypxxXPKSs7mttbGhbwxzXS2odXtoW8yVGlAaUkkAEDucDp0AP0pL68l03WNI8UW+sfYLy0YG08hQrQCNso+B0yxYAYA+X3rU0XT7l9N+0tEkEUwLmRyFwTnHJwTjgYGeQOlcxdeDL/zvJimjlvWJO2N8njHyknjtgD8Kz91aMnVu8S54+8a6z8V7y6unn8hrmExyXCoY/tQDs+0+oy2MdAAMnIrH0n7N4D0eW+MSz6hGD9mu5gMRSAgBkXPRTzyOcEeuC8nAsWm+0R2uoRkxSwzBvMQgjCqDjr6AYGOvasLXNal1eC3jkjVYY18s+X7Egn2ySTj1JNSruV5FS20KupiXU7hb22uRJJKdwRSfmB5K4Pbg/TAqz4Tm1O6voTZzzMI5MEHhhkHC8DOc7u/4eutpng06frVnps08kduLrKybt3G3oSM9Np5GRya7rQ/CVzpmspfWdyFmyxUtjJPIYncPQDBB79fSqkH1WhNLVkkWivr9o8GrW1yEZQRM6BlDMcLk4+vXrnrWHqU2oeCLprfUZLiWJ8C3u1wwMfJ5H8QIAPHYEc9vYNY8O+MZIdG8Q6ytglvqQ/0ONNpOFwQ5Tkngrj2xx0rgfGHihNG8U3On6pplzZQKI3gSaLyo5wepUYBVck/7Jw3PriqfK7fmaylroZV/Z219p1oll5MUbB5IcDEMvzM2F5wSCSOvYZHaq8/gOZLdDaalGbnyy7QwpuyQMjBIJyfoByDnrW5Z+GdDXwsZotZl0zU1n8x47Vgbe7AOFUISVbb13EFSG9Rzuaf4y1TSdNEMerJbJLGi/uLO3jEnAwGATB6D8R0JrdqKfn8mY6tanD+BVtvFWpT6J4gtPmeBzDOiMDuXk4x/EFU9eMA5xgV6X4M16/8SeF1udSlW9urESWU4kZVEqwIBFIGJGWKttyOfkyeprygeLL3SNag1a0xG8bS+f8A6OuJZG3Fhtxsxh8kY4546Cut8H+IrTQPC2stcxOtzIN+9BlIGJALFecIAzAnkcjpnNWkqfzJT9poYodNA+JunyQKcrKFLSZ2k8kc57cc54r9Bf2GvENxe3HiXSTbiOysJZRDOMjzN0zEjaeQFBUf5yfiDxppMunXmiagZYZ7WG6hEc0TKySnIywwf4gM47g5r7a/Ybc3GueNHS5E1r5peNd7MRvcnJJ/iOOc88VrD3W0W/hsfXdFFFWYhRRRQB/PPPfeG18OXEemXXxBNsbdlhVnj+zdDgMFP3OOQO2a5D4St/xczwpkZH9q2vH/AG1Wuu0XxpFbeCltX+KPjK1Mdo0Q0WC0ZrMEqQIQ32oDYeh+ToTx2rlPhTiX4leFznax1S2z7/vVr1PtRMI9T+kJfuj6U6kX7opa8s3CvyX/AG0dMl8P/tDeN1MSi1vZYpRt53b4Y2P0+Y1+s9fDX7e/wye11+LxgiG7ttVtlsJI2QYhljDFSG90LEDB+43PSjdNEyn7Ncx4d4u8L6drWjQRWMh+xJZRyW+4qyrvUuFwCSOjfeOR3ArwTwr4Zjv5dc0W5l8jUrqNRbxqMFnRjlfpjJ/P0r3P4e30Ov8Aw3lsrCFX1DTT5UnmFQ7cl0ZsAc7SyDOcmM5OMCuP+LXw/gv71NRsymlzrslixICBkZxkc5Hpj+eTz1o2fNY64O6Oet/iYsPhPTfB+t6Da+banyheXTECZVYlTxxwDjOcnk5rn9SubSSaOeynureaPa6Ha0sTe23B4+p6VoWyeIYIZvtUNlf2sOFkmMi4Q564PQ/l+tX/AA7byeIr9LSXVLayhkKxxxWn76UnsM9zz0A71hKUr3f9fgOyscTdeJLu2vhHrdhDqMCHiaHOTjp8xJyO+Kdq2oxXejxXOmJbEx5UxIN23PP3CO2T2xnNereIPCNh4PukjvNPutUsZ0MaXLQ8q27BY7snjHY8V5x4s8OjwDr0ur2kH+jeZmCFlZeMAlWz14YdfXkY4JH3tyZO2xy/gTX55/EtjJcytFDC+0uo2DJBycDr+XtXst14m0220G6lMwdosRozMT82Pu8/w+/XjtWJ46+G9r4n8OW3i7wZcLJo0jJHLZ3EixSW0jgNgk4GCxYAjg7edpOK5PT/AIb+Jr67ggFjLLp6pGz+Qxk3N1ZiFzz2Htz3q6l46FU5LqepaT4286zsTc6rPfxWMPEkifu7fHzYjyT7c4HNdT4du/CNro2o+OfHEFvq15MrQ6Vp18EmlkTO8OEf5hlycuTtA45JweWX4YajqOrWuivbXSSxxLLLb2aKzIeq7uTztydgwckHPQFfFXw1j0tG055UhvFTzXe4JHLEBc7ueCR69D9aiDnGXPJX8u3/AARVGpaLQw7uzhXxPHNq9pF4csL4+daSwozW64zsRWXjkgAnvkEkZzU/xK8Nw6DdPHCksm+0W4R3YMDkEhyy5BAwTgk4A7nGMHTdb/s+1m8FeMVdtOmCzWUqkZgcnkDHOM8fmMDJIks77X/C0Igv/Nn05TvhmC7w8WdoDMOc8cZ9anRXuN3drGLYxT3VrZtOXcRjakpY72jUAIBnp3GP/wBdangl7m1m1m2ubZ3N5ZNClvGSGJLKUUAAZHQe/wClWtW8R6dFb239lwyxhxh4duPw/Pd3Hai0vt6T3ZxpYiQOb7d8xYHogzlmyeBnA/npzNrR6kKHK/I39BW41L4S6VZTTTRx6PqmELEhohkZVc9cknBbp0xyK/QP9iHw/wDZfB+sa0ZHna9mSITYwkmwEkqP+BDJ9fcE18DfCuNte1gXGqW22BpJEt1kBCkHIYMRnO4oc+4HJzX6zfDHwrF4M8C6TpcVtHZskXmSwxElUkc7nAJA4BJHTtXRTdxVNNO51NFFFamIUUUUAfz46L40uIfAMVgfi7Pp8aWTRjQlsLhgMqR5O8Lt5zjOcc1xfwnUL8SPDBPT+07Y/wDkVa7+08Y3es+GZp7rxn8P7B5rZ92nHwpGtzkqfkDpYbQ57MHwMg5FcH8K1x8RfDR6f8TK3JwP+mq16v2o/wBfqznj1/r9D+j6lpKWvKOgK4v4wfD+L4mfD3VtCZI2uJY/MtWlHyrOvKE+2eD7E12lFAnrofkH4d+0/C34jXsU1tDHFeXBgu43GBEC4+cDOVeMqTj/AHlPU5f8bL24XXG023njEslwsLLGQQPmKko3ccDkelfS37b3wITSdU/4WBokUka38ixaisZOyO4/glbrtVhkHjG4Ke9fJMMF5rWg3yyTG81LQdt9axyKd7xrIPMX3C5UkemfSplqlFmkFyxWpi61p9pLts43eSeY7REjFjAg4JYLzuPHT17DAGMtra6JewXZt9R0nUITvhvAgDqQMAnB56fjXoXxFs4fCnjHSPGPhyeK8glhWZ0STOUZME+o+VsEYyCDkYzXYeKo5/HXw+HiVY0mtLdNgaRd7gkjAPHX51GfTJ4rklTk3Zbm6kreRzt9448Q+KfD9nHeBporl/Lh1JIPJEgQY2BBwrDOTtAHzDpxXOa94Xj1C6j09IJtSuEiV5Rty4JJIUEeuMDv14rjbPxQdL0V5TujuJPMgt1jGB94kucH8OOgUV6j4X8USeA/DI8Qrp1/Naai4tpdSntsGBwq+YOGPPUA4zjGACKdrpy/q5lJ62OG+GeqNY2eteA72HyJNTl36Tc+XvZG3MTA5yMq/wAp+oz1ABg0Lx94g8JefpV68p845kWIjmQDbG209huXPqCT2FdPqlrpfjPxLpl7p80dvNNdx7pySfKOR8xx1GDzxn2rnpPCesXXjjVJprFrh9IimaQhGP8AEWJOcYUE9wPvc1k5ydmuhcY23PRdFGpaLoUWpWN5ImrzZn3XikpchWzuUrjJ3FRjkYJ9MVBcasfiP4ws9Zjtnsre+IiEY+YIyIx2klS2N0ZBPo3Pc1xHw/8Aid4k8JCO1vGYWRileJfNJEO4F/u8gZAG7HbjNZfh3xl9l0nw/cTM1nAniLdcSREB9kkaK4HT5QA3BP8AEfUmtqfKrJv1Jk29TuPFng2xaSfSpJBfSzSOXuSBvtxEr7iD1zlge3XuDmuO+FXiDWI9Pe5eazubSzj+0eTeM2dhIQH03ZK4/rivVPCujaTa/F7xlpU0qWatAZbJp5QqzKW2usY/iOW7HICtwdprwu30m60/xxLb27W6vY3TxSKhLxooORLuxtIbrwTz26USgl77Wi6DUuie57xr3wd8Ww6Smsy3VhZ2tygmjSyDMXLjmLlAMjoR/Pt4ze6DcNrVra3DtgyFGLfdUKckA9QSOM+5rv8A4c/FbxU2g6h4f8SXLahpULSXWnRyoqyW/mhsAMMYX95kDoC3aqHhnQ5PFmqw2lost9dajIBHHbqWLSsx4ypz8p4A989zTlGnb3N/1CHM9WfRn7GvwjfWviFaXdzYxyaXpoaWchCFDDJRTyR94jjAyFzX6JV5x8A/hUnwj+HtnpMjebqUv7+9lJzmQ/wg+ijj8Ce9ej1tTjyxsROXM9AooorQzCiiigD+fvw2dR/4QCII/wAM1g+yPj+0FtDqOMHruG7zPTv0riPhQP8Ai43hn31K3/8ARi139r4NvdJ8Ly29x4M+HV7LBbuH1KTxXG1y3B+cKmoBSw7AJg4HBrzf4YybfHnh5s4xqEB/8iLXrbSjc5421sf0h0tIOgpa8k6AooooAy/E3hvTvGHh+/0XVrZbvTr2IwzQt3U+h7EHkHsQDX5c/tEfAnxB8BfGjP8Aarh9N1J3TT9aUbYyhG3yZSCcHY2DkDIBxkZFfq1WX4l8L6T4x0e40nW9Pg1PTrgYkt7hAyt/gfcc1MlzKzKi+V3Pxjkj0/UIY7JLqTR74MTJHdJvgdic5GB8mV7gYOOvYWvEkOpeFvC76TdXAeG83OUiZSmQTgdyADgY9u1fUnx4/YL1XQbi71vwGkmuaShMq6KZcXcCn7yxM3DjuATnthq+VtZ1280Xd4c1CCWawtpN5tZ4lWaDBywAOdpy3IGQfQdK4pU3Dc6lLm2OGj8N6uPAela2Ekj06G8lSSaNMqD5hLcjqQpGeeMivavFnhfXfAei6Nq2nXMevaRf6clzLo0+TGgddiyoFIwSGBGRnkZBrjPBHiXWPDmj6pH4ekfVNFLCWfSZHbfFn77qqn5lwDuI6An2Nc1qWr2X9qXb6dqMmkCSRZWs1YxxEjPRDkAjJ/8Ar9S24ct1uyOWdyK8utNu9WW4065m8M6+OBBcIyRO3TI59+3r0rov+E38UJY3ml6hbO0t0ghluLWRWSWMkH5iSDgkDt61kXVwdespLO/NlfRuQsZkIVl75G3JA9z6fhVq1+Hd0lnHN/arwWTRHyg8xAOCQCoPzAfKePesV8PoVazLmnaPeatIgSC2toLcbprt2EsUAyAwbd34+6eScDHzc5fiDw0Nc8Mk6fE/nNL9pYMzESDBDOzMSdxPzHnueegqSx021SRV+1X168YOIXb5c+qgtyeB27+1bF14u1Kzt7e2sfKsoIkLqEAkJYjkl89mHAwBjtW11JWI1T0KF34207XPBOkaV4ksL+PW7AvFb6ko4eIYKkMvO/PXqO+ecBul2MchkWFpbmSTYq/aAGDjgkDd6gY5z19+Llnq6SwXrzxCaS4xuKL5jiTsQFIUZ/oenWug8A+BtU+I9wdG020v9V1dyVijhV38lDn5i3O0Ano2Bz6dVJOU9zSKXKS/2Xe+I9tnbwTWtxcYFwlpCdjM2WRVXvkbTxz1bp0+9v2Vf2V4fhXDB4k1xAdedG+zWY5SyRh0yed+CR7ZPfNW/wBnf9k+z+G0lh4i8Rut/wCJY48xQLzDaEqF4OTuYKAM9B2zgGvo2uyK6s55S6IKKKKszCiiigAooooA/n38L+CLzUPh/DfR/B6XVo2tnf8At3+0LhA4Ab95sDheMdMY4rz/AOG6k+NtCA+99uhxz/trXYeGfBMV74Hiv2+FfjTVS1u7nWrO7dbNsZ/eBfsjDaO/znoeRXHfD/MfjLRCDjF5D/6GK9Vbx/r9Ec8ev9fqf0kL90fSlpF+6PpS15R0BRRRQAUUUUAFeZfFL9m/4f8AxgmN34h0KN9T2bF1K1Yw3AHbLDh8dt4bFem0UDvbY+B/iR/wTr8QafdSXvgPxFa38CKyx2GqAwTKpBDKsqfKc5PUKDk14Nrn7NPjvQbdxr/g/ULdo32rssvtMYPB3GRAwKYU/wAWASK/XGisZUYSNVVkj8cl8C3WmvAmo6PbiLYpj2xGCQ4bJ428ngjBPfP02fCnw7u/HmpjTNE0O/v5hGQ8SkuYvfCjI6Y+b1r9b5raG42ebEkuxty71B2n1HoaesaRliqKpY5OBjNSqNtL/gDqX1/U/IrXP2d/EfgnWY7fWNI1Sw+0riOX+z3cTfNyAUDAHGPTpW34f/Zl8beKrsx6X4GvowHVGk1GF4kKk5JDShV9OmR1r9XKKt0ot3J9o9kfEPgf9gLWLi6trjxN4httHs1A32Gix7pDxg/vCAqkjP3QetfWPw3+Ffhn4UaFHpXhzTIrKJR+8n2gzTnrukfGWOfwHYCutorRRUdiXJvcKKKKZIUUUUAFFFFABRRRQB/PpBpvhGbQZJNN074jyW5icwyRiI2/cEnauNuRziuB+Hu0+MdFJbH+mw84/wBsV1XhnxPo9v4Ritbnx744066SBx/Z2nWatZqTnChvta/Kc8/IOp4Pfi/Bs23xJpmRkC5j/wDQhXqXV4nPHqf0op9xfpTqZF/q0+gp9eWdAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH8/HhTx9Lo/gWDTP+FreJtEVYJFbR7XTXeBMlvkD+cowc5J29zXlvhGXb4i04qACLiPGf94VvTfH74j3VtLbzeN9dkhkUo8bX0hDKRgg89DXE28xhYOrYZSCDXoe0Tat0/ruzGMWr3P6bLZg1vEc9UH8qkzX86Fv+0D8SIYwkfjvxIiqMALqs/AH/AAOrH/DRXxNXOPiB4mH/AHF5/wD4usfZR7l3Z/RPS1/O0P2kPievT4g+Jh/3Fp//AIuph+0x8UlUD/hYnifA/wCovP8A/FUvZR/m/D/gjuz+h+iv54v+Glfik2SvxE8UKPQaxcYH/j9PX9pz4qRtn/hYvik/9xe4/wDi6fsY9/w/4Irs/oaor+ev/hqX4rNuz8RfE4z0xq04x9PnoX9p/wCLL4VfiN4p+9w39sXGee336PYx/m/D/ghd9j+hSiv56v8AhqX4tL1+JPirj/qMXH/xdWrf9qr4uJbTsPiP4oYttXLatOcc54+b2o9jH+b8P+CF32P6C6K/nwX9q34toePiR4qJ99XuCP8A0Ol/4aw+L3P/ABcvxTn/ALC8/wD8VR7GP834BzPsf0HUV/PmP2s/i8Dn/hZfin/wbT//ABVWIf2vPi/E+W+I/iaRCMFW1Sbp7fNwfen7GP8AN+AXfY/oEor+fw/tafGEqNvxJ8UNH0BGqz5/9CpF/a2+MC8j4k+KAfX+1p//AIqj2Mf5vwDmfY/oEor8A4v2vvjKq4/4WT4nYf7WpzH/ANmqRf2xPjIuf+LkeJP/AAYyf40ewj/N+Acz7H78UV+BS/tifGRc/wDFyPEZ/wC4jJ/jQP2yPjIjBh8SfEeR66hIR/On7CP8wcz7H760V+BL/tifGOYYX4k+JVPXaNTl/Tmo4/2wPi/HIrN8R/Ej4/hbU5j/AOzUewX8wuZ9j9+qK/En9n/9q/4qeJvj38NtL1Hx7r13p994n021ntZb+Ro5YpLqNXRgTyCCRg+tFYVIKD0dyk29z47XqantsGZARkFwKKK0QHvfxc0Pwr4f1D406fBa6fY31p4is49Jt1Cq8cG6481Yh12j93nHHC+1Q+M7XwOuqfF3+zzpPkx6bp7aJ5LJt80z2vneTjq20y5x23e9FFdkrXat/Wpyx2T/AK6F2+0DwnqWrfEZtKtNPubOx8B6dd2z24Vkhu9unCZ1I6SbnmDd8swPeqUNh4J+14YaUU/4V403MiY/tPyz7/67Pbrmiinpfb+rsFfuSaDp/giTWPAAuP7JFvL4M1GTUg8ihft4XUPKMmTxLlbfaDz9zHarnhHw34TivfgrPq9rYw2GpWGoyalNdEIkzJcXSIZCTjjagH0FFFONu39aCd+/9alH4b6b4Juo/g4dVXSy1x4mu4tc+0yqM2oe18vzsn5Uw0uCcD73vVXwPpPhq80DwJ5kNlPqc3jaS2uomYGWS0K2mxWXOdm5pMdid1FFEbaaf1oN/wBfiTeMtB8LaXoniKEQWNvqlr48e0WMSDzBYhZflAznywQoz0zinePNN8HQ2vxkGmjTY/sfiu3i0UW8wP8AoZkvA/k8/MmBFyMjG31oopO3b+tRK/f+tDW8ZeEvCEk3xzn0m0s5LLS5LD+yJ7Rw8UAe5VWKEHBBBINVde0TwVb6748igTSxDB4G064sNsylRfsmn+aU55ly0+QOeX44NFFW0u39aiV+/wDWgTaH4Gj1qZANM8j/AIV1HdqBKu3+0/siknr/AK3fn5eue1W9H8J+FIZvh9JqNjYwQah4A1a+na4YIs14n9orDISTy+6OEL7qooooSV9v6ugd7blbwDpfgy4vvg1FqI08wXkd+2tLNMoVnWecRGbn5TtCYzjjFT/Czw54X168+BdrNbWd5dan4ouLXVoN4MksHnWojWQZyFw0mPXJoooVtP67A76/13M7wxo/hZvDvhQ36WX2uTx0bS9E0o3fYNsHyuCeI8l+T/tc1V1zSvCsPgfxVLBHZC/h8bRW1qyyguLEx3GQozkx5WPnp05oopNKw9Tf+JHhHwtBpfxrvtGtLP7Npfi+ztNKuLZ90cVs5vcpGQSCpEcfr90UePNB8E2+pfGdbCPTVjsbPT20YwzKQrtPbiXycH5jtZ84zgZooqpJa6f1qKLff+tCLxNoHgmHxB8QEtU04W1r4K02603y5htF8yaf5pTnmQl58jk8vxxV+88GeEbGaBrm0srdZvhmNTUSME36gYyVkXJ5cnsPyoooSV3p/Vw1stTrv2V9D8JH9pb9nI+XYET2H2q9zIDnUFubzyC/PEmUt9o68JxzRRRXn1+n9djop9T/2Q==) | SJM 679 x023 080701 Fibula af kobberlegering
Terslevfibel. Nål mangler og øksken brækket af, ellers intakt. Diameter: 2,8 cm. |
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) | SJM 679 x026 080701 Fibula af kobberlegering
Næbfibel. fragmenteret. Længde: 4,1 cm., bredde: 1,6 cm. |
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KO4b7r5LkHPYAMPrivPmubO71iwtlupJJIrxnOQMJhpCAGJ5yAv9Oax9pOT95hKyeiP0M+Ffiq58R+D7OS9ffqEKiOd8febHUev/wBauxWY968e/Zt1SPVvBMsyN5hE2Hk3Zy2MEexGMEV65ur1aPvU02cVSKUnYtqwbFPqCFs1MKpnO9BaKKKkgKUUlKKQh1FFFABRRRQBRoooroOoKWkooAWmmg01m/OgViGVqzNQtIb6MpKgYGtCXNVJFPNO4zgte8CMqtJYtnuYz/SvHfi1o11deCdXt9jrNEnmlOmQpBP5DJ/CvpuqOo6LYaxHJBeW0c6SKVZWHVSMGon70XFjj7ruj4/8GyNeeG7BixCsEbcD/wBNRxjHp/Kob/QY7y3u5HZ3SRYfLT+JsKrNgfT9TXq/iL4D3Xg7TS/hxpNR0+AFls2XNxGAdwCkD95z24PTrXJ6d4A8S6woa00yctCAnmPEQp4AI5/iBHP5GvDcalN2seknCotWee+NhbLZgF0BWSaQYxk7s4zzzwR+YrzvTdKWzhhkKhnTWolZvLzxtRWz7csM+2a+kbj9lDWfEFjD5+o22nXCLIF4Zm+cgnPGP4V/Kr+mfsh6rb6alkup6dbxxuW3Rh3MmTks2VHOfr1pKjW35dxynS7nUfsftJH4M1W1xGLdL13Q7SJCzMxbPqOn8q99x2rh/hP8Kofhfoktotwby6uJDJNME2Lk9lXPHv6mu6EbelezRi401GW559SScm0PhJ3etWRUUUe3k9alqmc0h1FIKWpIClFJRUkjqWmrTqACiiigDOzS5ptFdJ1j91GabRSAWmsM0tFAEMibqhaE+lXNoNG3FAFH7KfSnrZHOcYq8FpQAKBXIEtVHXmpVhUU8UtSIb5KN1GakVQo4FJmlU0Ei0tJRzSJHUUikcgUtSA5aWminUiAoooqSRwpaRaWgAooooAzKKbTq6zrFozSUcbge9SA6jmkp1IBKWigUCHig9KSnUiQFLRRUgFLSUooAVadTelOUg9DSZIuKKKKQhRTqbS0Ei0UUVBAuaWm07NAC0UUUAZIpaYKdXWzsHZpabRSEOp3NNpc8VIC0tItFMTHCnA0wGn5pEi5paQUtSAUUUtIB1Lj5j70lOpEBRRRSAKcKSloJFoooqCApaSlFAC0UZooAzfsc39z9RS/ZJv7n6itKitOdmntGZ32WX+7+opfssv939RWhRS5mHOyh9ll/u/qKX7PJ/d/UVeoo5mHOyj9nk/u/qKX7PJ/d/UVdoo52LnZT+zv/d/UUvkP/d/WrdFHMw5mVhC/p+tL5T+lWKKXMw5mV/Kb0pfKb0qeijmYczIfLb0pdh9KloouLmZHtPpRtPpUlFK4czGKp9KXbTqKLiuN2mjaadRSEN2mjFOooASilooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/2Q==) | SJM 679 x028 080701 Fibula af kobberlegering
Kort ligearmet fibel. Fragment. Længde: 1,4 cm., brdde: 1 cm. |
![](data:image/jpeg;base64,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) | SJM 679 x029 080701 Fibula af kobberlegering
Næbfibel, fragmentret med en ret korroderet overflade. længde: 4,6 cm., bredde: 1,5 cm. |
![](data:image/jpeg;base64,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) | SJM 679 x031 080701 Fibula af kobberlegering
Korsformet fibel. Fragment. Længde: 3,3 cm., bredde: 1 cm. |
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| SJM 679 x030 080701 Fibula af kobberlegering
Fragment af fibel. Skivefibel. Nedslidt rest af nåleanordning på bagsiden. Forsiden slidt, ingen spor af ornamentik. Mål: 2x1,2 cm. |
![](data:image/jpeg;base64,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) | SJM 679 x032 080701 Fibula af kobberlegering
Foden af en formodet korsformet fibel. Længde: 4,5 cm., bredde: 0,6 cm. |
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FFABRRRQAUUUUAR0tMp1WWLR70UVNibC0uabRSEOpabS5oAWiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAIaWkoqzQdmlptLmgQtFFFSSFLSUUhDqWminUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQBEEPpS7T6VJRTuVzEe0+lG0+lSUUXFcZtNLg06ii4XG7TRtNOopCG4NLS0UAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH//Z) | SJM 679 x034 080701 Fibula af kobberlegering
Fuglefibel. Fragment af en del af hale/vinge parti. Længde: 2,2 cm., bredde: ca 1 cm. |
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) | SJM 679 x039 080701 Fibula af kobberlegering
Fibelfragment. Rest af jernkorrosion ved nålefæste. Mål: 2,2x1,8 cm. |
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| SJM 679 x060 080701 Fibula af kobberlegering
Fibelfragment. Meget slidt. Største mål: ca 1,3 cm. Glat forside, Bagsiden med rest af nålefæste |
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) | SJM 679 x081 080701 Fibula af kobberlegering
Fragment af fibel, måske trefliget? Fragmentet er buet, med svage rester af ornamentik på den ene side. På bagsiden rest af nåleanordning. største mål: 2,5 cm. |
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) | SJM 679 x383 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt, prægerester, ubestemt. MB 578. |
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) | SJM 679 x382 0903 Mønt af sølv eller kobberholdigt sølv
Penning, knækket. Enkelte bogstaver langs kanten på den ene side. Enkelte pecks på den ene side. Tysk.
Otto 1, denar, Köln, Sancta Colonia. |
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) | SJM 679 x380 0903 Mønt af sølv eller kobberholdigt sølv
Dirhem, fragment. Samanide (?), 892-943. |
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) | SJM 679 x387 100109 Fingerring af guld
Fragment af fingerring med håndtryk. Formentlig en ægteskabsring. |
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) | SJM 679 x379 0903 Mønt af sølv eller kobberholdigt sølv
Romersk denar. Buste mod højre og stående figur på bagsiden. Marcus Aurelius? |
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) | SJM 679 x377 0809 Rideudstyr eller tilbehør af kobberlegering
Fragment af kindplade med énsidigt, simpelt udformet dyrehoved i ringerikestil. Dyret ses i profil mod højre med øre, mandelformet øje samt mund og snudeparti. Glat bagside. |
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) | SJM 679 x367 0807 Smykke eller dragttilbehør af kobberlegering
Fibel eller remende? Ret massiv i godsel og uden hulning på bagsiden. Lille jernnitte gennem den spinkle ende. Funktion?
NM: ... det antages dog at være et beslag... |
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| SJM 679 x011 0819 Anden genstand af kobberlegering
Fragment af genstand af kobberlegering med forgyldning. Halvdelen bevaret, ornamenteret og forgyldt. Hul kerne med rester af jernindhold. Måske fragment af toppen af en ske eller lignende, eller en dragtnål? 1,5x1,5 cm. Hører sammen med x12. Datering? |
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) | SJM 679 x012 0819 Anden genstand af kobberlegering
Fragment af genstand af kobberlegering med forgyldning. Halvdelen bevaret, ornamenteret og forgyldt. Hul kerne med rester af jernindhold. Måske fragment af toppen af en ske eller lignende, eller en dragtnål? 1,9x1,5 cm. Hører sammen med x11. Datering? |
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) | SJM 679 x016 0808 Nøgle eller skrinlås af kobberlegering
Fragment af nøgle. mål: 2x1,5 cm. |
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) | SJM 679 x021 0800 Kobberlegering
Jern og kobberholdig genstandsfragment. Hvad er det? |
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) | SJM 679 x063 0501 Perle af glas
Glasperle. Blå, uigennemsigtig. Formentlig af relativt ny dato. diameter: 0,7 cm. |
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) | SJM 679 x046 0819 Anden genstand af kobberlegering
Håndtag af kobberblik. Fra spisekniv eller andet finere redskab? Profileret i enderne. Længde: ca 7 cm. |
![](data:image/jpeg;base64,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) | SJM 679 x052 1107 Tenvægt af bly/tin
Tenvægt af bly. Konisk med facet. Bunddiameter: 2,4 cm., højde: 1,5 cm. |
![](data:image/jpeg;base64,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) | SJM 679 x056 0813 Sværd- eller knivgarniture af kobberlegering
Knivendebeslag? Største mål: ca 2 cm. |
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| SJM 679 x066 0819 Anden genstand af kobberlegering
Bronzenitte. Længde: 1,6 cm. |
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) | SJM 679 x070 0813 Sværd- eller knivgarniture af kobberlegering
Knivendebeslag? Mål: 1,2x0,5 cm. |
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) | SJM 679 x077 1103 Vægtlod af bly/tin
Terningformet vægtlod. Klodset udført/uregelmæssig form. Vægt: 113,2 gram |
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) | SJM 679 x071 0819 Anden genstand af kobberlegering
Fragment af bronzegenstand. Beslag? Fra større dolkefæste? Halvdelen af omtrent cirkulær, hvælvet genstand med hul i midten. Største mål: 4 cm. |
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| SJM 679 x073 0819 Anden genstand af kobberlegering
Fragment af bronzegenstand. Hvælvet, med profileringer på ydersiden. Kan være fra lille klokke eller beholder? Største mål: 3 cm. |
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| SJM 679 x079 0813 Sværd- eller knivgarniture af kobberlegering
Knivendebeslag. Dråbeformet. Største mål: 1,6 cm. |
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) | SJM 679 x090 080702 Hængesmykke af kobberlegering
Hængesmykke med indlagt emalje. Nyere tid? |
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) | SJM 679 x083 0819 Anden genstand af kobberlegering
Randskår fra klokke? Oprindelig diameter: ca 30 cm. |
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) | SJM 679 x084 0819 Anden genstand af kobberlegering
Låg fra salt/sukkerbøsse? Bronzeblik med ombukkede flige langs kanten. Diameter: 2,1 cm. |
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| SJM 679 x085 0819 Anden genstand af kobberlegering
Nitte? Dobbelt. Længde: 1,8 cm. |
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| SJM 679 x089 0819 Anden genstand af kobberlegering
Bronzenitte. Kræmmerhusformet, af blik. Mål: 1,4 cm. |
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) | SJM 679 x091 0819 Anden genstand af kobberlegering
Aflang genstand med flere øskenhuller . Længde: 3,2 cm. Anvendelse? |
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) | SJM 679 x093 0819 Anden genstand af kobberlegering
Fragment af genstand af kobberlegering. Den ene ende ligner et nittehoved, men stilken har profilereing. ende af aflang genstand/redskab? Længde: 2 cm. |
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) | SJM 679 x094 0819 Anden genstand af kobberlegering
En stump snoet bronze, bestående af fem tråde. Anvendelse? datering? Længde: 5 cm. |
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Bronzebarre? Aflangt stykke bronze, med kvadratisk tværsnit. længde: 2,3 cm. Vægt: 6,5 gram |
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) | SJM 679 x075 0821 Affald af kobberlegering
Bronzemelteklump, vægt: Vægt: 208 gram |
![](data:image/jpeg;base64,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) | SJM 679 x076 0821 Affald af kobberlegering
Bronzesmelteklump? Vægt: 142,3 gram |
![](data:image/jpeg;base64,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) | SJM 679 x078 0821 Affald af kobberlegering
Bronzesmelteklump. Vægt: 20,9 gram |
![](data:image/jpeg;base64,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) | SJM 679 x082 0819 Anden genstand af kobberlegering
Bronzeblikplade, sammenbøjet. Oval, med bukler langs kanten. Møbelbeslag eller lignende? Største mål: ca 2,7 cm. |
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) | SJM 679 x095 0821 Affald af kobberlegering
Smelteaffald? Vægt: 19,3 gram |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAryL9rhtv7NPxGOcf8Sebn8K9dryD9rz/AJNm+I//AGB5v5VpT+NEy2PxM+GM+o/8J5anSrjxBb3axyASeGbcz3mMHIVAy5Hrz0rc+JvxS8e6NrF/o0vifxlHZSRBJLTXi9tOyuvzB4t5G0g+vIrmPh3apqHjSCN7SC8Hlv8Aup9Xj0tTx/z3kIUfTPNQfFS1XT/F08aWcNiAkZ8mDVo9TUcf894yVP0zx0r0buxhpzHYfDP40wfDz4Y67ptt9u/4SWTUIrrS5o5Ntva/uZY5JTzkuA42js2Gz8oB8ZvpjIrrnLuwyasRyBdyHryKoxsQ24jcf6+tZyk2kikkncmjgJCKeAgx9T3qeFdskfH8NG3D5z2Bx+FL/wAtlHsKSViiKXjOf7tFEx27x+FFJgf0r0UUVwGoUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFePftfEj9mX4j4OD/Y838hXsNeP/tfZ/wCGZfiPg4P9jTY/KtKfxr1Jlsfhz4FlsbfxVDJqNxosFsFfMmvw3Etr043LArSE56YGM9av/FDxhY3Cy6Tpmm+E54fkYatoNpdxZ6HC+ftYehynbj1qH4YC6XxlbzW1zqlpMqyKJNG0xNRuBlT0hZ0BHqc8D1qL4stct4uunvLjVbuYxx5k1nTE0+4I2jGYVdwBxwc8jmvQ15TH7Rw8a7Wck8kAmmbdsYIOecGrcdvLPveOFnRFyxVSQo96rkiNXB9QaysWSQyBpCvUgVKykyluAFwDzz+X4Vm2cm68I6g5rSYfvHx/nrTi7oCOYBWx1zRSSMOp9aKAP6VqKKK881CiiigAooooAKKKKACiiigAooooAKKKKACiiigArx/9r4E/sy/EgDA/4k0/X6V7BXj/AO17gfsy/Egnp/Y0/wDKtKfxomWx+IXw1sjeeK4oBZ3l+fmPk6fqkenSnCnkTSKygd8Y5xW/8QLrwjp19e2eqeFfEa635QxNceK7e8VWKfIzFLT5gMjK7h6ZFct4Da0XxNAt8uimFldm/t83AtR8pxu8g78+mOOeaq/EQ2qeKLk2Q0b7PsUhdBNx9k6DO3z/AJ8+ue/SvRvaJha8j274M6hrY+DEH/CK382m6rZ69PJdNHcolh9naGAl9SRvvQ7VlVeGBzIMZOG+ZL+T95Ip6nngcHntTp5PJU4PBwR7is5pGmlGPXispzukioxs2yzp8ZMjOOg71elY4J74qGGMxQhVODwTmmXFwfLRdvzHgYNStEULdszW+BzuOBRTI45NpMnXsKKVrgf0w0UUVxGoUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFePftfyGH9mP4kuuNw0WfGRntXsNeO/tg/8mx/En/sDTfyrSn8aJlsfhX8OdTNl42huJbue2wjjzodGh1ZslT/y7zMFb65yOtbPxQuvD+pNc36a/ql5rx8tDaXHhe30mHbjGcQzkA49E57nvVT4VW90/jmBbOLWZp/LkIXQtQWyusbTnbKysAPUY5FQ/FyG4j8bXv22PWo7kxxnbrt+t9dfdHLSqqgjHQY44FduvKZfaOFVmucRE4JPy/X0p9tCFb5hhhzQ0O1V4561PdOrSRvzuZQWPbPQ/wCfes7FjZrgxqfU1AzNKoA5I5LegqQh5AwVRtI+83amiEpCFzz1/GjURKrFQgYnGOv4milHzKA3XvRTA/pfooorhNQoopM0ALRTd1LupiFqjrGtWOgWbXeoXKWsC/xOevsB1J+lXd1fJnxS8bTeMPHF4DMYrKxka2tYs8HacM/1Jz+lTJ8qKSufQOm/F7wtqk3lR6gYiT8rTxMit+JHH44rr4LiK6jWSGRJY25DxsGB/EV8StavcbJftiH+Ibxj19DR9o1aCHbFMk6DuJDnr39cD3rPn7mns77H29TJJUhjLyOqIvJZjgCvieLxDrUCAOt1tRtw2ucjknIwxqve+Itb1KaI3lzJPEvzkSOeQOwJzjqe1L2iH7Nn1V4o+NHhLwqHWfVI7udesFmRKw+pztH4muCk/a28PC4dYtMunhBwsjSKCw9cDOPzr5o1hfKnWNTtidt3yL0PXJ/z3qhHavcStJFMxCqUyAAAc9c47c01KT6C5Y9z7B0f9pnwlq1wImW9tFYcSTRrtJ/BjXoug+KtL8TQmTTrtJ9vLJyGX6g/zr89JtKndXCXTnaTgqw+tbvhzxd4j0Oe2EN0cBvu52t/wE/4U+byJ5X3P0D3V47+2B/ybH8Sc99Gm/lXF/Cj4463Jq0lnrUjXUGNxWTllTPLKepx6EnNdP8AtfXsc/7LnxFmSTfC+iysrx85BAwRXRRtKSsYzutz8QPAMNrdeL4Y7m10a7hKPmPX7qW2tfunlnjkRgfQbuTiuh8afD+C8uLvVLK+8F6RbRRbhp2ma20wYqvOwSyO5ZsdNx5OBXLeA9UttN8UJc3F/aWMaqw86/0mPUYuR3gcMpPvjiqvxG1aDVPFFxcW15aX0LRoBNY6XHpsRwo6QIoVfrjnrXddcpm78x6H8LvCXg+88Jya3430u9j0wXEsMF9a6ssMt3Iqqfs8Ft5DtI4LKS5ZUUOuSDgHyG4VPKiaMbfvKcnvk/0I/Kuu8H/GbX/Bujw6bYJYSJbzy3Nlc3Vmks9jLIqpI8LkZUkInrgqCMHmuLLeYzEnndSk00kgSd3ckUYQ/wAvwpv3lBPHNSeuOv8A9amHPlH86koTG7cO+aKTdjfRUgf0w0UUVxGojGm0Me/Wo2aqRDY/dTfMFRE01mxV8pJM0npXxH4ksX034ieJNNZioS9k8reucqWJBP4Yr7SZya+Qfi5LZL8WNdF1B5x81GQgk8+WgPHas6sfdNab1M210d2YvHJuTlisZIA9RxSzySWz7N0i9D8g45rMkjsoJN8Ucqtt3FV3fNznA9+elWLW/Db9iTA5xtkTjg8HrXMpPq/xOhx7LX0JX1K4ulmdFAWPgtxjORxk+1YOoa4kdujyeZDMqeYVcrs7dD079q17fUkOpPZQiMRlDI20qSTg9hyOQKyNYv0fZZw2Kz3kQ3R+YQFQYHOT2HPT0FarlT1Whzy55aReuxDay2l3bBwdsjjgyHr6fj7U6G5sLWODmGViGDMw/wC+cLjg578/hXF3uqanJdm0l/cszLhYwdi8jkH8+tRStqDKUe8WJwMfKvPp1PPX0rf2tODuR7OclqdjqF55KukpYR4HzIu7jtgLyePSqq6tFexiRW8vywCCynHt9OSPyrko5723t43NzJNKvI8wg5HAIx6d/wAauWviRv7Lgsp49s5clmUYwvJ/DtWFSpGSaijanTlFpyZ1uh6uzX2nTAsshnVHGccFiOfYg/rXtXx7umm/Yv8AH53EqulXCoO6qG6f59a8R0vSZ/tEPlyR7EUMGzk5JGWHr9K9z/aI006f+xf42i+bzJdEkmfcOSzkN/WtML8ZNZ9T8aPhT/a3/CcW50n/AISMXmyTB8LbvtuNpztxzjHX2rS+MHg/xiupXWv6rpPjA6cRHG2peKIJPOzgKA0hGPYc9MVy3ge1ivvFEUE1nZ3yMrfub/UVsIjx1MzOgH0zz0qPx7HFZ+JLi3is7LT0VVxb6dqK38Iyo5Equ4Oe4zweK7r+5qY/aMJGKnNTrK0vU45OM9/QVR3Mp6cVPGPkHBU1mmUXpJPu/Tn9KR/u9feoPLChMMcnk81LGf36pI6xg4Bc5wBnk8c1VxCOu2NSSPmG7qD3/TpRTNzycvyemT9KKQj+mekpaK4zUZUDfeNT1DIvNaLcyZGTUbGpdtNMea0Air5K+K15LZ/FvXYpo2QsySBgvBTYuD/SvrjyzXz1+0R4D1Bdft/E1lZT3lq8K29z9mVnZGzwxVRnbjHNRUXNHQuDSlqeM6p4ik8mWKCOXzzgJ8owvPXkioprfUdQ8sreMFbb5m2IKPoDUmnaZ4n15p00Hw3NK8ce+SRoJGZeeDtxycAjGQT2q/Z+BviDqkiKfD+rQbv79uIR36ljx681y8sraI6E431ZUbT4I28x57WzkUhSEUEggZHp2/nXNXt3pNndLsu2dj0khsi2OPr1r2Hw9+z9rl1es19ZWumR7stNeSC6kP8AuqpI9+SK7fT/ANm3S1jKXerahMjHPl24jgUe3Ck4/Gqjh6ktdg9rCJ8oTXMImVorS7uYs5JMIjA9TjjtzzT5tZMizA6VOJlXCvhSM45PNfXNv+zD4U8yMvcatLGgx5cl2MH6nbu/Wm6l+yP4Ov1QWtxqumFWBbybreGGcnO8NS+ryW7QvbxZ8cyatcSzRxSaQbaJjtWZmUj0yRzio9SZbaAyiPzX3YUKuQeg7cYyea+2B+yf4Afabizvrp16PLfScewAIA/Kuq0P4H+CPD9qYbbw1YzKerXkX2lvzk3EfhT9l3JdVW0PnD9nX4W654s+y6rq9mlpoUcm8NI2XuCD9xVx93I5J9wK9S/bNYR/sufEhs7dukSH6civbIbGKzt44LeJIIY1CpFGoVVA6AAdBXjH7Z0Y/wCGW/iVuGR/ZEv8xXbRiotWOaTctz8LPA9xDbeJ4ZJr3TLGIK2Z9Ysmu7cfKesaxuSfT5eD6VW+IUkV14lnnt7vTb6MqmLjR7FrS3OFHSMomD6/LyfWtz4X29+PG9v/AGWNc+1+XJhfDtt9ou8bTnamRkevtW18SPH/AIz0nWL7Q5tb8T2trJEEltNdj+zXBR05Dx5OFIPHqDWlvc1Hf3jz7TdDvdQ0XUNUhhDWWnmP7TIXUbPMJVOCcnJB6VRjO7cRwD0ru/AviLw9p/gHxro+tJfvPqcVt9hFkVUGWN2bLsynCDPIAyegI61wm7y9qnkCpskkx9y0vysvP5Usyq2QR2qDzQ23mnl8qSSKYiEq6fNuLqCPwop/nA5xzxzRUjP6a6KKK5DQa1NIzT2ptUiGM8sUeWKfRTFYZ5YpPLqSl20XCxH5YqvNbbqubaQimpWDlM77IPSpEtB6Vc2j0pwFV7Ri5SGO3Ve3NTBcUtLWbbZaiN20badRSHZEZWvEP21U2/sr/Esg4xpEv8xXuTV4l+2oN37K3xLH/UIk/mK0pv3kQ0fhX8O7WHUvFkMNzbx3cbI5MUurxaWDwf8AlvL8q/Q9elM+IdnDpvii5itraOziVE/dRavFqijKjP8ApEXyt9B0zg0fD9rWDxVE17Nolvb7HzJ4hgnmtAccblgRnz6YGM9a1PiT4stJnuNHstO8JTRAow1Xw/ZXEO7jJVTMFb2OUHTj1rp+zqT9o4UKSoIOe5UdajuJhNIGKdeMDp7Uw/Ljrnrn0p8MgUtgdiPmAPbFZ3LHlf3a/MucdADkVB524cFQeSWqZTuzjB471DGo+XIPWkA+KN9qNwAe3eirrxmNYpB91hlQ69eSPxHB6UVdrCP6Yd1G6vzab/gsfa9vhe3/AIO//tFMP/BZCEZ/4teSP+w5/wDc9ZeyYcx+lGaSvzZ/4fIQf9Eub/wef/c9C/8ABY+Bv+aXkD/sOf8A3PR7KQXP0mor82X/AOCx8C9PhgSf+w3x/wCk9Q/8PlI92P8AhVv4/wBu/wD3PT9nILn6XClr80V/4LKRkf8AJLef+w5/9z0n/D5ZN2P+FW/+V3/7nqfZSK5j9LqOK/M6T/gswi4x8Lcn313/AO56Qf8ABZlSuf8AhVgzn/oO/wD3PR7Nhc/TKlr8zR/wWYX/AKJaAf8AsOf/AGik/wCHzH/VLl/8Hh/+R6Xs5Bc/TOivzM/4fLnt8L0x/wBhs/8Axih/+CyxH3fhgn462f8A4xR7NhzH6Z0V+ZP/AA+Wkxx8MI/f/idn/wCMU9P+CyMrn/kmUIGM/wDIZP8A8Zp+yYcx+mLV4p+2ihk/ZZ+JKDgtpMgH5ivjP/h8pcYP/FsYB/3GW/8AjNcN8av+Cpl18Xfhh4i8Hf8ACAwaYmsWrWxu/wC02kMQJByF8oZ6eoq4U3GSbIbufG/wva5tfGsMkF5q1hKI5AJtF01L+4GQeBCzoCPU7uKi+K1zJceLL5rm41XULthEftWs6ethckBMENCruAOmDuOQAeM1T8J+ILTw/ryX17FqE1uqtlNL1D7FNyOMS7HwPUbefaug13xf4H11bmX/AIRnxC+pyxlY7u98SpPtbGFZgbUFgOONw4HUVto42uLW97HCWOk6hqNrc3NvZXFzaWoDTzRQsyRA9CxAwv41VWPax719GfBHXEsfDHhCeDWbSw0nSNZv7vxLZzX8cDT2rwwDBjZgZg8ayxKqhuSRgbufneZw0jkdN3FKUOVJjUrtojj3KznPWnrjaeCWpg7mlHQ1BRKZG2ohJ2qchfTPX+lFOtpRDKrGNZAP4Xzg5opiPU9Y+Hug2cerTQXM7xWup6Nao/nKR5d1bTSTZIHUNGuPTnOamX4c+G/7StIGvpvKl1zWLBm89P8AUW0MTwNnHVmkYE9DgYxivPrHxJ9k8C6vopt5GN9qFpdLcfwr5MdwpX6nzwfwNc75h5rVyj2J5X3PULXwPo1x4YW/WeZrr/hGJNWdVkBC3C6i1uFIxwvlAHHXJznHFP1XwToFl/aJhvJD5P8AY3l7plORc23mXB6c7W4Hp0Oa4DRfEl1odvqcNusbLqNobKbzASQhdH454OUH61lNIdpHelzR00Cz7ns9j8NfD134k0yxS7neO58TahpL7JlLfZolhMTjjqfMfLdDgcVg2vg3RZ9KsJzdOJ5vDtzqci+auBdJdzRInTgFEQ7epznvXOfDnV5tD8caNfwWU+pSW9wsgtbZSZJMdlAzzXP3kU9ncSQ3ETwTRsVeORSrKR1BB6Gjmja9gs72uej694N0Gx0vUpre6laeC30WSJTKrZa5tRLcdudr8D0HBzW9J8M/DNv4uGlTXMy26+LrnRXZp1DraxlQrHj72Sfmxj2rxaKVlYMOoORWj4i1+48TeINT1i7WNbu/uZLuURAhQ8jFmwCTgZJo5472Dlfc7my8F6DeWOjyy3jiS60DUdQmAlUbbmFrkRLjHAIij46nJ9RUfiHwLo+j2OtMk8wntdH0e+gWSVfmkuYYHmGMcgGVsAdABnNecpud1RVLsxwFAySa6X4jXl7q2qWd9c6ZdaciafZ2IFzGV3NBbRQkjIHUx5x2BFS5K2wWd9zuk+G/hb/hOY9LN9N/Z58af2IZPtCbvsO8DzN23GcZ+bp7Vi6P4N0a40fR7m6llRrzTtXuGbzQo823hkaEDjoWVQR3zxXme7Fad54gub/R9N02UILew8zyioO4+YwZsnPqKXPHsPlfc7i+8H6Db6bq80V07S23h2x1KFfOU5uZZrZJV6cgLLIdvUYHpWunw58OP4intvtc32CPxTYaT53nrj7LMJTI27GNw2DnoOeK8eaQ1uQ+IDD4HvdHNu5+06hBdrcZ+UeVHMhX3P74H8PehSj1QWfc63SPB+g3ml2E092yzTHWhIBOox9mtFlt+McbpCR/tdBipLXwXo8vhq8vUmmluIvDSamQsqkJcHUEgKkY+75bdOuSDntXl+4mtfR/EV1o1nqlvb7PL1K1+yT7hzs82OXjng7ol/DNClHsHK+jPQb7wT4dhuNSiivWxDq2l2kJa4TBgnhlaZif9lkTnoM81Pb/AA+0C6kmjiuZXZLnX0GyZT+7s7NZrdun8Tlsn+IDAxivJd/qa6nwBeXmm6td3drp1zqQXTr2CRLaMsY1ltpIfMbA4VTICT7VUZRb2E07bnNlhzTQ1JuxxSTboRhuv+NZFiPINuM80qNnHOarVIqlcEdam4yxIAnCsJOAcjPcdOfTpQOhpu00q5+lMCSNuQOaKVcdaKpCPe/hr4x8OaL+z3qJ13TdC1NrPV5vs+n3URa7uppbYLGwIYbUQjczeihRywI+e2YZJ7UmcjFNzTlPmSXYUY8rbHbqUN1x0plHpWZZ69+zbeRReLNctZZ5oHvtFuYIfsV9HZXbybkdUgnf5UdtmDnOULqASwrk/ixPrEvjS5TXtUt9Z1WGC3hmureZZvuwoAjyKMSSIMIzc5ZDyetceWG3jpSZzWjneHKRy+9ccGA60qnOaYCKAwHNQUafhuOOXxFpcc1+dLhe6iV75c5t1LjMnHPyjn8K9i/aS1jXpNN0TStQ1CM6TZ3d0NPsZdXGp3kq4jBvJ5gzD94AAoXav7ttqjJLeEN1pCxNWp2i49yeW7TF3ZozTaKyKFHIr0eS2sb74A2bNrWn21/Za/dyLpkrObm4SSC0XcgVSoUbGyXKjjAyeK83HanZ7dqqLtcTVxVXHBOad15701QcZ707FIYZ3HoBXuHwPvtQ/wCEZ+z6BrtvoOrW/iCzvryWfUI7TNqiSYcl2XekbFiyjP314NeGs21hSCTrVwlyu5MlzKxueNLyxv8AxdrdzpcYi0ya9mktowMbYjISgx2wuKyPLaZTtUttGTgZwPWmZznjNdD4N1CxtbjULbUJ5LS2vrRrY3McXmGNtyupK5GRlADg5Gc84wV8THsjAa0mjyTE+FCscr0BGR+dXtS0XUNFaJNRsLmwklQSItzE0ZZT0YAgZHvXofibxV4VbTb3+y7zUp7q6j0yFEktVi8pbaJY5GLb2+ZigZQARg8nNYXi3WtNm0K202x1O+1p/ts1691fQ+UU3qg2gb2yx25Y5xkLjOMmnBLqSpNnG7x0709Rnp6UL7inr1qLFir96igg9aKoRR5xRSlaT8agoWjkUnTvS9TxSAUcjHrSUvPHNK2F789aQDaTJoNHegAPaig/WnBaBCZNLShegz1NK33j1A6UwGgdadjaufypQPU0jfMfSmAUvJ4pNvpS496AI3B4IpBngYqYqKHjTd8hJGccjHFICMU9eKNu2mru3cjigCTmnCm0vOOOKYDutP4yKiRSvfJ71Ie1NAOB+U0UgopiKdG35qKKzGDcUqr3oopgL6+tNbtRRSGG2lHSiigQoSlVfaiigBdvSnFdzE/jRRVCAr+NJtoooGG0ilVeaKKQDsd6P50UUABoxxmiimIKMdPrRRQMVRnPOMU/r9aKKYgWiiimB//Z) | SJM 679 x108 080701 Fibula af kobberlegering
Næbfibel, fragment. Størstemål: 2,2 cm. |
![](data:image/jpeg;base64,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| SJM 679 x020 0810 Mønt af kobberlegering
Kobbersterling
Erik 7 af Pommern, kobbersterling, 1420-1435 |
![](data:image/jpeg;base64,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| SJM 679 x036 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt? fragmenteret |
![](data:image/jpeg;base64,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| SJM 679 x019 0903 Mønt af sølv eller kobberholdigt sølv
Dirhemklip
Kalifatet, Umayyade?, 700-750, slidt randfragment |
![](data:image/jpeg;base64,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| SJM 679 x047 0813 Sværd- eller knivgarniture af kobberlegering
Knivendebeslag af bronzeblik. Rhombeformet, hvælvet. Rester af forgyldning. Sidelængde rhome: 1,5 cm. |
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) | SJM 679 x015 1103 Vægtlod af bly/tin
Tabletformet vægtlod. diameter: 1,9 cm. vægt: 19,3 gram |
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| SJM 679 x017 1103 Vægtlod af bly/tin
Vægtlod. Konisk. bunddiameter: 1,6 cm. vægt: 21,5 |
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| SJM 679 x018 1103 Vægtlod af bly/tin
Vægtlod. tabletformet. Diameter: 1,1 cm. Vægt: 5,9 |
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) | SJM 679 x022 1103 Vægtlod af bly/tin
To små tabletformede vægtlodder. diameter h.h.v. 1 og 0,7 cm., vægt: h.h.v. 1,7 og 0,9 gram |
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) | SJM 679 x080 0821 Affald af kobberlegering
Bronzesmelteklump/affald. vægt: 16,4 gram |
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RS0ALRRRUkjqWmU+kIKKKKACiiigAooooAKKKKACiiigAooooAKKKKAK/lt6U4Rt6VNRVczK5mReWfSl2n0qSilcOZke0+lG0+lSUUXFcj2n0pdpp9FFwuN2mjaadRQA3BpaWikIKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooA//Z) | SJM 679 x051 1105 Plombe af bly/tin
Klædeplombe. På den ene side ses tallene: 6 3 (1663?). Største mål: 2,3 cm. |
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AMA/SuyjiFWfLbU4q2H9nqnodV6U6oFm7GplNdbONodRRRUkMUUUUUCKNFFMatGdQkkm2sDXoZLiMmI/MK15aqSDk5qGyjza6aQSssmQwPeuR+IlnJf+E79Il3yRr5oX/dOT+ma9c1rQY7+NnQbZccVwl5b7WkgmUHqrIwyDWE1zJplJ2dz5U8G6PPqV5Ebi5jki88eXDan76+XhhIO3zsxAHTAPtXqdxaafcWQhkRZDGV2qwDBSO+D24Fcp/Zv/CK+Mr3T7Gz86xjmd2HV4+Ay9eowePetCw1J9V1S328XlwCEhcnCtg8n14xx1rweR83Kz0uey5kZeqfDywuppJYgYbaZiWSNCRuyOxORjGB9B6Vs6b8O7dvMSAT7APMCtM6k87gPlIzgHAzWfeeK9R0m4EMl5HbtGQ5KrlcKecj6f5NeleDta/tbSoLqSSG1kmyVDYCse5XvyvTp36UShzLmixqp0ktTztvhjPpWAs94pDeocE7duWHTPfjHI/OeTw/JZv5gvZLcDG5TboQ2FIyDx+Vdr4s8YDRRGlvG1xczyJFsRSdu71HOR0+uRWtNoL3cKrLZysrpuCbGU5xz/n2qPZ8yumP2lrpo8qttPeZv9BhinZRtD/ZsBQDnrnp04qvLpV5DqUkk+k2l0I1PMBADZA5ww69evHTrXsn9iy2OnwKBHGoON27cSO2cZ5wOvtWVeaPZKyBZIFaU4wrkN0yT3yMVlyuL0ZorS3Rwt7caOunwLf2uoac0TlftNrIXZMlssFJIOc46dCMdKj+Immm08N2SRanczpdhltdbYIWgbAK7wu0EbsjBxxweuRy/xG8dSeH/AB3o/hSxuVkF+0XlyQyoWwzYJIZSMdfQ8e9Vv2jrbUPsfh2y0SR5rmAPPdzfIPLiUABnG3aT2B4PFdMVde8zNtxd0edalrWraxdSQzu27zAybSdpG3kjjPbv/wDr9M+JFrp3g74K6NozXK2+u6vtvr0xNudbXeRk+m4ceuQT2yLXwd0Dw9faZp/ijWpsRaVBt1G2vItslxIQypsTGGDFeCvAw2ehrlPilqH/AAmHiSbVZrCKCdnWOG0TLJGkWdiDpnA/ix1J6c1WiK+LY9S+Ht5K3gvwrrcKCBl1WVo3AwZFTYuSeM87/wBa+pvhZIW0e/Bbcq30oA9Bn/P518zeC7aeH4UeG4ZFOLeeQMQhDCQlGOe5yDznHU19O/DPS7nSdDuYriJoi9yzqJBgkEDn3+tdGE/i6GFf+GddViPpVZfvVZXha91nkyJaKSlrMyFopKKCShSNRRWjOshkWqki1fK5qJoRUNFGeRWNq3hu21NjISYpf7y10jWvpURtWPQYqOUD57+J/wANNVsbga5plo19tXbdiBsyeWBw6oepHoPyrxWHxEZNY+0HTgFibeJlk2kAEYPIxyAe47193iyauak+Evhee4eZ9FtQ7nLKqlUz67QdoPvjmuKrhXKXNHQ3hVUVyyPkDUdNt/Et011ieOJc5aQqrcjtn+taa38uhqGtNNacRoqwYdcL6Hg9ex7YNfV//CrdDXIhsooUPBQLkH8DVqPwBpsX3YUH0QD+lc6wdS1uY1deDd7HyporXttJ9turRY5FKyRqWGMqQVP0yR+Vb93411K4GydBAgcKXgmwzDg8cZx09OlfSY8G2CjiBT+Apkng7TJMeZZRSY6b0BpfUalrc34C+sRvex82f8J5pqXEE9xpzyw7iQyz8Bi3pgHqO3pXRWt94b1dmnFnBbSyY3KQpcZBHTk9Mg44r2h/h34elb59FsWJ7tbof6VPD8PdEibKaXaRnOQVgQf0pxwc46XCWIT6Hyxrvwe8MeKtYtLuURsLML9nV8xhNrbsYBHy59vT3qzpvwlv7bVrmSfbr8d1P9ocxguJNoURxsOyjnuRjJPOK+rIfB+nQ8pbRIf9mMD+lX10eCNeuFH5VrHBvrIn6xbY+atL+Auo6pJc3uvGO4lmfKWochEGeBwRgDtjPHFdn/wzvpEttF5NrCs/R5ZGOcYPA4OefWvaYtOiTnFWFhVegrdYOn11M3iZdDiPA/w40/wtpqxSQR3Eu9mG8bwucdAR1+UflXZgFu1T+WPSlC46V1whGmrRRzyqOTuyJIznNTrSUoqzJ6jqdTKfUsgKKKKRJm0uajzTt1aHYO/Gim5pcmpELSUUZpiFpabk5OelLmmAtL1pM0UwDH40u3NFKKkAVduM8n8qeKbSigkcKUrnHek3Y5pVYN0oAWlpKWgli0tJS0CA/TNKKSikA8U6mrTqTIFopKKRJkrS0ynZrU7B340uTTMmlzSEOzRmm0UkIfSUlLVAKKXNIKKAHUtIKWkIVadTOe3HrThQIcKUAAk96QU5aQC0tJS0CFFLTRTqCQoopaQCr+tPpmadmkyRaKKKRBnfYZ/+ef6il+wz/wBz9RWtRS5mV7RmT9hn/ufqKPsM/wDzz/8AHhWtRRzMPaMyvsU/9z9RS/Ypv7n6itSijmYe0Zl/Ypv7n6ij7HN/c/UVqUU+Zh7Rmb9jl/u/qKPscv8Ac/UVpUUczD2jM5bWX+7+opfssv8Ad/UVoUUuZi9oyh9lk/u/qKX7NJ/d/UVeoo5mHOyl9nk/u/qKX7O/939RVyijmYc7Knkv/d/Wl8l/T9atUUczDnZW8l/Sl8pvSrFFHMxczK/kt6UeS3pViijmYczIBG3pTgjelS0UczFzMj2n0oqSilcVwooopCCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/9k=) | SJM 679 x086 1105 Plombe af bly/tin
Sammenrullet bly. Formentlig samenrullet tube af aluminium. Indstemplede bogstaver i cirkulær indramning: ..NHAVN (København?). Længde: 4,3 cm. |
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| SJM 679 x055 0807 Smykke eller dragttilbehør af kobberlegering
Bæltebeslag/bæltevedhæng med krog? Cirkulær plade med to nittehuller, diameter: 2 cm. I det ene hul sidder stadig en nitte. Måske oprindelig med ornamentik, nu helt bortslidt. Herfra udgår en krog, overgangen mellem plade og krog er profileret. Formentlig en afart af de bæltebeslag, som ofte findes med detektor. Nyere tid. |
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) | SJM 679 x072 1107 Tenvægt af bly/tin
Tenvægt? Meget stor, uregelmæssig og tung genstand. Skiveformet, med hul i midten. diameter: 4,5 cm. |
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) | SJM 679 x088 1107 Tenvægt af bly/tin
En stump sammenbøjet bly, med ornamentik i form af knopper. Mislykket tenvægt? Største mål: ca 2 cm. |
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) | SJM 679 x398 080705 Remende af kobberlegering
Formodet tungeformet remende. Let hvælvet på den ene side og her med rester af fortinning (fremgår ikke af foto). Slids i den tykke ende. |
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) | SJM 679 x397 0818 Bogspænde af kobberlegering
Bogspænde, fragment. |
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) | SJM 679 x396 0903 Mønt af sølv eller kobberholdigt sølv
Romersk denar. Fragmenteret, overfladen stærkt korroderet. Buste mod højre / Stående figur. |
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) | SJM 679 x395 0804 Lanse-/spydspids af kobberlegering
Formodet lanseøje fra fastgørelse af lanse til skaftet. |
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) | SJM 679 x394 0819 Anden genstand af kobberlegering
Vaseformet tenvægt |
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) | SJM 679 x276 0903 Mønt af sølv eller kobberholdigt sølv
Dirhem, fragment. |
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) | SJM 679 x297 0807 Smykke eller dragttilbehør af kobberlegering
Oval, tøndeormet perle. Organisk metriale i ullet (antagelig blot en rod, ikke snøre-materiale). |
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) | SJM 679 x296 0809 Rideudstyr eller tilbehør af kobberlegering
Sporepig i gennembrudt arbejde og med små knopper i "krydsene". |
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) | SJM 679 x299 0813 Sværd- eller knivgarniture af kobberlegering
Endedup til knivgreb. Båndfomet stykke tykt blik, der er klemt i form omkring grebet af træ. I midten jernrester fra knivanglen. |
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) | SJM 679 x294 080701 Fibula af kobberlegering
Fuglefibel, vendt mod venstre. |
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) | SJM 679 x293 080701 Fibula af kobberlegering
Emalejfibel med korsmotiv i grubeemaljeteknik. Kraftig slidt. |
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) | SJM 679 x295 0819 Anden genstand af kobberlegering
Svært støbt genstand af ukendt type, alder og funktion. Muligt maskelignende motiv med mandelformede øjne? Zigzag-ornementik ved kanterne mag "øjnene". Rester af fortinning. |
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) | SJM 679 x292 080701 Fibula af kobberlegering
Let hvælvet skivefibel med geometrisk udsmykning. På bagsiden rester af nåleanordning samt øsken. Kanten afgnavet, forsiden stort set dækket af korrosion. |
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8OQc9P7Gk/+PUUtO4Xl2P3/AKKXFJVDOX+Jmh3HiTwFrenWsfnXM1uwjiyP3hHIXJ9cY/Gvjux1i2t4f7P1W0urG8jd9scwKsrZJKuDzngV911598X/AIWWfxF8N3UccMcWsRoWtrrGG3f3SR1B/SuetS9orrclq7TPlm3U3V8ZQGjg8wlfLxmTAOfw7Vckt7aO8M2GiADErkZxzg+2D1+lcz4f1K+0vSLmO7kWO4inMLrIu5omB5wTzxjr0rT0fUvt8JXzFebJ3Zxu6nr+hryvdjoVKM2rla8vmhuRc2p89XVSMuVCZAyRnjH61burGFbhrvf5ZjQ4ZeeM8D34H6Cq00Khd77QI1UAr0U8YwO+ecn/APXS2999qhZW8thliZD90gqAMY9zVOTtZGKjG95MtTRyy2KXMUm6OU7yg52gnGBj3I9f1qSG7i0yGaBG82BhjaBli2Buz7cZ/Os62umWNbZZhcBGZWaNuEyTjB/CprO1gspndlVmM42HBPHfA9yTz2qby+0Pljf3TSjsn03S1kVwBJDuUSc/vOuOvTB/nVC2u4ZpHS0T52PzeZkY3d/049PSrGqapbx3CW+9WdiGwp3YY4C4H+e9ZIabTdTsYwGUyjbukYLlh26845GPrWcZ6+RtKnp5mzdadFpEMkcUiQyybVZ1xgAZJJyfeq+kxm1KzCY3E0gyWUDpzkj2/wAKo3WlvqWpfup5FlMhULI3Uc88D+6DWlNNBbS2qWsXm+WNwKD5nByNo4ye/wCVRezu+o7XXKuhWWxtNU1q6jnUl4SsnUnoDtUEnnO7GAOxrM8RNJZ/ZFmnZbV5MvtKnHPA+mRk1uiJI4/tV7ALeVYt7BGGDwDuJ6cAnpz9KwtU8u+W0dyyQ27qIsZO9eQPfpzz9TxTW3ZkyTb7o2vCekDxnNcR+U6wvsYyN8vzDkKuOcAgE+1fYfhHQYvDfh6zsIVCpEnRV2/p2rxn4D+DXk1q61GaFo7ZUR0Td8u4kk8dN3Ayfw9a9/Ir18FS5U59yZy5n6DcUm2n0qrXpEEUi/Ke1fk3/wAFaF/4vJ4VH/UBX/0omr9aZF+U8V+TP/BWpv8Ai9HhdMD/AJACEHv/AMfE/FRLYuB8HtnNfSvh3xX+09aaDp0Oj6T4pbTIraNLVovD+9TCEATDGE7htxg5Oa+am617zo3wq8cXWj2c0HxT8M2cEkKOlvL4zhjaJSvCld/ykDjHbGKhBO3U8k+Jd54o1Dxtqdx4yhuoPE0jqbyO9tvs8wbYMbo9q7fl29h60VX8daZfaP4q1Cz1HVLbWr2F9sl/Z3Yu4pjgcrKCd4xxn2orI0Wx/SiabtqQrSVoSRUjU9hTcUwPjf46fDPUfCPiy51VFEmm6hM8itGMAEkHBA7gV5XpdrcrqTXTSokduM/L12njA9TX6EeJPDen+LNJl07U4BcWsmCVyVII6EEcg18j/F74R6n4FvryWygmm0bI8q6YZ+8CcNjuCO/9a83EUbfvImkZfZOX+1W2rW5QW7R7l8x5lflx/CMcemKbqGh+RcTLb3Ifd85MYzhc8gg96w9NvnsrFTOkayj5Q6d8nr1471ej1aS31iJnYzpn7owQ2RwefQE8VxJu9kyOVWu0WbeISRqC3kSblWTy+AoPTb6f/Xpl9Klndxsj7Ily/wAxJ24ByP8A9XrV68ihjsopxKrMxLlG4DHGM/TArmb+C4WS3baVKsTGevBzyc47VXNJuzM3TjGN1rc19OtjHeLfsm9N+Vkb5mJHGW546jjtg1S1RDJqrw3sjMm9pEkYD5PQe3XrVqx15L5oAu6MblWTAOAxOMqMcgjvVfWLUSagiNctatJhk2AnGV5wT7UndvVAn7rcXqTpdytBHKjjycnO7cWCquSQeO9XbaOS+ubK9Vv31ufmU5AkUd/xzx6cU1tJ8nw3HHGytGzuWBfBIYjBz+f6VctNcsBJZxJbyOGXG9M7FYDIOc9cgDA7mo026lapXtoV1vri8u7eFIj5qys8hD7Qi8Buep547DpXS+E/C+mavBZK0jz6zLKyC2YAohP3uT1GO47cVnR2Nz9sMsceV6yYDckHHAFekfB3wJFqGqWd+rtBcQyiV9yNwiPyo5GCxO0k54BGKqnByko9xuaPefDeg2/hvSYrK3UKq8sfVj1NaeKcFpyrX0aSirIxGbaeq0/bTgtFwIZB8hr8j/8AgrRIT8dPDidl8PRfrc3FfrnJ901+Rf8AwVmI/wCF8aAuOnh+HnP/AE8XFTLYuG58LtjdXrem/DX4X3Om20118X0s7qSJXlt/+Eeun8piuSm4cHB4yPSvJHxmvV9Nm+B4sbcX1p48e88tfPMFxZLHvwN20FCcZzjPbFSrFyv0PNvFWm6dpPiC9tNI1Ua5psT7YNQWBoBOuPvbG5X6H0or09rj4CKv/Hj8QSf+vuy/+N0VNl3DmfY/oNxSU+kxSAj203BqWmkU7gRbTUN1axXkEkE8azQyKVeNxlWB6girW2mlaoR8T/F3wN/whXiK70+ONvssmHtWkAxj+Ebsc8cZ55BrziayaSFZJFZmBOTGcn0r9APG/hC08a+HLvS7uNG8xD5buoOx+x/Pr7Zr428S+E73wbrVxo2p2pgfC+VI2GDAjOVOenB/L1FeRXo8j5o7Gqk7WOU0fVVa8UXLMZ7basQ+UqV5yMdc49ezGr+vPEzSK7K08kmeCcDOMY7enT8q5u4A3vNBbeYYWzkHp3HJ7Hin29wNSmHmj7O7j5lyMnJxj65Irmv0I5bajNJzZ60rXPH7xcFFO0twQcng/wD6vWtVtaW815oY8yLI21Sceo6H8O1J4seKW1gjV2EvlqUSPHI2/wAyf51xzTf2TqEF5BchLphuTjI4YAryeMdPTjjtWvNza9jLk5dO+p6Lq8jWWn3eJCIGiUAE8oCO+fx4o8KWpQ2qxQItkqs24kkc46fU+nvVK4ZtaV1giZ2CgeWoJUZIAwffB9+K9A+HPgeW81i1tLW5SZYy4/cqx25B7n05xyeSayinexcrSj7p0/hDRb3XNWEXlSNFbnDYUfvs5ITnpyMknpgD3r6H8P6DBodjHFFGqSFR5hUYyfQewqr4S8IweG7c4VTcNncy9APT37c10ix17FCj7Nc0tzPZWRGqVKqU9Vpdprp5h2GbaXbTmUikpXEQzfdNfkN/wVk/5L9oY/6l6D/0ouK/Xqb7pr8h/wDgrFGf+F+6I+Dj/hHoBn/t4uKb2KhufDLda9bs/jd4fs7GCBvg/wCDbiSNFRp5Be7nIGCxxcdT14ryZvvDFfRWmfFD9oCHTbSKz8OXT2kcSrER4Ot3BTaApz9m54xz3pRuOfQ+f/FGsQa9r15qFtpdrosNw+9bCx3+TD/spvZmx9SaKteOtQ1rVvFmp3fiGBrbWppi91E9qtsVfuPKVVCfQAUVkaH9KtFFFFyApu2nUVQxlFPpNtAEbD2rm/HHgPSfiBo0mn6rb7geYrhABLC2QQyN2PA+tdPikxRvoxHx342/Zu8U6DCRZeXrOnhmYSQczKB93epHfvjOOea8e1PwrqmhahDFe2UluwbeBdR7UK4PXPUEE/8A1q/SXaD2qve6TZ6lH5d5aQXUfTbPErj8iK454aD+HQfNI/NuPUFm8QxBvLyxXcsmPlzk4yOv+eat/wBkW1xrF0+/yY9hj8mPAYtwNwPGD05HWvsfx1+zP4W8Vebc6cp0DU358+2UNGT/ALUZ4/LFch/wyrcSXVvDNqlu9gr7pJFBWZxjoRt6cDgMOnUVzyw84/CJyvujy/4V/D3UPHF2WtZle1wobcsiiNhyCTjjpjnrmvqnwP8AD+x8F6bDFDEjXmz97MO7HqF9BmtXwf4L03wRo6afpsQSMfM7d2buea3PLFdlGlGmrvcnfVldY/apRHUgUClroch7DdtG2nUVNxDDzUVS1GetWhMim+6a/IH/AIKvH/jILSRk/wDIAg/9HT1+v033TX4+/wDBVt937Q+mj00G3H/kaerexUNz4kb73FfRWmeB/jidMtjafECKG1MSmOIeOrZNiYGBt+0fLgY47Yr51YfNXsNn8G/Ak9rBLL8afD9vJIgZojp1+ShIBKn9z1BOPwqEVP8ArS55l44t9Ws/Fepwa7e/2jq8cxS5uhdrd+Y47+arMH+oJor0q7+DHgKO3lkT40+H5nRSyxjTb4Fjg4A/dd+PzoqXoNST/wCGP6C6KKKkQUUUUxBRRRVDCiiigAooooAKKKKBBRSZo3CkJi0UUUhBRRRSAYajbrUrVG45rRCZBN901+PP/BVhgf2irHBzjQrfPt+9mr9hrj7hr8cv+CqDbv2kIh6aLbf+hSVUtkVDc+MGI3c9M16/a2vwFa2iNxqPxAE+0b/LsrLbuxzjMvTrXkK7VkBdSyg8qDgkV67b/F7wDDbRxv8ABfQZnVADIdUvwWOOT/rqlWRUk+h5X4lXSV1y+GhPeSaR5rfZWv1VZzHnjeFJUN9Diik8R6haatrl9eWOmxaRaTTNJFYQu7pApPCKzksQPUkmioLP6YKK4dfjb8PmGR458Nke2r2//wAXUkfxn8BS/c8a+HX/AN3VYD/7PT0IO0pM1xv/AAuDwO2ceMvD528n/iaQcf8Aj9K3xc8E4/5G/Qfw1KH/AOKphqdhupu4etci3xW8Fo2G8W6Greh1KH2/2vcfnQvxV8GNnHizQzj01GH/AOKp6E6nX7h60u6uQ/4Wp4N/6GvRP/BjD/8AFU7/AIWj4P8A+hq0X/wYQ/8AxVGgjrt1GRXKr8TPCbYx4o0c56f6fF/8VTh8SvCrDI8S6QR6/bov/iqRWp1G6k3VzH/CyfCrKSPEukY/6/ov/iqT/hY/hZl3f8JJpJXOM/bYsf8AoVMWp0xYUnmCuYPxI8K8n/hJNJx/1/Rf/FUL8SPC0nC+I9JbjPF7Gf8A2anZCOoDCnA1zDfELwyrbW8QaWrehvI8/wDoVKvxD8MdvEOl/wDgZH/8V7iloGvY6iiuZ/4WJ4Yxn/hIdK/8DY//AIqlb4ieGf8AoYNL/wDAyP8A+KqbDszoieajY81zx+I3hjj/AIqLS/8AwMj/APiqY3xF8MKMnxDpYH/X5H/jVKwtexu3B+U/Svxt/wCCpUhb9pQg9F0i2A/NzX61XfxK8LLGxPiPSgP+v2P/AOKr8e/+ClniCw8QftJXE2nXkF9AumWqebbSK65AYkZHHeqk1ZDhe7Pk9mO/PUk19AWvxf8AizDaxJF4H0to1RQrf8IVakkYABz5HPavn0sS4x1zX1Db+Ev2k5LWNl8a6h5TICg/4Te3GBjjj7TSi30/MKlutvmfN3irUL7VvEWpXup26WmoT3DyXEEdutuqSEncojUAJg/wgDFFet63+y/8TNY1O6vr1tMv7y4kMs11c+I7FpZXY5ZmJnJJJzyTRU8rK9pHueUyX06uVZmVgcEEkEGnJqU21gHJ465PFauueB7zRfBnhvxNNcxSW2uvdJDEu7zEMDqrFsjHJYYwT0OaveKvhrfeE9R8M2Fxc28smvafaalC8e7aiXHKK2R1HfGRWocyObGrTqu0SMB9aadUmbrI3512lr8FtWuvjXN8NEvLMavHqMmm/amL+RvQkFuF3Y+X0rC8FeAb7x1PrkVnPbwnSNLudVmM5I3RwruZVwD8x7Z496A5kZc+qzuwJlY/Kv8AF7YqNtSmHAlYg8nmtvT/AIf3+q/DvWfF8U0CWGk3dtZTRMW8x3mEhUrxjAEZzkjqOtQaj4FvdN8A6N4skngaw1S8ubKKFS3mq8Cxs5YYxg+auMEng8CkO6Mn+0p+0jc+9N/tOcn/AFrfnWt4q8D33hK38OT3csEi65pyalbiFiSkbSSRgPkDDZiJwM8Ec1uXnwV1qx+M8Xw0kurI63JqEWnC4V3+ziRyoBzt3bfmH8OfagOZHGNqk/H71vzp0erzxnIlb862vDHw51Lxb4m1TQ7Sa3ju9Ptby7laZmCFbaJ5HC4BJJEZA46kZx1qHR/Aeoaz4R8ReIYZIY7PQzbLcRyEiR/PZlTYMYP3STkjj1pBzIyl1Sdc4lcD60Nq9wf+WzgDoNxrXuPAOoW3w7tPGTSwf2Xc6lJpiRbj5vmJGshbGMbcOBnOcg8VF4k8C6h4X0Hwzq11LA9t4gtZLy1WJiXVEmeEhwQMHdGTwTwR9KA5kZjatcNwZWx9eKZ/aU3/AD1b866bVvhPrGkePtG8Iyz2ralqy2LwSI7eUPtccbxhiVBGBKu7jgg4zTfD/wALNX8S/EO88G2k9oNTtTeB5ZHYQn7NHJJJghSeRE2OOSRnFIOZb3ObGqT5z5rfnS/2pP8A89W/OtXwr4D1DxdpXibULOWCOHw/YDULpZmYM8fmxxYTAOW3SKecDAPNNj8D37/D6bxgJYP7Mj1NNKMe4+b5rRNIDjGNu1TznOccUh3Rmf2pP/z1b86G1af/AJ6ufxrU1vwLqGg+EvDfiK4kgax177QbVY2YyL5MgjfeCMDk8YJ/CrniH4Z6r4f1/wAPaRcyWrXOt2Vne2zRMdoS5UNGHJAwwDDOM/jRqHMjnm1S4PDSPkcck0HU5yMecxx7muq074Q61qnxXufh/HPaf21DeXFi0zO3keZDv3kNt3Y+Q4O306Vl+EfAWo+MofEEllJAi6LpsmqXPnMRuiRkUhcA5bLjg4HB5o1DmRiHUJu8jH8agkmZ+Scmugt/AuoXXgC+8XpJANMs9Rh02SMsfNMskckikDGNuI2zznJHFM8VeBtR8I6X4d1C9aFoNesf7QtfKYlhH5rxYYEDB3Rt68Ypaj5lc50tS+Y3Zj+dM3UlSUSec394mio80UgPZPiAx/4UH8Ks9PP1fH/f6Gm/Erx3o/iLxF8Orqxu/Nh0nQtMsrt/LZfLlhH7wYI5x6gEH3oorZmMVf8AE6XS/il4dtf2xJ/G8moY8Mt4huL0X3kuf3Lu5V9m3d0I4xmuN+DfjLTPCt941fUbv7Kuo+GtR0+2Oxm8yaVAET5QcZPc8DvRRSux8qOg8IXCH9lX4hIAPMXX9LbPc5SfA/Q1zniLxfpeofAjwb4fhuQ2rWGsalc3Ntsb93HKlsI23YwclH4Bz8vPbJRQ2Slq/X9BvxU8XaX4isfh1Fp91550rw7DY3Y2sPKmW4ndl56/K6nI45rtdR+Jvh67/bKtfGq6kjeHF8Q2141/5b7RCrJufbt3cAHjGeOlFFRzMrkWxQ+BN5DffFDxvcxOXjm8Pa9JEw43A2kxB59q5rwT4q0rTfg98SNHvLtYtT1N9OaytyrEy+XLIZCCBgYDDqe/FFFO+iEldteg6/8AF2nT/s6aZ4cF6ratD4knvWtNpysLW0SB84xgsrDGc8Gm/FHxZpWveAfhdY2F2J7vSdHmtr2LawMMjXk7hTkc5VlPGeCPpRRSuUoo6/UvFGmeLv2ofAN/pF2t5ZiXw9b+YoYASRQ20ci/MAeHVh+FVvBPirSvBv7TniPVNYvFsbBJtbhMzhmG+SC5jQcAnl3UfjRRVc2lyOVX5fI5j4U+K9K8P+EPifa392tvc6roK2llGysTNL9rt3KjAOPlRjyR0qKHxRpi/s83Ph/7Wv8Aa7+J474WuDnyRaum/OMY3Njrmiio5mXyrcd448Vabq3wi+GukWt0kuoaWNQF3AqkGLzLgMmSRg5AzwTXZfGLULfT/iV8LLm6kWG2t/DegSSvg4RRDGSePbmiirUtLkOOqXqR+GfiBoFj+1pqXiqfUo10CTWNRuUvirFTHIJtjYxnncvbvXMfB3xXpXh2y+I6aldpbPqXhm4srNWBPmztNCyoMDglVY84HFFFRzMvkRFp/inTIf2d9b0BrtBq8/iSzvI7Ug7mhS2uFZ84xgM6jrnmtH46Nu8EfB8enhf/ANvbr2ooqr3TFa0l8zx6iiioNAooooGf/9k=) | SJM 679 x291 080701 Fibula af kobberlegering
Næbfibel, fragment bestående af den yderste del af foden.
Nærliggende x169 og x211 mangler foden, uden at der er sikkert pas mellem fragmenterne. |
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HUkDGOcD9PzrEk09WbY7CPljhsbcjoc/wCRms1damt09DjLfSVLIssvzPIDsb+HII4z6VqWOlxXEM6ps8tG3DGCwBBxz/KtKS0lt5CeUkX7mDkfUGmaVoM0EIYuIyzgNt4Vlx3JzznH5dK20aMW2jT0XR5JFaKQNNKBkux+UYbgA4IHoef5U6w8L3MGoSXBeEbSTsBLFiW6Lxz/AHue9bGkxyRmVhbySInA2MCPr164OffHr160f2dFawKiM13t3ySMMKvYDOfRh+VQ7k8yMPRfBDSLIzBFEin5eT1PXj3z+daGm+G7qBcRxQmRtxL9M5x09z6102lW9tHbh/MjlU4yQfl6Yx9P/wBdacM8TXKIqBIgxCsxxkjqAB7D1qo3Jucjrfh9GVLuPdMz7pZpFGcMTgKBxkkkY9vTiqun/CePWbwJNG0Nr5gBDSEmTDEk9cZ4zmvRZLZZLZyFVELDB9q6XS7OJbiJELOY/mJz3JPP/wBYenattIom7ZUXSreztryC2iSIK0MfQgZBCgfh6f8A162b/T49RWFp03MuxmAbg4Pf/Pem6ofMuN6jmS8UYY91XLH8+P8AgPvWiqxLbwkksqjZuJ7Djkn2FZx1VynofGfjK6e3/aI1/UJ4We1s2iKohAztjC7c9gW4+h+lfoz8C7x7rwa1s8SCGJ8AryhLDLKPpnBz3z1r889UvoZvjp4iuZ7cz20d8plhxlXVTtwfYlsn6e+a+3v2T9EurXQPEOr3ck6TareRzSWkk6yrC4hUHaVOORt6eldmD+NGdZat+h7rxwBwO1Qz/cP0qXyxuz0P1qKf/VtXuHMfkL/wVUbd8eNFHpoUX/o+avlv4U2+sXPirZoei6Zr175Dn7Jq0cbw7eMtiRgMj655r6g/4KoMf+F/aUuP+YFD/wCjpq+R/CkegyasF8Rz6jbabsOZNMiSSbd24dlGOveubqbS2PYPGfwt+I/je1t7d/AvhrRxA5fzNINnbO+RjDES8j2orzLxpF4Lht7X/hFL7XbmcsfPGrW8UShccFSjtk59aKHbqQlK2j/A/pC2mnbaWlxQByHxU0r+1fBd6B9+DbOp/wB08/oTXyZ4gswIpIz8seSznrgYHT8v1r7gkjWSNkdQyMMFT0Ir5y+LXwkuNFkl1PT45LjTFGSqcmIZ5B749/bmuDE03L3kb05JaM+fdcje5Yl41KRsCoUcAevTsf51zt1ujhG6RlkKhlzzn349811/iSMwQ7Nw34z1z8v+GcVyd5CGVGkPzqu3A4y3+HBryn2OlIydWwwicuxeL53ZAAPQj68CsXVNPW7bzYZt0wx8rMASea2ppXspjHJC21jzu56+n1FV5YBI29vm29D6cY/z9KjVblWOcMV1/q5Yxj1wCcn37gYrYtNPkVcovI+6oUAgnp/OrttYpNdKHMkQkIXjAC/7X+fWtFLbzMiCUytEQCzrkk+vGKLj0NCB7WaGLEaW5jj+dygUZHHI7/XFSaDYrqviC2tR+8t22nEePu4zwP8Ae/DFV9Ls9l032hXu0YGPa+CMnoAO+PQ1o2tu9rqjXlun2OdcpHkclTgHGCAMhiMU1a5lJO1kdJ448OM1wl5bGOB0QfuIWGJFU8jA9MD8+3SooZirQKLNpQy8v94D6kDj6VLa2IlVbqQtNIS2Gf5wuSCB/X61uQsDGkZk6Hdux0Oc9M85wKtTa8zGNN21ZAkapG08isSrERQhTkHPB/r+Famhn7OrTyurszgJzjafb+fHrVOULI4G/Cj5Rzxj/Oa5m81mZPEFvb2cZmRTlljBLcg4wBSlLmNUrHdR3C3ccRVuPNmkOB93PC5/M1qMw2owfIAGRjGcdelY+g2ckrw2zAp5KZdW43d+OPXPJ64pV1eJtRubZHCtGh+XPXB5OPTpzWqklGxDjdnzXoOiza58UvFaq4iu5p5IYoSPnmc/dAx15UV+kPwx0OTQ/BGmW0tp9in8vdLCR8wY+vJ56V8OfC/woNS+NVjCEklE17vufs65OC4ycjBHGcnsDX6LGMV6OBSs5nNXvz26FNkqCaP5CMVfaOopo/lNetcxufjt/wAFUht/aC0wYwRocP8A6Omr5h+EseuP4qI0AaKb7yG/5Dv2X7PtyM/8fPybumO/XHevqD/gqoD/AMNFWQ7LocH/AKNlr5K8Gv4ci1gt4ot9TudN8s/u9Jljjl35GOXVht69vSsOpu9Udt8bE8XLp+mDxIPCoj81/J/4R7+z9+7Azv8AsvOPTdxRXMeOpPBFxDa/8IhZa/ayhm8/+2LiGVSvG3Z5aLg9c59qKiW4o6I/pDxS0UUwEpGQMpBGQexp1FAj5++LH7O8t2s+qeF3zJnc+lv/ABDv5bE8eu0/n0FfM3iTwjqmgaqbPULGS3aM7gsgZWHToCMjke45GPSv0aqC8sbbUITFdW8VxE3WOVAyn8DXHUw0Ju60No1XHQ/L3UIAdjOijgMG5JAFRJpz/KyqCq9CTx1A/HrX6R3Xwr8H3cm+Xw1pbt/16oB+QGKIvhX4OhYMnhfSQQcgmzQ4PtxXP9Tf8xXtvI/PCx0SW4LApNG2MBmyvYnuvsOfr7Vcv/Csn2GISedvRw+FAbOB/EPunqRz+PWv0bPh3SmshaHTLM2g6QGBdnr93GKpXngPw5qEfl3Gg6dIuMc2qf4VTwata5l7Wdz87NHU29nLKMq1uwZj0ZT1LjIwQeBt9M/UdhFG1yqyFo22opRsbVYYOSPrxgZ7V9rQ/CnwbAxKeGNKG4YObRCMD2IrftdHsrNVW2tILdVGAsUaqAPwFQsE+sjZ1/I+H7PSr26zFb2dxOcceTEzZxjoefaut0r4c+Jrz5v7BvkjwGDPCVz7AHH0/wD1V9eCNV4AwPSnBfatlg4dWZe1kfLDfCHxTNsC6K2JOmXUFc565P8AnNQaf+zz4o0iaW8tNNja5kGN73KblOeoBOO5NfWG2jFUsLTXchzlLc+b9J+Dni+HT3he0jRxHsVprpS7ZJzkrkemOO5qro/7NXiL+1HvNRutPG4ELtkZioP/AAD8OtfTW2k21X1ale9hc0kuW55T4E+Bdr4J1SG/jvFLo+8xwwBA3DDk55+91r1DFTbaYyV1QjGCtEixCVqKVflNWDUcg+U1smSz8cP+Cq3H7R1oPTQ7f/0ZLXzN8H5Nbh8VSPoOuaPoF99nb/StakhSErlcqDKrLuPHbPBr6d/4KpwtJ+0lb7VLf8SO3PA9HlJ/Svk/wPceHrbWJX8SaLqGuWAhIFvp14LaQPkYYsY3yOvGO45qeps9Ynqnjr4qfErwJDavJ438M6z9oZlC6KtjdGPGPvhYvlBzx9KK80+Id74PvIbMeF/Der6BIpbz21PUVuhIONoUCJNuOfXrRUuTvuTGEWtj+j6iiikUFFFFIQUUUUgCiiigAooopgJijFLRQFhMZpaKKBBRRRSGFFFFIQUjUtI1MRFIO9RS/dqWTtUUp+U/StYks/HD/gqlIw/aSiAY8aLbf+hSV80fB3UNX03xVNNovjOz8DXf2ZgdRvZpI0ddy5jyiOcng4xj5a+kf+Cp7bv2l8emj2v85K+Xvh1JpseuSnU/Cdx4xt/JIFjbXMkDK2R8+6ME4HIxjvS6mr+E6n44a34j1a30pdd+JOn+PkRpDFHYXEsv2Y4XJbfGmN3HTPSitDVfFPgDRRH/AGh8Fbyx8zOz7Rrl1Hux1xlBntRSa11YoyaWi/I/oIopN1JupAOopm73o3j1oAfRTd1OzSAKKKKBhRSFgKZuHrTESUVHuHrS7vegVx9FJuo3UDFopu6mlhQK5JRUXmCnBs96VhD6DSZoY0gI5Kgm+6aneoJj8hrWJLPxm/4KkOZP2m5V/u6Tagf+PH+tfN/wlvptP8RXEkHjx/h+xtyDqMf2jMnzL+7/AHALc9eePlr6I/4Kgybv2n70f3dMtR/46a+dvhTb3Fxr1wIPAn/CfkQHOn7LlvKG4fvP3DBvbnj5qXU1fwmj8ZtUudQXSxP8UJPiMFMmFk+1/wCi/d5/fqPvf7P93ntRUfxgt7iFtNFx8Mx8PM+Zj5LtftX3f+e7N93/AGf73Paioe5Udj9WR/wVW+DuP+PXxGP+3KL/AOO0f8PVPg53t/Ef/gDH/wDHa/H/APsvUDdPbC0uPPSMytF5Z3KgXcWIxnG3nPpzULxXC2sc5ikEEjMiTFTtZhjIB7kZH5itbE2R+w7f8FUvg0px5PiLPtYx/wDxynN/wVR+C64yviDkZ4sEOPb/AFlfjtJp98txNA1rOs8Cl5YjGQ0ajqWGOAPeqzw3CxxSmKQRykrG5U4cjqAe+Mj86LBZH7Lw/wDBUz4Kytjfryf71go7Z/v0v/D074J5wZde/wDBeP8A4uvxs8m+X7RA0M+bfLTRlT+7wcEsO2Ccc+tRrHdL5L+VJ++/1RKHD8449eeOKLBZH7Nr/wAFTfgkzY8/Xf8AwXf/AGdSf8PRvgkSQbzWhj104/8AxVfjAtvcsZx5Mg8jmX5D+75x83pzxz3pDDc74QIZMzDMQ2n5+cfL68gjilYeh+0K/wDBUL4ISOq/b9YG44+bTmwP1pn/AA9C+B//AEENY/8ABc3+Nfi6qzfO3luRGfnODhecc+nNPMNwJkQQyFpeY12nLgnAI9aBWR+0P/D0L4Hf9BLVv/Ba3+NL/wAPQvgbgZ1PVh/3DX/xr8V8SlGba2xTgnHAz60oinaVEEUhdxlV2nJHqKA5UftUP+CoHwL76xqg/wC4bJTz/wAFPfgXx/xOtTwe/wDZslfif+8KlwrbFIBbHAJ6DP4H8qf5czMI/Lk343BQpzjGc4+lIOVH7V/8PPPgZyP7Z1L/AMF0lI3/AAU8+BoXP9sal/4LpM1+KJaTbv2tszjdjjPpS7ZvM2eW+7bu24OcYzn8uaA5UftYv/BT34F4Oda1If8AcNl/wpw/4KefArvreo/+C2X/AAr8Tt0nlh8NszgNjjPpTtkyuUKOHUbiu05AxnP5Urj5Uftj/wAPPvgSP+Y5qX/gtl/wpW/4Ke/Apumuaif+4bL/AIV+JR37A5VtpOA2OCfSgrMrMuxwy8sMHI+tIOVH7Y/8PPPgV/0G9RH/AHDZf8KrXH/BT74GFWA1jUif+wbJ/hX4r/vNqsVba3AOOtDRyhnBRgU++MH5ecc+lO7Dkie+ftsfGXQPjj8c7/xP4Zlmm0mS0t4I3uIjGxZEw3yn3ry/4azacmtXDan4vvvBsPknbeafbSTvI24fIQjqQOpzntXHSblxuBGRkZ7imM3pU3KtpY9t1jSfh5ryxf2l8YNa1FoydhudDmk25xnG6bjpRXiXOM9qKL+RPJ5n3Be/Bf4lTfHLX9UHw48YnTZvDM9rHdf8I7ebHmOk+UEz5XLb/l+vFcBqv7PXxXm+CvhPTU+F3jZtQttc1CeW2Hhy83xxvFahWI8rgEo2P900UU+dkqC0PQdT+BvxMvPjN8XNSi+HXi9rHUNE1CK0uG0C7CTuyIFVCY/mJIOAOTiuH1X9nr4qTfDT4a2afC/xo13Y6jfyXUI8O3m6FWkgKlh5fAIU4+hooo52JRR1Oq/An4mzfEr463qfDbxg1pqtnfpYTDw9dlbpnvYmURny/mJUEjHYGsWT4AfFR9J+CkS/DHxl5mmSSm9U+H7v/R86gzjzP3fy/LhuexzRRRzsOVf16Ft/gH8UkuvjuD8M/GRGqqwsSPD92RdH+0on/dny/m+UFuOwzVnT/gP8T4/FXwCnf4aeMFh0mG3W/kPh+7xakalM5En7v5cIVbnsQaKKOdhyL+vQxLD9n34qJ4T+MVu3wv8AGQm1Ke2azRvD14GnC3m4lB5fzYXnjtXX2nwF+JEPxa+BV6fhv4uFlp2maal9cf2DdbLV1nlZ1lPl4QjIJDYwCKKKOZg4L+vQ8/0r9nX4rw/Cr4iWb/C3xot7eanp720DeHbzfKitcFmQeXyBuXJHTI9a77RfgX8TI/jl8LtQk+G3i5NPsdAsYLq5bQLry4ZFtWVldvLwpBOCDyDRRS52Dgnc8+0n9m/4sw/AnxRZt8LfGQ1CfxBYSx2reHrvzXjWG6DOq+XkqC6gkdCw9RXoNj8B/iVb/HvQNRPw28WNpsfhe3t5Lk6BdCKOUaSIyhby8bg/y465460UU+Zg4p3PO4v2cfiwP2fLvTv+FWeNBqbeJ4rgWv8Awjt55xiFtIu/b5eduTjPTJr0BvgF8TG+M0t6Phv4s+wjwT9kW4Og3Xl+f/Yvl+Xu8vG/zPk29d3HWiikpMHFHn91+zj8WG/Z703TV+FnjQ6mvie4uGtR4evPNERtoVDlfLyFJBGemQa9A1r4C/EyT41+O7+P4beLXsbjwpPbQXC6DdGOWY6ciBFYR4ZtwK4HORiiijmYcq/r1PPtS/Zx+LMnwL8K6cvwr8aNqEPiC/nltx4eu/NSNobUKzL5eQpKsATwdp9K9B8T/AL4mS/Fn4x3kXw28WSWd9ok8NnMmhXTR3DkwYWNhHhmOG4HoaKKOZg4q/8AXc4rUP2c/itJ8N/hfaL8LvGZubPUb57qEeHrvfCrSwlS48vKghTjPXBrqfEXwB+Js3i/4/zxfDTxdJDqcUq6fImgXW26zqELjyj5fz/KC3y54BPSiijmYcq/r1OG+L/7Nvxa1LR/h2ll8K/GlzJa+G4oLhbfw9duYpRPOSj4j+VsMDg84Irzb/hln405/wCSQ+PP/CZvf/jVFFTJ6mkNIoP+GWfjT/0SHx5/4TN7/wDGqKKKVyz/2Q==) | SJM 679 x290 080701 Fibula af kobberlegering
Kort ligearmet fibel, fragmenteret. |
![](data:image/jpeg;base64,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) | SJM 679 x289 080701 Fibula af kobberlegering
Kort ligearmet fibel, hel. |
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) | SJM 679 x288 080701 Fibula af kobberlegering
Fragment bestående af hovedpalden fra korsformet fibel. |
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) | SJM 679 x287 080701 Fibula af kobberlegering
Korsformet fibel, foden afbrudt. På bagsiden rester af dobbelt nålefæste med lidt rustspor fra jernnål. |
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) | SJM 679 x286 080701 Fibula af kobberlegering
Korsformet fibel, noget af foden afbrudt. På bagsiden rester af nåleanordning, nålefæstet i form af en enkelt flig med rustspor fra jernnål. |
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) | SJM 679 x285 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt, ubestemt. |
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) | SJM 679 x283 0903 Mønt af sølv eller kobberholdigt sølv
Romersk denar. |
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) | SJM 679 x282 0903 Mønt af sølv eller kobberholdigt sølv
Romersk denar. |
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) | SJM 679 x027 080701 Fibula af kobberlegering
Fragment af Råhedefibel. Med punktcirkelornamentik. Rest af nålefæste på bagsiden. Mål: 1,2x1 cm. |
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) | SJM 679 x174 0903 Mønt af sølv eller kobberholdigt sølv
Longcross |
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) | SJM 679 x097 0903 Mønt af sølv eller kobberholdigt sølv
Mønt med prægerester på begge sider. "Gyldent" metal (messing?) skimtes på begge sider. |
![](data:image/jpeg;base64,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) | SJM 679 x099 089599
Fragment af hængslet ophæng, måske til rasleblik? Største mål: 1,4 cm. |
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) | SJM 679 x100 1105 Plombe af bly/tin
Plombe. Bly. Slidt overflade, men på den ene side anes bogstavet F. Største mål: 2,5 cm. |
![](data:image/jpeg;base64,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) | SJM 679 x101 080701 Fibula af kobberlegering
Fragment af korsformet fibel. Største mål: 3,6 cm. |
![](data:image/jpeg;base64,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) | SJM 679 x102 080701 Fibula af kobberlegering
Fragment af korsformet fibel. Største mål: 2 cm. |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigArxX9s9tv7L/xDOcY00/+hrXtVeJftqf8mt/EXP8A0DT/AOhrWtL+JH1Jlsz8VPh5qDWfjKKWO8vrMrEymbT9Lj1GUe3lSMq4988VrePPip4givtR0mPU7i602RPLP2/Q7aynZWT5gUTfs6nBD5xg8ZxWf8LUnl8bJ9nt9TuJPJf93pGrx6ZN2/5bOjgD1GOfas/4rLND44vRPBqFtMPKJj1TUk1G4HyD706Kob24GBgdq9S+hzaXPQPhv8eG+Hnwf1HSbHU9Vj8RLfySWEMMzJawxyQhJJWGcFh821cfeYMfu4PhV5I0iMgPzSOBViNgquhPPI/lVGOQ7txGT1+hxWcpNpIqMUncmWIybQTwqkZPc85/U1NGu2QDuUNDJtkPPB/qKX/l4A70krFEM2BvPtRSTHhh9AfzopDR/SvRRRXmGwUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeJftqkr+y38RCvX+zT/6Gle214l+2rkfstfEUr1/s04/77WtaXxx9SZbM/EnwGun/wDCTIdTTRJrYRvldfluY7Yntk2zCTPpzj1qf4neJdHdpNL0rw54XgdGRv7W0K41CQNxkqv2idhjnBymcjg9zB8O7hrXxPHcvdfYwFdA/wDY8WqEZH/PGX5f+BdRVX4jTfavFV9MZzdBvLHmNpcem5/drz5Efyr07devevS1sc/2jlIl5kJPOOaZt2qpBzz+tWdpZiQnGKhZgqsD/ezWZRJFIHdh1IFSc/avTpms+xk3XTDPGDWg335COv8A9amndAQyD9f6Cillx8p98UUAf0q0UUV5Z0BRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAV4j+2sN37LPxGHHOmHqcfxrXt1eI/trY/wCGWfiMScD+zD/6GtaU/jj6ky2PxX+FEd43ioJY2uuXk4ViE8P34s7nGOSJCj4XpkY59a1/iNfeGY9S1KHWtA8YL4m2DM2reIIJ2V/LHltIPsgZwAV43AkcZFcx4CW2bxFFFeWui3cbRuxj1+5mgthxwS0Lo270Gcc1Q8eLBb+KL1baDSreABcQ6JPLNaDKrnY8ru598sec44r1L6HNbU9x+GEuu/8ACjbO48K/aIri31S+TVIljV9MnthBCxbUWJGxNrOqbtwJVtu1uT8yXj/NIp4P096luJvJVwG4PP1FZzStcTDGTk4FZTndJFxjZtlrTYz5jOB+NXJWO0nnNRwL5MAVevBIPfio57glUXadx4HPvSWiHuwvGZoQvXJ4opqK7R5k4PailuM/pfooorzjYKKKKACiiigAooooAKKSqWr63YaBYteajdxWdspwZJWwM+g9TQBeorirD4x+E9SvFtodT/eO4RN0LqHJ6YyP54rs2kVBlmCj3NOzDYdRRRSAKKKKACvEP22JGh/ZX+I7pjcNMOMjP8a17fXh/wC20M/sr/EfjP8AxLOn/bRK0p/GiZbH4b/DvWU0nxct5c6hDYBUbE9zo8Wqru7fuZQVJ/2uorU+I8+g6kbjVLTxCNQ1SVkVrS38PR6XCFC4yFjbYvAHRRkkk80fCAaovjdDpP8AwkRuxDJz4Yn8m7245w2D8vqKpfFhb3/hONUOqHXTfnyi/wDwkc3nXv8Aq1x5jcZ4xj0AUV6GvKY/aOK+a6xF/F/D7+1PtYQpz/EOR+VHlbdvHzcEVPdMnnK44LgFvTOOf1zUW6lDZZ/LU9M/0qB2aRRgZK8lv8Pzp5V5FcKox/ebtzSeUUjC5560agS7vuhs/wCc0UcMuD17iimI/peooorzTcKKKKACiimlqAFqOSZY1LOQijuTXFePPivpngnfb7Wv9SC7vssRA2cZG8/w5/E+1fO3iDx5qXja9YatdyG3lYtFHnESDkABPUg9+fWhtR3BJyPbfF3x80fSY3h0fGrXYbZuGVhQ+pb+L/gP5ivEvGXjXUvFV4Z9VvGZAD5US/LEg7gLnr1yf1rOXQbUxSPDctMi8mNuOQQQAfyGfpVG4SF41ERaIDGRKSSM8Hk+2PxzU899jWKitj0v4B2mn32qXF5OyT3NviSFSR8pyQGHrgHH4muz/aA1IyeF9Lt4rgLO9+svkg4Z0VGBPXoCy/iRXzlp11/ZOoG+UzRGN9qNBJ5ZwT39s9+1X5PFF1ql/KLmR9zbSPPk3ucZHDdSAMdc9qftbK1tQcHKXMe4/Dj4njw3C2l6091NDuzFO+XMYxyMddvpjNe02V9BqFuk9vMk8LjKyRnINfF7akJLV0lYqmzDMpPy89j1Fa/hnxxq2gRn7Dqs0Fuzg4ZxsIzj5R04GOMZNSp33FKHVH2DRXEfCzxhP4q8Psb05vraQxyN/fHO1vy/lXaq26tDLrZjq8R/bUG79lv4jD/qGn/0Na9trxH9tZgv7LPxGJLD/iW/wjJ/1iVpS+NepM9j8Q/AFlb3vixYriy0i+iMbExa5ftZW/A6mQSR/N6DdzWx4y+HjvPfarZy+E9Kso49/wDZ9h4ihuT8qjOwNM7sSRnbknJwKx/Ad7bWPiRri5vtPsoljYebqmli+i5xx5RVuffHFUPHl9DqHiy+mtLuyuYJFUCbTbD7FAQEGdsIUbcYweOSCe9ejpYx1udv8P8Awd4OuvBU2u+M7LVLK1Bnjtr611iGE3kyoCsMNqbZ3kILJucuqKGGSDgHya4VBDAydSpDZ9dzf0xXb+G/jDr3hPQbfSra20+X7OZ2sb65tRJcWfnLslML9sgdwdpyVwea4P7x5Pek2rKwJNN3JQPkJpn3tpJ71IeAcVG3+r5FSMT72fXP+FFJv2q59/8AGikUf0w0UUV5psFFJSE0ADNVHUL+KxtZrieRYYIUMjyMcBVAySfoKsTSAA88V8zePviRffEq/uLHRnuINBUeWpKYFyckFycfdJ4C57Z6nA1SsrmfxM4+fVp9a1m/1m6ZZ3u5mlQt02E8D046fTFRLmaN8LgEjCEDk9MVDHA9nGltsCLCdhGc9OOOaWK4VQ4ZmZ1OQVHTriuN6u519BIZ2MzQKrRqNyFenfp19KZO8c2I4myMlW5+Uc8f59qszE3DMQcMw9gcioY4itu8rhVcjISPJ4HT8c0hlK609Psrsx805+Xj88Vgw3DSahwF2xoXbfngcD5QDkdecV2EjK6qrZRcc4U+nrWNb+GDp2oGeJGfzDjKjIIOMjr7D8qQXshLPxBbSbonCBtm5XX7nUc5Pcf0+tasYWz2RMkciMhZSrYbOeRzxjiuc1HwXdw6o9xaylHyMq8G4ZAwMEirul2N3NqCC4ulMCk7omjAdRnplcE5POSehNbKcV0GfQPwF1JpLy/ttgWNoRJuUgr8pAABHsxr2uFuK+c/g7eRaT4lthvMKSBoGU7tpz93qTjnFfRUNbJ8yuclT4rk56V4f+2xn/hlf4i46/2d2/66JXt5NeIftrKW/ZZ+IqjgnTsf+REq6Xxr1Jlsfij8J4NZk8aL/Y//AAlCXflSHd4TiZ73bjkAKQdvrzU3xh8F+M7TVbzXdY0fxiNNkaNP7U8VWMscrttAAd2yM8EDnoBWL4Bs4dQ8UC3nsrS/Ro2IivtVj06L6mZ3RR9M81R8fRw2nia8tobW0sI12Yt7HUUv4VyoPEyMytnOTgnBJHUV3/ZMvtHN7trZ6Ac0/wAwyYJIGDxnv6CoJGZTjGaVfujqp5rK5oWpJPmUe3+FMf7v61F5QUqFbHrk09ZjDNkhXK84IyGx7U7iFddoGSORngg96KjZmmLO/LHPJ7milcZ/TNRRRXnmoVFI3FS1DJ92miJbFaRq+TfGmlJ4Z8fa/pFsAbJJPtUMYGdnmhWKD0AJ4Ar6q1K8i02xuLucsIbeNpXKqWO1QScAdeBXxbrXj4eI/iNqmovutpL1v3KswBEagKqn32jn61s3ZCir3NS6KyYNqqwhRsdNu3acdMfXNSxLGlqwUjK9+rH8qoX981gY5FKyuX3S8E8YA9euMfzqxNIxX+FVZuNx559P89645tSeh0Ri7agpMaoMlFPDd8du3+eKa2Vup0RcbV+VtwOfqKmWFYFB++DyW9eazNTvJbW4iZGDEfeiLENnOPxGSPz9Kkt6GzaxlfuHfGyk88kj161ZjkU26ywuNww7NgHIA7Dt1/Ssm4uS1uERCqN0HXcM8jB6HH0rEvo51jlaCU2xcEIpywAGT26de3QDvS8hL3tTsk175ZV1GUMwXI2gckZ/Cq51CK8MbI6kgAsuM4Pu1ea3WtXdjNEZLI78qd3JHTAODjjkU3R/FbTXTssYU4MbMr7Q5HQEHp1HUd6tRjbc25F3PUtJ1KSzuVmxIVV8spYDaATwCOuePf2r60s7gTwxTIflkUMPoRmvlf4L+Ebvxl4kLaiWlsLNBJKWXG7JO1D2yfUdga+qoIgqqqjaoGAAOBXTCKijjrWvoXBXh37bkgh/ZV+Irk7dung5/wC2qV7jXhv7cG3/AIZS+I+7lf7OH/oxKun8aMpbH4h+A57ax8Vh7q+0eyjVHXztas2vLbOP7iRyEnPQ7fxFZHxEkiuPFd5PbXWmXsZ2FbjR7NrW2bCD7sbIhX0PyjJBPOc10Hwpj1H/AITdP7J/t77V5Mh2+G7X7TdbcDOEyPl9TWh8SviJ4ysNY1Pw/c634kgs2jEc1nrkX2a5KOgJWSLJwCG455BB712P4dSPtaHA2uh317oN9rEUG7TrGaKG4m3qNjyhzGME5ORHJyBxjnGRWWpL5YcAngV3vhPxN4etfhh4x0LVkv2vdQns7jTxZlFTzIluATIzA/IPNGQBk9iOtcC0mzCkf/W5qXsmUr6lj7rDnApJlDZBFRGQHaM05m+Ukmi4Ee10wSSy56+lFO80NnHIoqQP6aaKKK4DYKYy54p9JTE1crtbhlIIyD2rym+/Zn8GXl5NPJaXLRuXcWwuGESMxySoHI9AAcD0r17bTavmI5WtjxQ/s2aFDJm0utStEwQYxceYvPcBwcGuRvP2adcttQeSy8RRtCzbt11EWbGem3pyOM5FfTOB6U1ow3aqbjLdBeS6ny1efs467HZulr4itTcSPvk8zTyFfkdSHJyPXHpxXnnjDwfqvw7u4IfECRzmdcwXlu7mKVgMFSCOCOD/APWr7dmtR6Vk654asPEmmzafqdpHeWcow8Ui5H1HoR2I5FXKNOa0VhKpJPU+J49Wna4ZYthiXBEkr4bB5yOee3+HQnRj2yN5jSBgOCpHTgccdsZr1Dxn+zfqWm+ZP4df+1LZF/d2krhbhO+0OxCuPrg9OtReEf2ffEesNC2v40S1xvaOGZZZ/wDcBGVHrnJ/GuR0W9zrVSNrpnndloE+ranHDA6vNcP5UMGcZO7oPY8flXu/hf8AZ50mzt421iZr+bIZooVEUX04+Y/XIzXoHhfwDo/hGERaZYrASMNKxLyN9WYk/h0rp47cLitY04Q82YSqSlojN0Hw5YeH7FbTT7SKztlJIjjGBk9z6n61rpGFpwGKWk5NiUe41q8G/bqby/2S/iSwOMacv/o1K95avBf27Of2SviSP+oev/o2OtKfxImR+H3w7t4NS8ULDdW0V5GY3PlzaxDpYz6+fL8o/wB3qaq+PLKKy8U3kFrax20a7NsMOqRamoyi9LiL5XyfTpnB5FP+H0lrb+JVa9uNDtYPKf8AeeILaee1z2BWFHfd6cY9au/ETxZb3cs+kWdj4XlhjdGXVNBsZoBJ8uSFMwVwATggoOV4yOT2X93Ujqck0cltKAyYeM5aJ1II6dRVWSTzGDMC7NnJJ6n1prtyDyT1LH1qSJ9obA7Y5Gfb+tZblDmX92p3DOOgzkVXMu5eNozkk1N94HGDxjmo41+ZcgnFMY+ONgEY4A9O9FXJI/KVHHKupIDLzjkfjyDyKKq1hH9L+6jdX5oN/wAFjnzgfDKP6/2yf/jNRn/gshPzj4ZQkYyP+Jwf/jNYexkPmP003Ubq/Mv/AIfITcf8Wxh/8HJ/+M0q/wDBY+Zj/wAkyhA/7DLf/GaXsZBzH6ZE0lfmc3/BY6ZeB8M4Se3/ABOGx/6JqI/8Fkrndj/hWVvj/sMN/wDGafsZBzH6bUV+ZK/8FkrpsD/hWVv/AODhv/jNOP8AwWQuV6/DKDP/AGF2/wDjNHspBzH6aEZpnlivzKk/4LKXSrkfDG3z76w3/wAZpn/D5a825/4VjbZz/wBBhv8A4zS9nInc/TraPSlx7V+Yg/4LLXhz/wAWxtgf+ww3/wAZpp/4LL34AP8AwrG1/wDBu3/xmj2citD9PcUV+YB/4LMX/wD0TK0/8G7f/GqT/h8xqPb4ZWf/AINn/wDjVL2UgufqFuFGa/L7/h8pqJXP/CtLMHv/AMTZ/wD41T4/+Cx2pOwH/Ct7IDGT/wATR/8A43R7GQ+Y/TyvB/26Y/N/ZO+IyA4JsFx/3+jr43/4fI6rtP8Axbax/wDBo/8A8brgfjl/wVA1X40fC3xB4Lk8D2Wlw6xAIGulvnkaMB1bIXYAfu461pCm4yTZEtT5K+FYvIvGCvaXetWMwhcCXQNOW+uQD28oyIMep3cVnfFBrl/G2oNdXOrXs58vfPrdiLO7b92uN8IdwuB0+Y5AB4ziofC+u2Whaz9rv7a8u7fYw8qwvvskmT0PmbG49sc1t614q8G6vDcmLwvqseoyoVju7rXhMEbGFZgYBuA44yPrW2jVri1ucdZ6LqWoWNzfQWF1cWFrg3FxFCzRw56b2Awufeqi5XPevoP4U69BZ+EvC90mtWVlpGkNqza7p81/HDJcCWEAAQswabzU2xDarYKnOBzXz9I25iR0zQ4qKTBSu2NXKl/enrjaeCTUa/dJpR09qgomMjHarE4HRT2zRTrWYW8wfykkA/hkGQciiqQHomveC9FtdJ1u6s5pJTZ2WjTo3nBgJLm3R5wcDs7MAO2MGta4+HvhOPxhb2CX7Np8ni+70hpPtSf8eMbRCN847h2+foce1edaV4gfT/Cevaf9leRNQe3H2gcLGyMzAHjqRn8jXP8AmHkVo5R7E8r7npml+DdGv9JspxNI1w/h691KZUlB23EU0yoCMcDYiHB9c96i1jwvoNnbau9tdF5LfS9JuoQZlO6aeGBrgdOdrO4x2xg9K4rRPEN3oMl21rsLXVrLZybxn93Iu1se+DWbvPSp5lbYfK77ntFn8PfC1144tdJjuZri2uPGMmip5VypY2fmIqSZwckhm+YcHiubsfC2h3FvpTyXW2W40G+vph5y8XMclysS+2Vii+Xqc+4rn/h3qdzpPjzw9qFpYT6rcWd/DcpZWykyTbHDbFwCcnHoaw9Rs7rS72a1vLeW0uom2SQToUdG9CpGQafMrXsTZ3tc77WvC2gWenarLb3LGa30/SbiFfPU7pZ4Y2uB77XZuP4ehroZPAHhi38aSaTcXMkdtF4xOiuz3Cq62QcqXJI68fe6V4wshBBrR1/XbnxJrmo6td7Ptd9cyXU3ljC73Ys2B2GSaOddh8r7na6d4U8P3dno0k12Q9zoup3c485VK3EKXBgXHbJjj46nPvUfiDwXo+kW+s4lkWa30PSdQt1klGXmuI7Z5hjHIHmvgDoAPSvP4laWRERS7scKqjJJPQAV1XxHTVry/sr7UNFvtIRbG0sU+1xOgcwW8cRILAddmcds1N01sOzvudYngPwo3jhdOa+b+zP+ExXSPM+1Ln7AZMGTdjHT+PpWTo3hPRrjR9HuLx2Q3dhq8zsZQo86CF2gA+rqox3zjvXm/KtWnc65c3ulafp8u37PYmQxYHPzkFsnvyKXMuwWfc7DUPC+gQ2OryxXW6W38PWN/APPU5upJrZZU98LJKdvUY9q2rfwB4Yl8SSwG6kGlp4rsdKNx567RaS+YXbdjGQE+92ryJ2O4kVtx65JD4JutJNtJ5d1qEN0tznC5ijkUp05P75T14x70uZdgs+50+i+GdAvtH06e4utlxMmsGVfPC4NvaCS247bpCR/tdBVi38JaNJ4d1K7ilkmnt/DkOo/LKCEuWvooWDD02Ofl9SDXmgY9RWppevXWk2ep20DKI9Sthaz7hk7BLHLx6HdEn4ZoUl2HZnocng/wz/a1/bLejyY9e0+yhY3S4NrKsxmfPsUj+boM89aj03wXoWoQ4SdnmDa4Ssc4J2Wtms1ucY6F92T/EAQOleYb/Wuq8AnUrXUL+80/SrvVli068hnFrEz+Sk1vJCZHIBwq+YDk+nWqjJN7EtNLc5pmHP1poajd68Uk2Y8qSM9ODkVmWI0o29aVXBx3qtjNSIhXGKVxk74XhSHBAOcEdRyKXsf8aZgrSj8jQIljbOBRSpjcMcUVaA9z+DfjrQvDfwY8T/23a6DqIs9YtLmDSr+0SW41B2t7lAoJGRGrbCzZG1SwBDOK8DZgWJxTQ1JuolLmSXYSjZt9x26lzzxyKbmkz6VmUep/s839rbeNr63vJvIhvtJvLUbL+OwldzEWSOO5k+SFmZQu5gQQWXB3YrnfipLqX/CWNBqurwa3eW1tbwG5guUuQirEu2EzJ8srRjEZYEjKYBwBXIFht4+lNzmtOf3eUnl9649WweaA3Wmg+1AbnNQUXtDSGXWLBLi6axgadBJdICTCu4ZcAdSBz+FewftCahqC6dpOkyarYvo1peXX9n6fb6umqXEiYjH2y4nV2BaQBQF+UAIdqKCSfEj8tN3HirUrRce5LjqmL9aM0nakrMocuCvPWvQrmPTLz4E6eG1uxt9TsdevJF0p/MNzOksNmoddqlVUeW2S7LnB27iCB53Rn8qpOwmri7fm65o70Dp70tSMBz+de3fBTUnXQdOi0/xBZeH7vT/ABJb6nfyXl/Ha77ZEwsgDsDL5ZEvyLuY+aMKc14ezbSOKFkq4y5XcmS5lY0/EFzbXmu6jcWUXkWctxJJDF/cQsSq/gMVRELTKxVWYINzEDO0ZAyfxIH40zJ+tb/hTUrC1Op22pS3Fva31p9nM1tCsrxkSxyg7Cy5BMePvDGc84wV8THsjDaxuIcsYJAF25JUj7wyv5jJHrV7VtB1Pw/MkGqaddabOy71juoWjYrkjIDAcZB59q7zxJ4w8NXFjONLk1f7RPdabL+8ijhMCW1vJE211dsuSykHAAwa53xLq2lyaLp+laXc3t9Fb3FxcvcX0CwtmQRrtCLI/AEWc7uS3TjJpxS6iTZy+7tg5p6qSc47Uq/Snr6e1SMVOpooOetFUBRopcUn41mMWprO5+x3KTGGK4C/8s5gSp4xzgioenej6UAA9PWil9KVuvrQA2j0paO9AAaKD9aUdaADJop2PehhhiPfGKAG0v3RnuelKuMHPSkb5jmgBKX2o20uBzQIjfPaky3AqYqKGRd/y8rnAyMGgZGKcvFLt2rmmpv3c8igB/NPFNPWl5KjFAhRz3qTjdUUabcc1JVAOzlcUUi0UwKZHNLj5qKKgYjdMCjHSiigB2OtH40UUAGKUDiiigBdvrSqtFFABtpzLuJP40UUCEK03bRRQMXaRQq80UUhDtvegdOaKKYCnrRiiimAmOTSjtRRSAVe/OKd15zzRRTAVe/NFFFUI//Z) | SJM 679 x105 080701 Fibula af kobberlegering
trefliget fibel. Meget slidt overflade. Bagsiden flad, med rest af helt nedlsidt nåleanordning anbragt i sammenløbet mellem to arme. Rester af ornamentik på oversiden, samt perforering i den ene side af fragmentet. Største mål: 2,5 cm. |
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) | SJM 679 x106 080701 Fibula af kobberlegering
Rektangulær pladefibel med slangemotiv, fragment. Største mål: 2,2 cm. |
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) | SJM 679 x109 080701 Fibula af kobberlegering
Fibelfragment bestående af rest af nåleskede, satdig med jernnål liggende i rillen. Længde: 2,1 cm. |
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) | SJM 679 x177 0903 Mønt af sølv eller kobberholdigt sølv
Romersk denar |
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ccDbzt6HNV1OR7nE+LvEHhzVrWKPRvC/wDYUyvlpf7QkuNy4Py4Ycc9/aiuXkoqST+nHdTKUtTCas3FpuaKaxoAQtTGpfrTWNAxrVGzU5iaa3zUhkN3CLq0lhbgSKVzjOM96/Pn44eH08P+Or8SI1vHdSHznaHc8twQWOBjBAwp9fmGOuT+hBOODXCfEj4V6N8RLNlvk8u4GMTKM8AEYIyM8E85B6c9q5qsHKzQ0z87Lq3WFRc3bQ29zMVaMbQ8yqFckgDKjjb1ye561taXqFo1xNca039mwS2ryR28yLH5hUFcIv3Wy2RjPB2muj+IvwL8QfDfX7qa40678Q6dcORFcaRZs5VCSfmBOEPGNoJ7c1a/4VP4o+K1zo+p6jaReFdKtYBHFBcR77srv3E7CPkJ4HJBwOnNcXLKU7M1j8N0eF2dumo33naiBEnCKJJE+fpsLBl6YB47kfStRtWubG38uBLR49wYwsUHAOBgY6YI6+/pz7Fefss2Oi3Dvp95d6hZ3DKLi1vGXcoxjKFAvGO3XvntXk/i7wzJ4f1jU4DdLeyQO8O2DO1FDAKGHXgL3Pv71b+LlaMpRcY3THSTOkU17Mk8QJ3rHDBEctn7/KnaADxuI5HPauMvfEFpeJxHZTZ2mVp4rZCjZbJzj5jjaePXvjmbVrqK0thFK7HzGJXB2tuwcsQRznb0BPQfj7N8MvgXodvo9tqWqWi6pqF0iz/6T8yRAqMBV6Zxj5jzn0oUZNs1jZxTufOWoW097DE8EdmtsUMSW8TKzs+cljwMHoOBwMfjwOveH0a6Z4p2aSQDJdSQeBnt0/8Aia+vfiF8B4LW6n1nRrCa4jkKmaxtuXJB52cggHjIB4x09PCdD8N+R4mWK5sp4buOdVW1uoG8zzC+F4br0IGfUfSjmcNLA6fM73PIvD1i8nia1ieGNh5oRo2BTBPGc84wTn644r9RPDcLabpltbhi3kxqgYnk4GPX+teY/Df9nvSPDdx/bGqW8eoa5Kyy5fmO3IAwFHQkED5j3HGK9gt7XywPrW+qWpNONjs/C98zLgnNdjCxZc1xnhe32812UXC10R2HLc/G/wDbg5/ai8df9fEP/pPHWR4R8CnWvAcEsfgrSb25uIpVj1W58URWsm7cwDGBplxtOOCOdue9an7b2f8AhqDx0c5P2mL/ANER1zug+HftHw4e+/4QrRb0C3mb+1pte8mcYLfP5H2gZZccLs+baODnm+pxvc898W+E9R8G6gllqYtRO8YlAtbyG5XaSRy0TsAcg8E5/MUVjStuxxRSJP6bGYDJP1NNBJGTxSSAvgds8/Smu3OKo6B2aY2T0NG7NJ7UwGs3pSBs0hNIT60DBjUbE9qUnFMY0gGuSfrULc9alZu9RN70hFK8tUuEIIrjtW8O/MWjXmu4dc+wqrNGG6ipauWjzJtFlWYHy+h6V8JfEqwXxR4+1u2t5ESxlu3kguVXfvVXIYAAZ6qTz6ge9fpTfab5ltMsYUOyEKW6ZI4zX5s/EzwXP4G8RNavFJpl7HeCKVVOPlIDqyMDz0PTjqPauSqrDctr7HOappIlNyFtlNmsgRXXjAAVVY5Y4zycj34r6s8DSQXnhfS5YMmL7NGo3dRhQCD75FeA6dcPqySWHkuqQxJPJLmMPKQDkOvXIJ9RwvfpXqXwS1q2vlnsLSVnRIlmMbdASxBK+x4rkozlzNM6ZcqWh7JoWmpcSDcua3LvwbZ3G2X7PH5yjCybRuA9M0nhm1GOvNdjFbjaM16cVoYPc81n8Ny25O1cin2WgyTMA67RXo72qMeV4pi2KjkJRy6j5jI0zTBaqABWoF2gipvs+3pxTWXaprQg/GX9t5s/tPeOR2FxF/6Ijrn9B0Ez/Dd7v/hDvCd4Ps07f2rd+I/JvuC/z/Zvti/MuPlXyvm2jhs8737bX/Jz/jv/AK+o/wD0THWL4V022h8CxahP4N8GasscUsr3OoeKPs97IqsxObZb1H3YGAojBYAYBzkvqcr3PHZKK6TxX4l0nXLWKPT/AAnpvh+RH3PNYz3UjOMY2kTTOAO/AB96KRJ/SNmkzTS1NzWhuKzU0tSE00tSGDNTd1BamlqBg7UwtSs1MLe3FAA3SmN0pWb5aYzUDGNULDPJqVm3VE3WpAikXArgfHvwb8L/ABG1Sw1DXtPN7NYj92hkZUbkkbgDzgk4+prvpCQKjPNS0paMDyLVvhvomm5S10Wxgj/ux2yDP145rK0/wnaaazyWen29tu4cwQqm764FeyXtklxncM1ltpEa5wtRyLoWpHE6esltcBQpC12NlIWjGaYulBSSefSrccQjXGKcU0Nu5Nt4pOKd/CeajqyRrDsRVeXvVhqryelAj8YP22Of2nvHZ/6e4/8A0THWDomim4+Gz3Q8IeCbvbazsdTvPEnk6kMFvn+zfbl+df4V8n5sL8rZ53v22P8Ak5zx2f8Ap7T/ANEpWN4Y8Myat4HhEfhvwDLJPFIq6lqXihLW/BJYB2ha/RVZewaIAgAkHPL6nM9zxuTrRWz4n8MXXhTUFtLyewuJWQSBtO1CC9jwSRgvC7LnjpnPT1opEn9Je6mlqi8ymmT3rU2JS1MLVE0lM8ygZNvpC9QeZTTLQBMzU0tUJkphlpATO/FMMnFQmWkMgpDJGao2bvUbSD1pjSCgY9n3VFu4pDJ71EXxxnFSA9mzUMmDwaQybV9aj3HvQA1l5PFRsnzCpGao93NIdxG4GKiYBac7c1EZM8GgLg3sarSN1NSGT3qtK+M0AfjP+2kxb9pjx3nH/H4vb/pklYWj6XBJ8NZLhvDngaeQWsx+3Xeuyx6nwW+YQC8Vd4/hXyvmwvDZ53f2zNrftK+OmH/P6P8A0WlYel6aP+FbPOdB8Czf6LMReXeslNT/AIvmEAuh+8H8K+XzheDnmupzPc8ikzRSstFSSffD/wDBV34n7uNB8LD/ALdbj/4/TF/4Kt/FDJzoXhY/9utx/wDH6+cNP+HWjXDaSJJrrddeLX0SUK6/8e48rDD5eH+dueR04qTwv8M9E1i88PRXFxdKt94xGgz7JFBFsTF8y/Lw/wA7c8jpxV3ZV2fRX/D1r4oDJOh+Fz6Ytbj/AOP1C3/BVr4pf9ATwuP+3Wf/AOPV85+GPh1o+rL4ONzPdKNW8Vy6Jc7JFGLdfsuGX5Th/wB/Jycjgcccu8KfDPRtauvAkdzPdKut+Lp9CuijqNtuhstrJ8pw/wDpMnJyOF44OTULs+h2/wCCq3xTP/MF8L/+Ak//AMfpjf8ABVX4qc40bwsP+3Sf/wCPV87eA/h3o/iST4fC8luFGveKpdFvPKkUbYF+x4KZBw3+kScnI4Xjg5j8H/DvSNeh+HzXU1yp17xRPo955bqNsCfYsFMg4b/SJOTkcLxwcmoXZ9FN/wAFVPiq3TR/C4/7dJ//AI9Q3/BVH4qZ/wCQR4YA97Sf/wCPV85eCfh9pPiJ/h+Lqa5Ua74jm0m78t1G2FPsm0pkHDfv35ORwvHHL/B/gHR9etfA0l1LdI2ta3eabdeXIo2xxJbMhTI4bM7ZznOBwO5diuz6H/4enfFVuRpXhgf9uc//AMepW/4KmfFLyf8AkF+GvMz/AM+k2Md/+W3+cV87eD/h/pOut4B+1TTga5qlzZXXluoKqnk7duQcH96c5zTPC/gDSda/4Qbz5JwdamvIrrbIBt8rG3bxx15zmldjuz6Ih/4KkfFWTOdM8NAf3vsc3H/kalm/4Kj/ABTY/utM8NhenNpNnPr/AK6vnrwv4F0XWbXwe1y1yv8Aar6ityYpAP8AURho9uRwcnmm+GvAOj6qvgY3EtxjWRefatkgGDEWCbcjjoM5zRqF2e+v/wAFSPiwrHGneGv/AACm/wDj1Qt/wVF+KzA50/w3n/rzl/8AjteDeH/h/pGqN4O8+S4xq2m6jdXO1wMSQfaPL2nHA/dJnOe/Sq2h+A9K1OHw08sk4bUNJ1W8nCyAYkt0uGiA+XgfukyD156Zo1C7Pf8A/h6J8WP+fDw3j/ryl/8AjtB/4KgfFjGfsfh3/wAApP8A47XgGj+A9Jvh4SMj3G7U9E1LULja44lgN35e3jhf3EeQc556Z4NJ8E6Lft4aV3uB9u8Nanqlz844uIBfeWF44X/Rosjry3PPBqF2e9N/wU9+LLHi18O/+AUn/wAdpn/Dzr4t8/6P4fz/ANeL/wDxyvBtN8DaTdr4YDvOP7R8N6lqtxiQD9/Ab7y8ccL/AKNFkd/m554NJ8D6Rff8I6HadWvvDWp6rPhx/r4Pt3lgccL/AKNHkd+emaNQuz3Zv+CmnxcZf9RoH1+wv/8AHKZ/w8u+LTEDZoI/7cW/+Lrwiz8F6VcR+GyzTZv/AA3qWqT4f/lvAb7y8ccL/o8WR359eDS/BelXX9geY05+3eG9S1SXa44ng+2+Xjjhf9HjyO/PrRqHM+57rJ/wUr+LDZCroa+/2E//ABdQyf8ABST4tMvDaKDn/nxP/wAXXh1h4P0i4bRxIZh9q8OX2pyYcf8AHxELrZjjhf3KZH19aW28H6VNaaZITKWuPDd1qcmHHFxHLcKvbpiJOPr60tQ5mYnj7x5qPxK8Yap4k1p4/wC0dRk86byI9qbsAcLnjoKs6P8AESDR9Jhsm8I+HdReMEG6vLeVpnySfmIlA46cAcCsvxpo9voOqWlvas5jl06yum3tk75baOR/w3Oce1c8zUhHQ+JvGEfiKGGNNB0fR/Lbdv02B42fjoxZ2yKK5wt8o/wooA3NW12bUdVuryNpIBLcvcrGrnCMzZyPccc+1U/tlzCy4mkVlfzVwxGH/vfXjrVPeaN1AHY3Xia3b4Z6RpUc7LqVrrN3esACCqPDbKrbumcxN3zxXLrfTx+XtmkXy38xNrEbWOPmHoeBz7CvcI/hj4C1X4O6Lr76lq2lX8OmXlzeXX2GN4JrhZSkMJYzA5Z8Iu1SduWIAVseC7sZpu4HR+CPFz+DfGHh/W/LN4mk38N+tt5hUOUdWIzg4J2gZx+dYv26ZWUpK6CNy6bWxtY45HoeBz7CqbNzQGx35pAWY7yaPZsldfLbemGI2txyPfgflXUX/iSGT4c+H9MhnYX1nql/dOoBGxJY7RUYH1Jhfp0x7iuOzmvdPFsOieGvAuiW0fhzRb+w1bQkuI54ZGGsW935eXnlySVj81WwNuxosEcndTQjxWO8nj8vbK6iM7lwxG08cj06D8q1/CHip/C/iPTtS8trlLOQuIS5UHIIPODjr6dq59s8elNpAWBdSrtAkYBc7cE8Z64+tIt1ImzbIw2528njPXFV8+lOXJb1oA6vxD4jhvvC3hSztpWFxp1tPFMACu0vPI4APfKsOnrXM/apF2gSOAoIHJ4B6j9TXtHjqXStF+H9/ot34b0dvFpS3aaTR7OVRpMe5SfOlLkNKxKoVA2ruILbvlHiDY9eabA2/DPiSTw3qi3vlm4Atbi3VC+MCWGSLPQ9N5OO+Pesn7S/GHYYBA57HqP1NQlvyFNLUgLC3D8fO3yjaOegPUfqfzrofEevW+oaR4Vgt5G83T9Ne1nAG3DG6uJMA9/llX865bdzXY/EPQ4tHfQpLaza2gutIs5y4U7ZJGiBc5PUk9aBnLGZuPmIwMDmtXwz4ifw5qEl0sQnL2l1abWbGBNBJET+HmE474rF3Um7NAifzm45PTHWl8xuMMemKg3V1Xwz0+11fxlYw3sK3VtGk1y1u5IWbyonlEZxzhigXjnmgCr401iDWtTtZ7YsUj0+ztm3DHzx20cbf+PKa5/JrvfHFzb654N0DxC2m2en6jcXd5YzLYQrBFKsSwOknlrhQ379lJAAOwd8k8ASOOaBi4LMBnbk9TRTOtFAE273pvmUUUAdDqHxA1rUvBuleFZ7xv7C0yeW5t7RRhRLJjc7f3jxgZ6AnHU1z8jE5OcnPNFFACbu+KbRRQA+KQLklFfgjDZwMjGePSu1f4va9J4TGgsLHyhaiw+2/Yovtn2YNuEPnbd+3t1zj5c7eKKKAOJzuozjtxRRQAm79aNxU5oooEdh4i+LGveJdFfTbtrNI5hELq4t7KKK4u/LGE86VVDPjAPJ5IBOSAa43PPNFFAxCaWJRJIql1jDEAs2cD3OO1FFAE11bx26QmO6iuGdSzLGGBjIYjB3KMkgBuMjDDvkDS1zxlrfiSy02y1LUri7s9NhW3s7Z3PlQIBjCr0Ge56nvRRQBj5x3pM0UUAGat6Tq11oepWuoWM7W95bSLLFKvVWByD/AProooA0PE/jDU/Fsls+oSQBLeMxwwWltFbQxqSSdscaqoJJJJxk96xOtFFAHVeG/C8WtT6BGIZZmvLmaOVY8nKoEPGPQEmiiitIpMD/2Q==) | SJM 679 x118 0819 Anden genstand af kobberlegering
Fragment af genstand af bronzeblik. Kunne ligne grebet af et lille sværd, men kan også være et kors eller noget blomster/planteformet |
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) | SJM 679 x251 0819 Anden genstand af kobberlegering
Fragment, ukendt funktion. |
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) | SJM 679 x113 0819 Anden genstand af kobberlegering
Hoved af bronze. Fra romersk statuette. Højde: 3 cm., bredde: 2,5 cm. |
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) | SJM 679 x116 0903 Mønt af sølv eller kobberholdigt sølv
Long cross, Henricus Rex III |
![](data:image/jpeg;base64,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) | SJM 679 x125 1107 Tenvægt af bly/tin
Tenvægt, skiveformet, ornamenteret med plastiks dekoration på begge sider. Sammenkrøllet. Oprindelig diameter: 2,8 cm. |
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) | SJM 679 x121 081001 Regnepenning af kobberlegering
Regnepenning, Rechenmeister/Alfabet
23mm diameter |
![](data:image/jpeg;base64,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) | SJM 679 x119 080701 Fibula af kobberlegering
Fragment af fibel. |
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) | SJM 679 x120 080701 Fibula af kobberlegering
Næbfibel |
![](data:image/jpeg;base64,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) | SJM 679 x122 080701 Fibula af kobberlegering
Fragment af fibel |
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) | SJM 679 x123 080701 Fibula af kobberlegering
Urnesfibel. Største bredde: 2,3 cm., største højde: 2,4 cm. |
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) | SJM 679 x126 080701 Fibula af kobberlegering
Fragment af korsformet fibel. Største længde: 4 cm. |
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) | SJM 679 x127 080701 Fibula af kobberlegering
Fibelfragment. Formodentlig ligearmet af Stora Köpinga - typen. Største mål: 1,5 cm. |
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) | SJM 679 x128 0819 Anden genstand af kobberlegering
Moderne tråd der er samlet i ved omvikling. Skrot. |
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) | SJM 679 x130 1101 Smykke eller dragttilbehør af bly/tin
Hængesmykke eller model med skægget mandsansigt med fugle/dyr eller hornet hjelm. Hul bagside. Mangler den nederste del med rektangulær udsparring/øsken som ASR 540x1. Største mål. 3,5 cm.
"Odin"
|
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) | SJM 679 x170 1110 Anden genstand af bly/tin
Fragmenteret genstand af bly/tinlegering. Måske et pilgrimsmærke eller lignende, hjerteformet? Har måske bestået af to halvdele, der har været loddet sammen? Symmetrisk ornamentik på den ene side, forestillende personer med hovedbeklædninger? Bagsiden hul. Størstemål: 2,6x2,1 cm. Hører formentlig sammen med x57! |
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) | SJM 679 x132 0905 Anden genstand af sølv
Sølvblik monteret på kraftigt jern. Sølvblikket viser en del af en dyrekrop i Jelling/Mammenstil, med en mærkværdig "figur" på tværs af kroppen.
Der kan f.eks. være tale om en (jern-)hjalte med sølvblik, en kniv, mankestol eller lignende højstatus-element. |
![](data:image/jpeg;base64,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) | SJM 679 x136 0819 Anden genstand af kobberlegering
Fragmenteret tenvægt af bronze. Diameter: 1,6 cm. Datering i hh.t. tilsvarende fund: se ASR 872x282 og SJM 679x146 for paralleller |
![](data:image/jpeg;base64,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) | SJM 679 x138 080701 Fibula af kobberlegering
Fragment af kort ligearmet fibel. |
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) | SJM 679 x137 0821 Affald af kobberlegering
Skiveformet, let hvælvet, ureglmææssig klump bronze. formentlig støberest |
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q4YjOM+uevHav1vOa4rx98IfCvxItWj1nTENweVvbf93cIR3Djr+OaPYqLvEI1raNH4+eN9Hl+2RPGm6GRto2glmz+vpX6R/sB/DrWvhz8EJRrcctncapqMt6llMm1olCpGCfdvLB/Kuk039j34cWMlq09hdan9nbeq3swYMQQRuwoz0r2iGFLaFIYkEcUahURRgAAYAFXGFpczFUqqSsidbgq1XLe73dTWW1EMhVq0TMDe8zNfHf8AwVQYt+zPbgZ/5DtseP8ArnNX1xFLlRXx7/wVQuDH+zXZgHl9etl/8hT1qiWfl18J9jeJJw6eGZB9nbjxU7LbfeX7pUg7/T2zWP8AFDb/AMJheBU0ONdqceHWZrP7g+4WJOfXnrmtb4TXSWviO4d9T8M6WPszDzfFWnteWx+ZeFRYZcP3B2jgNzzg5HxQmW68YXsiXmiagpCf6R4etDa2TfIv3IzHGQR0PyDJyeetPoZnHtRV/TNFvtZW9aytmuFs7drq4K4+SJSAWPsCw/OikB/TRRRRQIKKKKACiiigAooooASoJoQasUUAZctv7VWeA+lbEkeageH2oLTMdoT6VGYjWq8FRtB7UrDuZflmmmM1pG3phhA7VNhmd5RxR5JrQ8mo/LO4grwO9Ayj9npv2cg1omP5SaaYaLAV41218cf8FVmx+zfpo9fENv8A+iLivs7y8V8Yf8FWR/xjnpX/AGMNv/6IuKsln5gfCnVYdI8QXM02saLoqm3ZRPrujLqcLHcvyrGYZdrd920cAjPODqeNPi5qdvfXlhat4Q1iyZdi39n4RsbcOCozt3WyupGSM4ByMjsay/hRri6Fr9zM/iKHw0Htyn2qfS11AN8ynZsKtg8Z3Y7Y71ifErUhq3jG/ul1iLXg+zGoQ2Qs1lwijiIKNuMY6c4z3p9CTf8AgpeaLb3Xi2DXdXTRLO80C4tluWiMp8wyRFVVAQWJweM/yorzftRRcR/TvRRRSEFFFFABRRRQAUUUUAFFFFABTWWnUUAQMgqNo6sstMK0DuVmjqNo6tstMK0FFXy6b5dWdtN20AVzH7U1kqxt60wrQBVZa+KP+Cr3H7O+jjGf+Kgg/wDRE9fbki18Qf8ABWL/AJN90Idv+Ehh/wDSeegD8xPhT4hTw5rl3cN4p1fwnvtygutHshdSSfMp2MpljwvGc5PIHFP+JUnhnWpLrVovGmueI9flZAw1PRktw6gAZMguHIIAGBt7VN8HdcudA8QXk9trfirQma32GfwnFvuHG4Ha48xPk4z1PIHFc58TNSl1bxrqV1NqOsarJIy5u9eTZevhFH7wb25GMD5jwB9KfQRy27mijFFIR/Td/aFr/wA/MP8A38FKL62PS4iP/AxX89FxqXiGCSZZUv4zBP8AZpA6uDHLz+7b0b5TweeD6UxdT8QeZtC35k8/7NtCvnzj/wAs/wDe/wBnrV2Qj+hv7ZB/z3j/AO+xS/a4P+e0f/fQr+eGPWtflaHyRfMZpTBHsDkvIMZQerfMvA5+YetRR69r1wYTE97J57tHFt3nzGGMqPUjI4HqKWgH9En2iI9JU/76FHnx/wDPRf8AvoV/O3Hr2uzCJo3vXEgZoyob5goyxGOuB1x0qMeINcfyyJb0iRGljwX+ZVzuYeoG1sntg+lLQD+inzo/76/mKPOT++v51/Or/wAJJrjbGE95lozKuC/KDOWHsMHn2NRy+Itdb5vtF6F8vzSxZ/uE43fTPGaegH9F/mJ/eX86PMX+8Pzr+c9vEevRBs3F6Asayvl2HynGGPscjB9xUtx4u8RbSr3l8qxopIZ3+VTggn2OQfxpaAf0Wbh6j86TevqK/nZbxj4j01Tm8vo5I9udzuPLJGV+hNVZ/F3iFd/mXt+rRnY26R/lY54PPB4P5GjQD+i/zF9abvHrX85b+MPEUOf+JhfqY32HMrja39089eOlRN4y8RswU6jqBbd5YHnPnd/d69fajQdj+jrI9aY2PWv5yI/GniM7duqaidzbFAnflvQc9ef1o/4TjxJIqBdU1Fg5wu2dzkjqBz70aBY/ozZh60wsvqK/nJHjbxG+Nuq6g27JGJ3OcDnv2pB448SFgRq+o5Kkgi4foOp69OD+VGgH9G25fWmsw9a/nG/4TrxEhP8AxN9Q+dc/8fD9Aeo59v0pV8deJdpK6xqQAXeSLiT7ucZ69KBn9GUjL6ivhv8A4KyXCp8BfDyZHza/H+lvNX5Wr428RNn/AIm+o8Dcf9Ik6evX3qnq3iHVNTjWO+vbq5RTuCzyswGe+CaAO1+C8d5Nrt99iHjASC3yf+ENUtcY3D/WY/g/riofiJ8O/GV9r2p6s3hzxjcWWPNa+16xmNxsVBlpXxjgA854AFef2uqXWnzNJaXM1s7DBaGQqSPTIqSbxHqlwrJJqV5IjDBVp2II9OtAHZ+BfAWg6poUOreJNUvdOtbzURpdp9hgSUiTarSSOGYfIgePgcnd2xyVF4I+Imk6HocWk6/oc2tWtpqH9qWa294LcrNsCukmUbdGwSPIG0jbweaKYHr3xa+I1to/jz4i6O8MzTSePjq4ePG3ZDJdKy9c7iZVx9DWXa/HbS7fX/txs7oxf8JwnigDC7vIDMTH1+/yPb3rxKe9kuppJppGllkYs0jElmJOSSe5qN2DNhVx/vGnzEn0DoPxCtvDPhv4feK54ZZLKx8f32pyQx48xo1TT5CoycbsD161z3g/4zaZ4fXwL9otbmX+wdYvtQuBGq4dJ1gChORlgYmznHUVxOtaX4p0/wCH/h9Ly1dfDt3Lc6lYMqA7mJSGViRyB+4UYPpkda47fzRzMLHvvwj8bWup6h4Q0eOKRbnSrHXjK7Y2MJrSUrt5z2Oc1hab8XtL0+HwmjW10TpHhzVtHl2hfmluhe7GXnlR9qTJODw2AeM+Q299NZy+ZBK8MmCu6NiDgjBGR6gkVH5gPOaXMM9c0/4taZbwaQj29yTZ+Er7QHwq8zTPdMjDn7oE65PXg8HjO14o8aW/h3SdMhuFklbU/AkGnxeWBhXN1v8AmyemIz07kV4WscjTLEqEu2ML3OeRXpvxO+GfjXQdDstR1+Owe30pItJljsr6Ceaxb52SK4jjYtGx+f7wHKkdRind2EXtS+K2lXkPiFI4Lhf7Q8KadoafIo/fW7WTOzfNwp+zPg8nleBk41rzxpa+LND+IepWkUkaDw/o1rtlADb4Xs4nPBPG6M49sdOleFedt47+tPjvpoYZo0mdI5gFkRWIDgEEAjuMgH8KXMB6x4u+Lena/Z+LYYIblf7XbSmhEqrhfs0JSTdhuMkjGP0qbxV8VtM8UX3jYWsNyn/CQeIrPU7bzUUbY4xchg+CcN+/TgZ6Hn18aLk9K1vCuh33ifXrbT9Oe1W8kJZDeXcVrH8oLcySsqjgdyM9BzRdgev/ABO8eWOl+LvH2kyJKblvHZ1UFFGzy4nuVYZz97Mi449eaz1+MOjJ4htL3yrry4fGz+IjhBn7OWQgY3ffwp46e9cj8XPCfijw74hOp+KobVLzX2l1NJrK8guYpg0rh2Uwuy43hhjPY1wW6htjPc/Dvjm18N6R4H8SSrIbSz8b3uoSJGoLmMJYsQBnGcA8ZrD8G/FHS/D8fgVbmK4b+xNYvb658tAcxzJbqoXnk/umznHavLWvJ2tUtjNIbdHaRYix2KxABYDpkhV59h6U6wvv7Pu0n8mG5Kg/u7hN6HII5HfGc/UUrgeu/DfxXa383hfS4lkFzptnrbzFgNhEtpIVwc+ims3R/iZpenxeF1eK4Lab4e1XS59qDmW5F4IyOfuj7RHk+zcHHPFeC5NXg1a4utFhEtzb2VzJJuwQsJhZZW5PZGasHNFwPSrH4h6bDHoyvHOTZ+GL7R3wg5mma7KEc/dxcJk9eDx66eveI7bRdH0tLgSMb/wathF5aggObpn59sIea8i55NSz3c90sSzTPKIk8uMOxOxck7RnoMk8e9FwPR7z4jaZcQawixzA3fhix0aP5AMTQvaliefu4gfB9xxV3xB4htfE3g3xTe2quI1j0K1/eKAd0Nq0T/hujOPbFeT8MTg49Mmu4sPBvixfh1qF/b2UbaFdiO7lzPH57RxM6easW7zDGGdlLhSuR14NAHBk0gahqSkMVW2nNFJxRQI0N/40CTHeiigZ9J3X7R8+hfs3+HvDun+KdTvdfutPu9GutNaeT7NZWbTMdzKTtd3jKxqMYRA3crj5qkbnGfxNFFVJ3EM/iHam7qKKkCxb3jw3UEqyMjQsCjDquDkYr3j9pC88O65e6r4k0TxBo5GrXUZi03RWn8y9jPmO91eq+Fjm3FBsUAZZsKAMkoqlswPn9sUcUUVIBuAxXa/BtdBk8e2Q8RG0+w+VOYhqLMtqbkQuYBMV58syhN3t14zRRTW4F343ag+oeINPluvEdt4j1MWardHTwv2KzId9lvBsAXYqbD8g2gswGcZrzjdRRQ9wQhakzRRSA7/4L32i2fiHV01/VTo2nXWjXtsbpYfOYM8RChUyNxJ4xkfWuFuhElzKsErTQhyEkddpZc8EjJwSO2TRRTGRZ560m4UUUgDdzXt9jrWkx6ZY+J/7bso4rXwrcaK2k+b/AKU1y8E1uFEeOUJkEpb7uMjO7iiiqQHhzNTo4ZJllaONnWJd8jKCQq5AyfQZIH1IooqQJWsblPMzbyr5cazPlD8qNt2sfQHcuD33D1ooopAf/9k=) | SJM 679 x140 080701 Fibula af kobberlegering
Fragment af fibel |
![](data:image/jpeg;base64,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) | SJM 679 x144 080702 Hængesmykke af kobberlegering
Fragment af et lille sværdformet beslag eller hængesmykke? Forsynet med intakt lille øsken på bagsiden |
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) | SJM 679 x141 0905 Anden genstand af sølv
Snoet sølvtråd. Længde: 2 cm. |
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) | SJM 679 x142 1103 Vægtlod af bly/tin
Vægtlod, konisk |
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) | SJM 679 x143 1101 Smykke eller dragttilbehør af bly/tin
Grov knap af bly. Pladens diameter: 1,7 cm. Motiv: blomsterlignende |
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) | SJM 679 x145 1107 Tenvægt af bly/tin
Tenvægt, skiveformet/flad dobbeltkonisk. På den ene side dekaration af ophøjede, radierende streger. På den anden side en omløbende, dyb fure. Diameter: 2,1 cm. |
![](data:image/jpeg;base64,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) | SJM 679 x146 0819 Anden genstand af kobberlegering
Tenvægt. Diameter: 1,5 cm., Længde: 1,6 cm.
Se ASR 872x282, SJM 679x136 for paralleller |
![](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAYABgAAD/2wBDAAMCAgMCAgMDAwMEAwMEBQgFBQQEBQoHBwYIDAoMDAsKCwsNDhIQDQ4RDgsLEBYQERMUFRUVDA8XGBYUGBIUFRT/2wBDAQMEBAUEBQkFBQkUDQsNFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBQUFBT/wAARCADIAMgDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwD9U6KKKACiiigAooooAKKKKACkpaKACiiigAooooAKKKKACiiigBp60005utIaBohk6V+BmvTXL/tA6h9mN5FcjWpzG+n3iWk4PmNgpM/yocdzX76Sfdr8APEXlyfHK/MqxywnVZdyzWjXSMN7dYlILj2BoNFsJ8eLvT5r4rqSeJ7jxN5SbLrWNettRQRbjwTHH9cDdxnpXisp+UV6R8Zkt4/FQWzit4YmgQlbXTJNPTOT/wAsnJOffofwrz57Odrd5khka3RtrShSVB7AmmxFBiTxRT/LLNwM0UhH9O9FFFBAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFADWpKVutJQNEUnQ1+AOpSA/Gq6YuYcarOS/9oCwI/eOc+eQRH9cV+/0n3a/AhvPvfjXNHbxXEsz6nNsW002PUZid7fdt5CFkP8Asscd+1M0WxB8WNW8Nx31xFe6VeapqzW2IdQj8WpqUceQduWEPODzt3D8M1oaD4psZvgTdWt1q8uky2Nhc2kGn2erxKmoPLcBt01mULMwDn58j5YkwQVGeX+O1rd2/jbyryC/tpvs6fJqWgQ6NLjnB+zwsVx/tZyfwrzN++adxEEndelFLO3zH60VIj+nCiiiggKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigBhopWpKBoik+6a/n51JrT/hbF0L5dP8Ash1GbzV1b7QLbG9v9Z9n/egf7nPSv6BZPun6V+Adq92vxkJspLyK6GoSlJNP1BLGcct9ydxtQ+5+neg0WxlfFbWtBjkfTNK0HwtuIWQatoMuqHHqgF3L+eU+hry5uWHbmvTPjpcXt142ZtSm1S4uvIjHmavrEWpzbecZmjAUj0HavOpbC5jtYLuS3lS0mdkjnZCEdlA3KD0JG5cjtuHrTYijL980UTEFyRRSEf05UUUUEBRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUhoAbQaKRulA0Qy/dNfz/Iw/wCFrMT5Z/02QkSWH25erdYT9/6fjX9AMv3TX4BRLFp/xck2yRlI76UebLfmxX+Lkzj/AFf1/DvTL6DPil41k0+8utIh0vQ5IZYcG5PhiKwnXcOqgruUjswNEfxfsdN+AFn4XRo73XGur2D7PNYxtHa20ogbzhIVyZGKOoweAWJ52Y5/40TC48ZSOJY5R5KDdDq51Nen/PY/+g9q86kOWp3EQ9W/Gig96KkD+nWiiiggKKKKACiiigAooooAKKKKACiiigAooooAKKKKACkalprUAJSNS01qCiGb7rGvwD0Tz5/i1FDZQ3d3cyXsx8mx0yLUJifmOEgkO2TgZ56cntX79TtiNyegBr+ezT/sMnxEY6gdPFl9okL/ANri5+zY+bHmfZv3uOn3Oc47ZpldDT+OviTWI9Yn0G9s3sbZdkwh1Hw1Z6VeAkZGRCu4Lzx82D3FeNy9TXdfE+HT/wDhJJTpS6T9i2Jj+wxefZs45x9r/e59c8elVn+FernwmmvtNYxxSWzX0Vk90oupLZZDE0yx91DqwxnOFJxgZoEcOzUVIsatgFtpPTiikI/p0ooooJCiiigAooooAKKKKACiiigAooooAKKKKACiiigAphpxNNoAKYxpzVGxoLK922LeU/7J/lX8/wB4PuJofirBPbT3VjILiUpJZatFps6cN925kGxD7nryOpr9/dQbbZzn/Yb+Vfz9+GIftnxKt4418799Jx/ZY1EN8rHP2c/fH8uvamUdN8fPiJq1jfJoumeOfFWp2FxYodQs9T1xL+NJGHzRCWFzHKuMdh9K4fU/iRpGsfC7SfD19p93NqOlQywWjiRBArPO0pmJ2+ZkK7J5e7ZnDdcgzfGTw7qdnr0+oPpdxBprCONbv+w20uFm2/dEeNoPB+uM15m/y8ijVEkO/bnKhhz1opSQo5XJznnvRSA/p1ooooICiiigAooooAKKKKACiimvIsalnYKo6ljgUAOorOPiLSlV2OpWYVc7iZ14x1715X8RvjZFDJJYeG9St3mjTdNPGQ5UEcEVlOrCCu2awpTm7JHrt1qFtZqzTzJEFGTuPSspfHXh9rhYP7XtRMxwEaQA/rXyH4m8aan4imxd6rcTI/7t+doA/iJAwP8APtWQy3DRIUeLbFkyyeYMZBzywOPTqfSuf287Xsaezjflufdok8yNXiZXDYIbOQRTs18feC/jZq/hBo4LORLy1Xl7dpfMhGTnAOcqcHtX0f4F+KGk+OrVTCTaX+0F7OY4bp1U/wAQ9x+IFaU68Z6PRhOi46x1R2FFV55HZR5TqjblJLDPy5GR+Wad5x5z+FdJjYexpjUm+ms1AylqzbdNuz6RMf0Nfz3+FZFbx9b+b5AXzZMm4vzYp91usw+5/Xp3r+gzWn26TenOMQuf/HTX8/Xw9iu7r4lWUdgl/NdNJKEXTLKO8uD8jfdikIVuM5z0GT2pgzP+K2oTHxJdWkd0raemxlgt9VbUIAdvUSE8nk/TkVwDN83tXrvxg+HfjB9Y1DXbjw54j/sxI0Ml9qWiiy2gKASyxgoozxnPNc6vw0s5PhnP4sk1iS0aMBYrW6sjGl1L5gUxwyF/3hVSWJC4AGDgkZCTz58qx5570UScO3OeaKQH9O9FFFBIUUUUAFFFFABRRUN3I0NrM6IXdUZlUHBJA6Uth7nF/FL4taZ8L9Ce+uI3vJ/MEKQx8AMRkF2/hXpz7j1r5b8WfHjXPGN1G93dpbxWrCSOG2yse4HqRn5uCfwrr/jxrkOoXdnpk6sRMrXD89BjZgD8ORXla6FZ/aU3RmSHymIctwH52rwe5x+FedKUq0b7I9KnBUpeYal43OuTONxjtJlbcYzxwu4hT6k/oK8OX4qL4e+MMlplvs0tmsZUE9dxP9a9U8SoLfT7pzGIWDFY1T+H5R/9evi3xNq8kXxYa6kY8FQDXG42jynoJq9z7Vm8VW95bRNDAZJbiRj1425xx1/GqtxqSQRCG32ukqDe2QCBjgHGOvP19815l4S8XR3EiLG7GSKItnaQeBwBgd+mK0LTxNC8gnVGJQjIdQq5Dbhn15zWkJHDVjrc7nSdQ4YEN5UwyPk4z7fhj9K9k+FFi+pJMjvIBbjzY2jYqyHOOD244rwnw5rCT7w5UI35ADAAH+fT0r6C+COqRiz1efDMEWMgAjJByfw6VzSd5JHfDSN2d/D8bovh61vYeKp5JrdyRFfYJdUz8pkH8X+8P1r0bSfiN4d1uFZLHWbS5DDICyDd+XWviL9qrxeI7WMxoscsJ5wcvgtkZ9uv5D3qD9nX4gWuqXEkLYa4aFgnICj5eh9OtdkcROCS3OV0IVPePvnS9estZhMtlcpcRhipK9QR2Iq75tfInhHx8/8Awk2l22kTtuSOHfKu4o5Yj5BgAEc4NfVK3XTJr0KVRzV2edOPK7IPEUuNC1E/9O0h/wDHTX8+nhW6s/8AhLoItROlHT/Nd5P7YS5+zZ2MBvNt++xnoF74zxmv378T3GPDeqnPS0l/9ANfgN8Obi4g+IVlNaXF1azKZds1jq8WlTL8jdLmXKR8dc9RkDk10GTMn4jTWLeKLsaYdL+w7U2DRftYtfuDO37V+965zu75xxirOq/E86p4OtdEm0PTpLq3sl06PVZBI0yW6zGYKiltiNuJBdVBK5HdidT4yaFqraxPr15eLeQXLxxK134ms9XvSQmPneFtxHynB2AAYGemfM2oJGbS2TRTl6H5se3rRSA/p1ooooJCiiigAooooAKSlooA+K/2rvCPiyx8ax6ppek3LaLHbpD9uVDJGmWZjkj7g5A5/rXjuqeOl0mwkuJyyxQgYVQWfPZR6n2r9NSAwIIyKwdU+H/hjW70XmoeHdKvrscie4so5H9PvFc1yyo6Wg7HXCslK81c/NfTdau9a8CT6zqsD2XmyuY4G6hAAFH1P9DXyt480eTVPGLTWQbauBubvj0r9y9U+GvhPWtJfTbzw5pc1i6lTD9lRQM8HbgAqfcYNfOXin/gnR4J1YXMuk69q2l3LktCs/lzwx5PTbtViP8AgWa55Yep01OuGKg/i0Pzo8OzS6WpeWUrIYHRsHb8rACuks7zzIrkDc74DLz935uvuCMj8a9Q+Jf7HPxG+HeuLBB4el8U6fJnyb7R4GnHTncoBaM/UY9Cayvhv+zn458ca0dPs/Dk+nyNuWaS/gaGFFHXeSvH+6fXpWCjKOltS58lTW6sVNF1VLaCNI5Mup2ku2ADj+XPBr6G+FviCz0DwPrt1eXAhgaNFXaxBcjPA5yc7gOPUV0fgP8AYOtNIuba68T6vHceUATZ6WjRqW95Dzj6KD7ivfPDPwz8L+B49miaFZ6ecbfMSPdIR6F2yx/OnHCyk7y0HLEwjHlWp8saB8Hbf4+fbLovd6Zprvh7ieMl5FH3QoJ5OPfAzXaeG/2I/B/g+Qz6VrWuW9233pDLEyMO4K7Oh+tfR7IBwBjFRMtdkaMErPU43Wk3ocT4M+Feh+CGE0CyXt5wBc3RBZQOgVQAqgdsDNdn9oI70yQVC2a2Xu6IxepU8XXRXwprPP8Ay5Tf+i2r8EvAavN44tI0jaZiZPlXS11In5G/5d24f+nXtX7seOJjH4N15vSwnP8A5DavwX8GtF/wllt54tzH8+Rd3jWsf3T1kXlf69O9aRIkO+JoeHxlfxyR+S6+XlDpa6aR8i/8u68J/Xr3rk67jx14cR7q81WDUtGWHCkWdtqhupOgXgt8zevPSuevNBS28H6ZrQlYyXl7dWrREcKIkgYMD7+cfyFUSY26io80UCP6faKKKCQooooAKKKKACiiigAooooAKKKKACmsKdSN0oApzx7qzri3J6cc1sSLVWSPNItMxZIetV3j61ryQ9aga39qmxRkyQ7hj+RxVeSEkdMVstbnd0G39aje34pWGcH8QoyvgbxEf+odcH/yE1fg/wDD+O6k8aWq2a373GJNo023Sef7hztR/lPvntmv3v8AiVDt+H/iY+mmXP8A6KavwI8Jraf8JPH9ufTo7fD7m1WOd4OhxuEA8zPpjv14poTIPiNHcx+MNQS7S9S4BXcuowJBOPkX7yJ8o49O2Kzm8U6o3hhPD32txpCXL3gtV4UysqqWPrwi4z059a2vHel6VDdNeafrOj3ZlcA2OkwXkaxDb1H2iMccf3icn0rkj34qiSImilxRQI/p+or4kT/gqp4DbOfC2sjAz/rYv8aX/h6p4A43eGNbU/78X+NVZkn21RXxMf8Agqt8PFAz4Z13OfWH/wCKpX/4KrfDlME+G9eIxkkeTx/4/RZgfbFFfEf/AA9c+HH/AELXiD8of/i6kb/gqt8OFjSU+GvEHlszLkeRkYAJOPMzjkf5FAz7Yor4jP8AwVg+GQ3f8U74iyOnyQ8/+RKP+HsPwx/6F3xF+CQf/HKBH25RXxN/w9e+GG0H/hH/ABH648uD/wCOUh/4KwfC8Y/4p7xIc+kUH/x2gD7aor4mX/grB8LWx/xT/iYf9sYP/jtSt/wVb+FSvt/sPxIfcQwY/wDRtAz7UpK+LZv+CrfwphUZ0PxMT3UQQcf+Rqr/APD2b4T/APQB8Uf+A9v/APHqBH2u1ROtfFZ/4KzfCZf+YF4qP0trf/49SH/grN8JD/zA/FP/AIC2/wD8fpDPs9o6iaOvi+T/AIKzfCQZ/wCJH4qP/brb/wDx+oz/AMFZPhJ/0A/FQ/7dbf8A+P0FH2g0dRPFXxh/w9o+EXP/ABI/FfBx/wAetv8A/H6ZJ/wVo+EQXP8AYfiw+32S3/8Aj9AH1F8U48fDfxXjr/ZV1/6JavwQ+HM1xZ+NreS2nubaZVkxJaa1FpEg+Ug4uZAVX6Hr071+lXjz/gqV8LPEngvXtLs9E8UJdX1hPbRNLa24QO8bKpYiY4GT6V+ZHg7WrLSfE0d3fzi3ttr5kbSoNSAJHH7iZlQ89ycjqKAK3xImmuPGmpyXE1xcSs67pLnVI9TkPyDrcxjbJ9R06dq5g9Oldx4zk8J6o15qNjrWo3OpSFStt/wj9tYWx6A8RXDBOMn5U5P1zXWeIvD9pb/DOeY6Rbw6Uml2Fxp2rrbhZLi+kZftEZmxl8ZuAUJIXyRwO7EeMY6cUUpxRSA+iW07wcNGnlF8guxpNlOq/aRn7Q10qTLj1EWTt7da1W8G+DdQ1bUYNNvWu44G8RSIsN0HPk2tuZLN+P4WIJz/ABAGvBXmPTGK7r4S6Tr+ratqc2hQ2LeVp1xbXM+pXkVpbxR3EbW5JkkdVDHzflBPJ7EA1aYjurHwx4Em1TToptXRbaXUNAhnb7Yq7YLi1Z79s9tkoAJ/gzg1lW/hfw9feC7rUIrlp7+28OnUJlScHyrr+1ltwrL2BgdTg+oPevKta0678P6xe6ZqELW19ZzPbzwsRlJFYqy8ehBpbHxBeaXa6hbW0xihv4BbXK4B8yMSJIF9vnjQ8en1ouI9hvPCfgNPEVxbRauPsC6zqlqkv2xDm1igVrZ8/wC05I3dG6CqP/CH+F5NKnvYr2SRYLbSHlkS4UrHJOSLhW44x6dsc148ZgR15rp9Ej12PwFr72mmSXGj3VxbW9xdqCfLlHmSIox6hXzxxj3FK4ztL7wt4Mia48rV9wVNYKf6WhyYP+PQdP4//Hu1X9O8AeD7q6sZZdTddLbV9Dsrm6F0gSOK5tGluiXxhSsiEZP3cEHpXhjSn1NXI/EF5Hos+krNiwnuI7mSLaOZEV1Vs9eBI4/H6UroZ6B/YXh3/hF/tn9pf8TH+wvtnk/aE/4+/wC0/I8vbjP/AB7/AD7ev8XSuh1TwH4UtLm9lj1KZ9NXVdds7a6+0oUkjtbVJbUhsYYu7gHH3sgDGa8QMuO9egy+FPFN38J7O7GmxDRLS4uNTWb7VH9oaOQxQNJ5O7zPKDwhfMC7ckjNMR0Nn4T8JSXVusur7UY6NvYXSDAnTN32/gJ/4D3qH/hE/D9rpsN5LeyL59lqU0TNMqq0kDlYQuRzux06ntivJPPKjrk1avNdu77T7Kynl321mHECbQNu9tzc4559aWgz1mHwf4Om1yCBtZZbSTWdPs3k+1x5FtLCWmkzjHyuMbug6Gse68I6Na+F11CS8ljvJfD6alDG8qgSXB1L7OUUYyQIgzYHOQTnAxXmHmH1ru/H3hnxNp/hnw9f6rp8FvplpB/ZsF1b3kM4kYySz4bY7bTiQ8egFAjf1DwT4Tt9Vv4IdZd7eK+12CJ/tMZLRWtsslm2dvPmSEqT0bGFwaiTwP4cjvLC3u9Rnt/Pn0MPvnjXEN3btJcvyv8AA23B6AHnNeSeYeuat6prV1rFxHNdSeZJHBFbqdoGEjjWNBx6KoH4UDO3/wCEZ0FtLjuP7Sbz2067uWTzk/10c5SJMY/iQA46nqK038B+HLfxAtlcalNBD/bEFk/mTIrLbvFvaQ5HBDcZ6V5bJNFJHbrFEySKpEjF929txIIGOOMDHPTPfFavji8vbzxZqj6jamxv1mMU9tnmN0+RlPuCpoA2n8N6QdEe6W/Y3I0iO88vzU5uDeiEx4xniIlsdeM9K19Z8CaDpus6jYnUZkFrfa3bDzJk37bWAPbFhjq75U+vQYNeZKxU5FWtW1S61zU73Urx/NurmVp5pFUAF2bJOBwOTQB6JpPgbQr/AFKwtEv3lNzdaPbELKhOLq3Z7ggY6xyYA9OhzXmE2Y5GUkHB/hINdP8ADjT9WuvFlhd6PZC/udOljvWjeRY0Co6/ediAoLFV5PJYAckVzepW89nfT293E1vdQuYpYXXayMpwVI7EEUAV91OMjeXtLtgHIXPFMo4pAJRQT3ooGbG7Izn9a9K+CfjzSPBmr6hF4gdpdBvYVFxaDTIr4TskisgKPLHtxgkMGyOmCGNFFNOxJx/i7VLXxB4u1fUbG2Sxs7y9mngtY1CJBGzllQAcAKCBgcDFYtxInmER/dHHuff8aKKQEe48GvXfhp8e7r4Z/DDxPoWn3WpRaxqF3DNYvBclLa3UwzRTuyg/M5WRAoxjIDHlFFFFNO2wHj8knBPemxL5jN8wUAE5PtRRSGNEgr1XVPHXhvWPhHoukzy30XiLSbWWziSG0jCS77ppN0lzv3mMRuyiLZ97ndg4oopgeVMwoZhRRSAQSAMMjivTfi1428O+JNN0630G5v8A7NbyFrfS5LZLe106IqoMahWbzZCw+aU4LbQTkn5SimB5dnimls0UUhixttdSegOa6f4peINI8VfEDXtY0SG8t9Pv7yW5RL6RWly7liTtAAGTwOcep60UUAcpmk3cdaKKBHWeB9Y0m2sdb0vWbm4sLXUYYgLu1gEzIySq+ChZcggHv1C1l+N/EEfirxjresRRtFFfXktykchyyq7lgCe5weaKKAKWn6Pdaom+BAy+fHb8tj55N20f+OmrUHhu4k8tp57eyt3MgM9w52rsIB4UEnlgBgE80UUxlLVNPk0m8ltJgDLGR8yMGVlIBDKR1BBBB7giiiikB//Z) | SJM 679 x148 080701 Fibula af kobberlegering
Fragment af korsformet fibel. Længde: 3 cm. |
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) | SJM 679 x147 080701 Fibula af kobberlegering
Fibelfragment, korsformet fibel. Længde: 5 cm. |
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) | SJM 679 x149 080701 Fibula af kobberlegering
Fibelfragment med bagudskuende dyr/drage. rest af nålefæste og nålebro bagpå. Længde: 2,3 cm., højde: 2 cm. Se også SJM 679x107 |
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) | SJM 679 x151 080701 Fibula af kobberlegering
Næbfibel |
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) | SJM 679 x152 080701 Fibula af kobberlegering
Næbfibel |
![](data:image/jpeg;base64,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) | SJM 679 x153 080701 Fibula af kobberlegering
Fibelfragment, korsformet fibel ? |
![](data:image/jpeg;base64,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) | SJM 679 x154 080701 Fibula af kobberlegering
Fragment, muligvis af trefliget fibel. Med rest af ornamentik på den ene side |
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iufNkaGHTmDRlyVRpJ1IAHbhDXz3DO1roq6jc6ZPcQy3kl0J2DALHKhQgHpk8H1G0Y619VfsWeExbeFda8UeV5cWs3KxWoP3jDDuG4nPUuzj/gNaU9zKu0oH0eoJIrcsVIRazrG1Msg44rdhh2qOK6InmMdX4h/8FDpG/4a48eA9BJa4yP+nWGv2+Ir8Q/+Chzbv2tvHQPQPbDgf9OsVadCGeb3fiBf+FXizHiTwg7eQqnTE8NKNR+8Pl+1/ZAdw6lvN5Axk9K8lc4Y4PSvcbXxJod58P7XSNU8a+IbWzNusU9naeErSWOPByFE5ukZhkD5iATivHPEMOmW+qXEej3d1facpHlXF5bLbyuMDO6NXcLzkcMemfagkzt5bmimUUgP6eKKKKCQooooAKKKKACiiigAryD9qb4Zz/En4U3i6dD5uuaS41KwUfeZ0B3ID6spYD3xXr9FLcqMnFpo/H/Gm+JLt57q1mvrmeTZa6e37tPMJwQ5A3bVOR8vPGPcR6ha/wBl+LLnTLu9tf7WZTulTIjUMM+WW7HawHOQOOc19fftNfst3Uet2XijwB4dWeHzpbnVrS1lZ7h5HYHzIomO0jG75U5zgYwOPknSNPsvDOiX2s6vH5+tJdyxQWNwh3iQAjcyHB4ZgfmHUYx2rjknFntwqKoro9HhudP0ux06C68uWcw7o1jYELn5eT/hzxjjOaxvGXhyz8QaRD5su6VWYK4YBlAIygGPTnH1rP063vIbjSkbUHN7cqDNAvGWYFgD1PHGc+/pWNqWt6ZJosdzqEpNrJcfKjQhirBeWxngAcU73Fy21MH7PpckqpaQLEkT/NPNIQkoAweT789D16Vr6Tpq6vbfarmFrrS7cpCpbKtcuD8sSZ4RATkntz3wBlXEsYubWZgbmHJZPNHOfQrjAHA4716Z4X8B+IvHEc9x4XtrjWNasTbpNDG0cdrCr5AUFiANuMED3PY1DizTmUVqXvg38JoPjR4sXz7i6tIbd/tF/wCRMo2x/wAMKqTwDjbnHA7DFffGi6Lb6bZ29hY28draQII4oYlCqigYAAFed/Af4E2fwe0OYNIuoa/fkPf34TGcfdiTuEXJ+pJJ64Hs2n2ZjGSOa6YxseZWqc8vIls7MQoOOatYxTwvFIwrY5SJq/EL/gochT9rPxy2fvSW5H/gNEK/b5q/D7/goRIG/a08e5HImtwP/AaKmPocxqkXicfA9Gd/iUdF+yxnbPHJ/YYXeuOc7fLzjHGM4rwZhuavbbb4a3GveALaXTvA3iCS+ngRotTOuQm1Y5BLC38gNgjPHmZGepry3xT4N1jwbdRW2sWL2M0yb0VypLLnGeCe9DJMHG0Giuh8ceEz4N1a3sftP2rztPsb/wAzZsx9oto59uMn7vm7c98Z4ziikB/SrRRRQSFFFFABRRRQAUUUUAFFFFABXF/E34Q+GPi1oU+m69YK7SAGO+gCpcwMOjJJjII/EeortKQtggYJz+lA02ndHwtrH7B3i/wne6hdeEte0vVhNBJbxHVGkt5UR124G1HUsB346duleRaj+xR8YrqEae2gaaIUJKzHUoymTwec7sH/AHeK/Ueo2hVu1Z+zidKxE0j4k8C/sNT3VvZN431dESEAvYaIzAyNk8POyg7cYXCqDxndX1T4Z8G6b4Z02HT9J0+DTrKIALDAgUdMZPqeOp5Ndf8AZk9KPLC9BVKKRnKpKW5ThsVjA4qwse3pUu2iqII9tNapKY3egCGSvw4/4KBqf+GtPH5/6eIP/SaKv3Hkr8OP+CgWP+GsvH3/AF8Q/wDpPFTA8/1LR0j+GK3f/CO+Dom+zxsNRh8R79T5YDd9l+2H5z3XyeAScDGR5NIxLZJzXrWoT6WfhiI1uPBD3pt4/khtb4aqGDKSN5jEO/8AvHdjGcHpXkrD5qBHW/Ebx9F48bR3XRbXS5NO0200554Xd5bryII4Q8hJ25xHwFUYBwcnklcjt+TJPeikI/pyooooEFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFNYU6igCOkpxptA0NYd6Y1PNMagory57DNfhv8At/sG/ay8fHJ/4+YR0/6YR1+5Mlfhv+34o/4au8fEc5uov/REdPoByMHjj+w/Adq9p4h8LXF7BAirpc/g21lnzkAq1xJbHewHJYsc46mvI9c1i417VJ765S3SeZtzLa20dvGDjHyxxqqKOOgAr1nV9evJfhELE+L/ABxPbC3hX+yLjS9ulDDLhfO+1H5B1U+VyQvAzkePyQ/ZrwxTDeI32uInBzg84YZH48ihiIJI5FhV2RgjE7WI4OOuDRVjUrGexkVZYJ7dXG+IToVYoeh/H2opAfr9J/wVg8Hxk/8AFF6oV7H7XGP/AGWov+Hs3g/v4K1Tp/z+R/8AxNfnv4q+GNvodjr1wNSkm/s270q3UFABIt3bSzFjzxtMYA9c1buvg7aQeK7rR11eRkg8YDwx5vlDJjLsvnYz1+X7vv1rS3kSffT/APBWrwgq5HgfVD6/6bH/APE01v8Agrd4PGP+KH1X3/0yP/4mvz40b4Twas/htZNTkj/tXV9R0t9sYPli2jgcMOeS3nEY7YFUdJ+GcGp2ehTNqUkZ1HRNV1YqIwdjWiXLBBzyG8gZPbceuKn5DP0SP/BXHwj28C6oR/1/R/8AxNJ/w9y8Jf8AQi6p/wCB0f8A8TX50yfDaCPTZLr+0XLL4aTXguwYLtcLD5fXphs5p2vfDODSLPXp01GSQ6bpWk6iimMDzGvIoJGU88BPOIB77aAP0SP/AAV08Jhc/wDCB6pn/r+j/wDiKa3/AAV28KYJHgLVD/2/x/8AxFfnjrXwvg0m48QRrqbyf2XrtlpClowPMWdLhjIeeCvkDjvu9qvWvwjtZ/EGn6YdWkQXXi+Twy0nkglY1aNRNjPU7z8vt1oA+/W/4K9+Ew2F8Baowx1N/GOfT7lOb/grx4UWNW/4QLUyxJ+X7fH+f3PrX50+G/hrBrtr4dne/aL+1TqQO1AdhtoRIuOf4iQPanaf4Cjm0nS8X+xNS8P3euyBokJR7eW6jEYY8gEQAnGPvdDgUvkB+isX/BXTwrJ18Bako7k6hHj/ANAqKb/gr34WVjs8Aamy84J1CMHGf9w1+d2ofD21h0rUZ01CTdZ+HLTXFRkGHeaeCIoTngATk5/2QKZ4i+G9vodv4gcajJIdMg02ZF8sfvPtUauQeeNu7A9aAP0PP/BYHwv/ANE+1Lp/0EY//iKY3/BYTwwOnw91I/8AcSj/APjdfn7qvwntNL1bXrH+0ZJBYeK4/DaSmMDdGzTDzsZ6/uen+0aqaR8KrfUdY8O2T6lIi6r4kutCd1jBMaxfZsSAZ5J+0Hj/AGRzzQGh+hn/AA+E8Nf9E81H/wAGcf8A8bpJP+Cwnhsfd+HeoE++poP/AGnX5z6H8PrXVNP0m4l1CSE31hqt2QIwQrWkEkir16OUAPpmki+HlvLptldG/kDXHhyfWyuwcPHcyw+X16ERZz70Afomf+Cw3h0/8061AD/sKJ/8bqNv+Cw3h/aSPhzfn0/4mif/ABqvzq1DwBb2UOtP9ukc2OhWGroNgw7XDWoKH2X7S3P+yKXxL8PbfQbXxFKt9JK2l3VhAgKgCQXEMkhJ5427APxoA/Q7/h8VoX/RNb7/AMGyf/GqST/gsVoSr8vw2vWP/YXQD/0TX5+SfCu1j8T3emHUpfJh8VJ4e83ygSYy7qZcZ64Tp79apaJ8OrbVpPD6yX8kI1LWLzTXPlg7FhSBlYepJmIx7CgZ+hDf8FhtIccfDO7/APByv/xmvgb9oT4sR/Gz4ueI/Gkdg2lx6rOsq2bTeaYwEVMbsDP3fSs7TPANteWujyNeOpv9J1HUWG0HY1stwVX6N5I5/wBo1z3jTQx4d1K3ijO6K4s7W7HykBTNBHKUGSc7fMx1z0oA7a3+JPhubwnaaNqw8b3sKQpHLaxeJI0tDtwQEia2baoIBAJOMDmsXw9feDW+KHhSaCwvdP8AD0eoWx1BNYvI7rKCYGQ5SKMBdnbB6HmuAaTjrTS1AHtHxgm8QQ+AbK18ZSzz+IH1u7uLX7XL5kotmRN7rkk+U74KEfKdrEd6K8XkbIHzE8cg0UN3A9JTx9OfB2saNdGa6uL+9s7oXUkpYoLeOdAuDyeJhjngLisR/EWqvM851G6MjXIu2kMzFjPyfNJz9/k/N15rHkYoxXjg446U0yGnck7f4ZeMhoXjjQ7vVL2VdMtLp533FnVC67XcKM8nauSBk7R6Vy669fwbBFe3EYjjkhQLKw2xuGDoOeFYM2R0O45616P+zb4Z0Hxp46v9I1vSNQ1pptF1F7K104r5rXCWsjqQGU5YbTtx0baeRxXI/FbRPD3hvxvfaZ4Yvbi/021CRtNcOkh84IPNVXQBXVX3KGAwwGRwaNbXGYX9uX23Ybyfb5P2fb5rY8rdu2dfu55x0zW14y8dT+KNTFzAJbOFtOsLCWFZSRJ9mtooQzdMgmLcAemfbNcgzc0iyVIGpJr1/M0pkvbhzNKs0haVjvkUEKx55YBmweoyfWupm8aE/D20tVvphrUeuTaiZAzeYN0UYEm/+9uU98964Itmvf5k03Rfg/4UFp4f0XWG1rR76W7sWtHOrLIkl0Pt6ThG2QxeSvyhlyInDJgl6pAeJw65qECwrFe3ESQ7zGElYBN4w+OeNwGDjrWp4a8azaDNcNL5t5G+mXWmxRtKQIlmRxx1wA0jNgdST65rmWz+FJ2pAXW1i9ZXVrucq0K27KZDgxqQyoefugqpA6ZA9Ke2tXszOJbueRZBGsgeQneEACA88hQMD0xxWeM11nwt0u51jxxp9vapp7OolnkbVofOtY4Y4nkleRMHcFRWbABJ2jAJxQBN8SPFx1z4geKdS0y9mOnX2sT38G1mQNmV2jk2nBDBWOO4ya5ldd1BJIpFvrhXhma4jZZWykpxlwc8Mdq89flHpXffHDVtL1m90GbRtCh0nTRZMq6hHYpZ/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| SJM 679 x157 0903 Mønt af sølv eller kobberholdigt sølv
Sølvmønt. Longcross. Edward |
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) | SJM 679 x156 0903 Mønt af sølv eller kobberholdigt sølv
Karolingisk denar. Carolus Rex/Mediol (anum) Milan 793-812. |
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W/4a48cg9A1oBkf9OkNft01fiN/wUUfzP2tvG4PQNajIH/TrFQDPM7rxAn/AAq8WS+JPCLMYAp0xfDSjUfvD5ftf2TO7vu83oMZPSvIZD830r3W18SaJefD210nVPGviG1szbrFPZ2nhK1mjjwc7RObpGYZH3sAnFeL+IodMt9WuI9Hu7q+05SPKuLy2W3lcYGd0au4XnI4Y9M+1MkzixJz3optFID+niiiigkKKKKACiiigAooooAK8c/an+D5+L3wtv7O0g8/V7VTNbIGZfM6Fk4POQMgHuB617HRSaurMqMnFqSPxg8RaT/Zd9pVnYWo05LWXbLbx7vNacSLtXpwe/1Y8c1J8QIn1CVGdmhMcYjfacKzZI4IGWOcgn2r9Kv2hP2aNP8AizpE1zoi2ei+Jt/mG8MOBcggArIQMgnC/Pgn5QDkV8O/ED9nXxx8OYXh1/R5ZY5pFuReWRaeLIcEJvHII2DOcff44FcLpypu6PZp1oVVbZnkHh2S5h068ihkjhJcSI+Dvi29gD0HJGTk/SvQvgv8G9a+JfiqfRbO7hgm8p5ZL663EJECoOxRjnOB05zyeKzbvTT9see7j+xCaFkMORgMGIxgeg2flXuH7FOqNqXxl1CK2ikmjh0aUXVweVUtJBtHHAJKNxnnB9KcYtvXYupJQi2tz61+GPw+s/hl4J0vw9ZbZFtYgJbhYwhnlP35CB3J9zxgdq7azhO7OKZHH81attCAo4rqSPIb6snijwoFSbaVVxS1oZidKbTqY1AEbV+Iv/BRIbf2svHDerW3/pNFX7dNX4g/8FDHDftaeO89RJbAf+AsVMbOV1OPxMvwNVmk+JR0b7KhKzRSf2GF3jHzZx5eenGM4rwRxuavb7X4bXGvfD63k0/wP4hlvp4FaLUv7chNoxyCWFv5AbaRn5fM49a8q8VeDtZ8G3UNvrFjJYyzLvRZCCWXOM8E96GSYJAHWiug8b+FD4O1W2sjc/avP0+yv/M2bMfaLaOfbjJ+75m3PfGeOlFID+leiiigkKKKKACiiigAooooAKKKKACkIDdaWkLYIGCc9/SgDnfE3gHw94uj2a1omn6soGB9ttUlI+hYHH4Vl+E/hZ4a+H8V1H4b0Oy0VLpw8y2cITzCBgZx6DoO2TXb0hUGkVzPYxlsSGq7DGVAq0Yx6Um2gd7jMGlxTttJTAZimN3p5phoAik71+Hv/BQgf8ZaePT/ANNrf/0mir9wZK/D3/goP/ydn48x/wA9oP8A0mioG9jzzUNIRPhit3/wjvg+N/s6MNRi8RhtS+8Bu+yfbD857r5PAJOBjI8jkYlsk5PvXrmoXGl/8KwEYm8ENefZ4/lhtr4aqDuBI3lPJ3+pzjGcV5Gw+bmmSdb8RPH0Xjr+xmXRbXTJdO021097iF3eW68mCOIPISdvSPgKowDg5PNFcjt+XPvRSEf050UUUCCiiigAooooAKKKKACiiigAooooAKKKKACmnrTqSgBtN6U6mk0FDWHemNTzTGoGV5SewzX4d/8ABQRg37WXjw8n9/CP/JeOv3Ekr8PP+CgCj/hq7x6Rzm4h/wDREdMDjrfxwdD8B2z2niHwrcXkECKul3Hg21lnzkAq1xJakOwHJYsc4615Dr2sXGvapPf3KW0c8zbmW0to7aLoB8scaqi9OwFetar4gvJPhCLBvF/jWa2FvEv9kT6UF0sYZfk877SflHUHyuSBwOo8eki+z3RilG8I+HETg5x1wwyPx5oYiCSN1iVyjbGJCtjg4xnB/EUVPqVjPYyKskE8Cv8APEJ0KsyHof8A9VFID9hJP+Cr3guNjjwdqxHr9pjH9Ki/4eyeDO/g3Ven/P1H/hX56eJ/hfb6Ja69MNTkmGm6hpdmvyACRbu3mmLHngr5QA9c9qszfB21TxVJpA1eQovjD/hGDL5Izs3lfOxnrx939a0t5En3+/8AwVo8GquR4K1Y+v8ApcX+FMb/AIK2eDB/zJWrn1/0uL/Cvzy0X4Uw6wfDYk1SSP8AtXU9R099sYPlfZoonDDnkt5uMdsVT0v4Zw6lZaHM2pvGdR0PU9XKiMHY1oLkiMc8hvs457bj1xU/IZ+ix/4K3eDu3gjViP8Ar8j/APiaT/h7h4P/AOhH1b/wMj/+Jr85ZvhvDDps9z/aLs0fhqPXgvljlmuEi8vr0AcnPtTte+GcOkWevzrqTynTdN0q/QGMDzDeRQyMvXgL5pGe+KAP0Wb/AIK5eEAP+RG1XP8A1+x//E01v+CunhAKSPAuqnH/AE+x/wDxNfndrPwvh0u61+FdUeT+zNes9GUmIDzFnSdjIeeCvkDjvu9quWnwltrjXtN006tIguvFsnhtpPJBKIrRgTYz1PmH5fbrRbyA/QJv+CvHg8NhfAmqsMdftsY59Pu09v8Agrp4QWMN/wAILqhYk/L9tj/+J+tfnJ4d+GsOuWvh6d79ohqv9pZCoDsNtD5igc/xZA9qdp/gNJtJ0wi/2rqWgXWuSboVJRreW5jEYY8gEQgnGPvdDgUvkB+jUX/BXLwlJ18C6mo7k30eP/Qahm/4K8+ElY7PAeqMvOCb6MHH/fNfnTf/AA/todL1KdNRkzZ+HbTW1Roxh2mngiKE54AE5Oefu4pviL4cW+iQeIHGoySf2bBpsqjyx+8+1Rq5B5427se9AH6Jt/wV+8Kf9CDqn/gfH/8AEU1v+CwHhUdPAGpn/uIR/wDxFfnxqvwptdL1bXbE6i8gsPFUfhxZTGBuRmmHnYz1/c/d/wBrrVTSfhZBqGreHrN9SkRdV8R3WhM6xgmNYvs+JAM8k+eeP9nrzTA/RH/h8F4WOP8Ai32pf+DGP/4imv8A8FgvC46fD7Uif+wjGP8A2Svzj0P4f22qafpNxLqDwm+sdUuyBGDta0gkkVevRygGe2abD8PbebTbK6N+4Nx4en1srsGA8dxLCI+vQiLOfekM/Rj/AIfCeGiefh5qIH/YSj/+N1G3/BYTw5tJHw71E+n/ABM0/wDjdfnLf+AYLODWJPt0jGx0Kx1dBsA3tO1sCn0X7Qef9kU7xJ8PYNCtvEUi3zytpdxYQoCgHmC4ieQk88bdgH40Afol/wAPifD/AP0Te/8A/Bqn/wAapsn/AAWI8PgfL8OL5j/2FUA/9FV+e8vwtt4vEd5px1KTybfxSnh/zPKGTGzyKZcZ6/J09+tVNG+HNvqlxoEcl/JCupazd6Y7eWDsWFYCHHPJPnEY7YFAH6Ft/wAFhNFfgfDa8/8ABun/AMZr4G/aH+LUXxt+LniPxpFYNpcWqTLKtm8olMYCKmCwAz930rK0vwDbXtppErXrqb7S9Rv2G0HY1sk7Kv0byh9N1c94z0MeH9Qto423R3NnbXY+UgKZYUlKDJOdu/HX0oA7e3+JXh2bwja6Lq0nje8hSFY5bWHxDGlmduCAkTW7YUEAgEnGKwtDvvBzfErwtLb2N7Y6Al9bm/TVruO5JQSjecpFGAuztg9+a4NpMim7qLge1fGKbxBF4FtrbxlLPNrr65dXFmbuTfJ9mKLvdcknymfaVI+U7WI70V4rIxIGSTRQ3cR6Uvj6dvBusaPdGa6ub++s7sXUkpYqII549vPJ4mGDnjbWI3iTVmma4OpXfmfaftjSGZt3n8nzc5+/1+brWLI5VmXjg446UxpDTuI7r4ZeMhofjbRrrVL2VdMtZ5ZSHLOqNJHtZgozycLkgc7R6Vyy+IL+DyxFe3CCOKSCMLKw2xvu3oOeFbc2R0O456mvRv2b/C+geNfG2o6TrelajrDy6LfvZWum7TK06W8jKQGBywx8v+1jtXIfFbQ/D3hvxvf6Z4ZvrjUNNtdkZnuGRz5wQeaqsnyuqvuUMOGAyODRra4zEOvX+0obyfaYRbFfNbHlBtwTr93IBx0yK2fGfjybxPqX2mDzbOB9PsLGaASkiT7NbRQhmxjIJi3AHpmuQZqRZKkDVk8QahM8rSX1w7TSrPIWlY75FyFc88sNzYPUbj611E3jRj8P7O3S+mGtRa5NqJkDMJBuiiAk3/3tynvnjNcEWzXv08el6L8IPCwtfD2i6wda0e9lurM2znVklSS5H25ZwjBIY/JX5QwBEbhlwS9UgPFYNe1CBYVivZ4lg3+WFlYBN4w+OeNw4OOtanhvxtNoc1wZvNvIn02606JGlIESzI44znADOzYHUk+tcw2fwpOaQF5tavnR1a7nKPCtuymQkGNSGVDz90FVIHTIHpTzrd9MziW8uJFkEayB5Cd6oAEByeQoGB6Y4rOrq/hbpdzrPjjT7e1j092HmzSHVovNtUijid5HkTBLBUVmwAT8owCcUAT/ABI8XnW/iB4p1LTL2Y6dfaxPfwbSyBsyuY5NpwQwVjjuMmuaXXtQjlikW+uVeGZrmNllYFJWxmQHPDHavPX5R6V3vxw1bSdYvtDl0TQYdJ00WbKt/FZLaDUnErh5hEpYKoI2AZJ+TJOTgeYHvQwOjvfF0s3h/RtOhElvJp4uVMySY3rMeRx0GMg+oNULXUbiSOQNqclssNs0UaM7nehbJiXAwASzNg4HXucHKLe9N3UgOt8P+JEt9F8VQ3ty7XF7pkNpbbssSUurdwuewCRNjt8oFYE2rXlx53mXU0gmKmQPITuKjCk884BIGema6zwl4Tm8Q/DPxhe2ekzaje6bc2UrTW8LSNb25S5MrnA+VPlTJPAwK4Xdg0xm9oXiq50nxBY6nNJNdmC+jvpI3lP711fdkk5+Y88nPU1VutcuZr57iGWSBRO9xGiSEeWzEZK+h4Xkeg9KzC3tQsgCtkA5GB7UgLsWpXcflhLiZAiNGm1yMKwIZR7HJyO+TWt461q21rULGS1+ZYtOs7dmIIO+O3jjYc9gyt+dTfC3TbXW/iBoVjfQrc2slype3YkCbHIjyOfnIC8c81q/EG5j17wb4b8QTafZ6dqtzdXtpMun2yW0U0UQhaOTy0AUHMsiZAGfLGckE0wPPqTntSUUgHbfU0U2igDR38k4/OmmQetFFAjR8O+LNV8J6i1/o99Np160Ett58DbX8uWNo5FB7ZRmH41mGTdz3oooAjY0zdRRQBKMrwRg4zzx711dn8VvFVj4Rk8LwazPHojo0ZtRjiN23OgbG4IzclQcEk5FFFAzlN3XpSEn8KKKBCK3bNXtD17UPDGr2up6XdSWV/bPvinhbDI3+eMd8miigOhY8WeMNY8Z6it7rV9Je3EcYhj3AKscYJIVEUAKuSTgADJJ7msTtRRQMaaTdRRQBctdZvrPT7uxgu5obO7KNcQo5VZSmdu4d8bm/OqYoooATdRu7UUUCJbS8m0+6hubWaS3uYXEkc0TFWRgchgRyCD3rQ8SeLdY8YXkd1rOo3GozxxiKNp33bEBJ2qOgGSTx3JPeiigZk9676y8DSatpd3dWWntMj6VFJasmSZrgSxCVYx/G4XzSVGSAGOMDNFFUgCTQ7nTdeuLXR9ItNTuI7WzMqYS5CFoEaQhckffJDN/DnquaKKKLAf/2Q==) | SJM 679 x159 0903 Mønt af sølv eller kobberholdigt sølv
Romersk denar, noget fragmenteret. Buste mod højre / stående (kvinde-)figur. |
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VF+0WDQttXO0ZVmwQSeRXDKhL1PWjiqbW9jwDUNZtNMuodRuvJ1XW7OJHtDKpSwsWLcDaSMYHOSSzYNVJL577TftapJHpe5ZYLi6+Vp4WGVKAZOQeRgHIY9a91t/wBjzWL5oF1fWNHit4GDpDBYy3I3dyRJIFJPqVPQelev+Dfgd4d8I3Md79nk1XVUAAvtQIdkxgDy0ACRgYAG1Rx3NKNGV9dByxUEtNTyv9nv4HrpmoR+LdVtHimRWTTILhNsgjYk+dIOzEHAB5AA9q+kbW3JYelTw2Bbk8VoQ24jXpXbGNjzJ1HJ3Y+GPaoFPYU5RikatDESmGn0xqAI3r8Rf+CiI2/tZeNz/ea2/wDSaKv25bvX4hf8FDJA37WnjvPUSWwH/gLFTG9jldTj8Tj4GqzSfEo6N9mT5ZopBoYXeMc7seXnpxjOK8Db5mxXuFr8NrjXvh9byaf4H8Qy388CtFqR1yE2jHIJYW/kBtpGfl8zj1ryrxV4N1jwbdRW+s2MlhNMu9FkIJK5xngnvQyTAIxmiuh8b+Ez4O1W2sjc/avP0+yv/M2bMfaLaOfbjJ+75m3PfGeOlFID+laiiigkKKKKACiiigAooooAKKKKACk60tIWwQME57+lADGhVu1M+zqO1T0UDuRCMCl20/FNNAxppKfTcUDGYxTG7080xqAIpO9fh7/wUHX/AIy08ek/89rf/wBJoq/cGSvw+/4KDY/4ay8eY/57Qf8ApNFQN7Hnmo6OifDBbv8A4R3wfG/2dGGoxeIw2pcsBu+yfbD857r5PAJOBjI8jkclsk5r1zULjS/+FX+WJfBD3n2eP5Yba+Gqghhkbynk7/XnGM4ryJvvc0yTrfiL4+i8df2My6Na6ZLp2m2unvcQu7y3XkwRxB5CTt6R8BVGAcHJ5orkSp2Zz3opAf050UUUEhRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABTWp1JQA2m9KU0hNBQ1h3pjU8mmNQMryk9hmvw8/wCCgjBv2svHh5P7+Een/LvHX7hyV+Hn/BQBQf2rvHpHObiH/wBER0Acdb+OTofgK2e08Q+FLi8ggQLpdx4NtZZ85AKtcSWpDMByWLHOOteRa7rFxr+qT39yluk8x3OtpbR28Q4A+WONVRRx2Ar1nVfEF5J8IhYHxf41mthbxL/ZE+lBdL4Zfk877SflHUHyuSBwOo8ekh+z3RilG8I+GETg59cMMj8eaYiCSORYlcqwViQrEcHHXB/EUVPqVlNZSBZIJ4Ff54hMhVih6H8faikB+wcn/BV7wXGx/wCKO1YjsftMY/pUf/D2TwZ38G6sOP8An6j/AMK/PTxN8L4NEtdelGpyTDTdQ0uzX5ABIt3bzTFjzxt8oAeu7tVmT4O2q+Kn0gavIUXxh/wjBm8oZ2byvnYz14+7+taW8hH38/8AwVo8GquR4K1Y+v8Apcf+FI3/AAVr8GLj/iitXPr/AKXF/hX546L8KYdY/wCEb8zVJI/7V1LUbB9sYPlfZoonDDnksZcY7Yqnpfwzh1Ky0OZtTeM6hoWp6uVEYOxrUXJEY55DfZxz23Hrip+QH6LN/wAFbvB2ePBGrEf9fkf/AMTR/wAPb/B3/Qj6t/4GR/8AxNfnJN8N4YdNnuf7RctH4bi14L5YwWe4SLy+vQByc+1P174Zw6PZ6/OupPKdN03Sr9AYwPMN3FDIy9eAvmke+KAP0Wb/AIK4+EAP+RG1b/wNj/8AiaY3/BXTwgFJHgXVjj/p9j/+Jr87tY+F8Ol3Wvwrqbyf2Zr1noykxAeYs6TsZDzwR5A477varlp8JbW417TdNOrSILvxbJ4baTyQSiK0YE2M9T5h+X260W8gP0Cb/grx4PDYXwLqzDHX7bGOfT7tOb/grr4QWNW/4QXVCxJ+X7bH+f3fr+VfnL4d+GsOuWvh+d79ov7UGo5CoD5ZtofMUded2QPanaf4DSbSdMxf7U1LQLrXJA0KEo1vLcxiMMeQCIQTjH3uhwKPkB+jUX/BXLwlJ18C6oo7k30eB/47UMv/AAV48Jq3yeAtUZecE30YOP8Avk1+dV/8PraHS9SnTUZCbPw7aa2qGMYdpp4IihOeABOTn/ZApniL4cW+hweIHXUZJTpsGnSqvlj959pjVyDzxt3fjSA/RM/8FfvCn/Qg6p0/5/4//iKaf+CwHhXt4A1Mj/sIR/8AxFfnxqvwptdL1bXbE6i8gsPFUfhxZTHjcjNMPOxnr+5+7/tHmqmk/C2DUNW8PWb6lJGuq+I7rQmdYwTGsX2fEgGeSfPPH+z15pgfoj/w+C8Lf9E+1L/wYx//ABFNk/4LBeFx0+H2pE/9hGMf+yV+ceh/D+21TT9KuJdQeE31jql2QIwdrWkEkir1/jKAZ7ZpsPw+t5dOs7k37g3Hh2fWyuwYDx3EsPl9ehEWc+9IZ+jH/D4Tw0f+aeakB/2Eo/8A43TG/wCCwnhwKSPh3qJ9P+Jmn/xuvzlvvAMFjBrMn252NjoVjq6DYBvadrYFD7L9oPP+yKd4k+HsGhWviGRb55W0y4sIUBQDzBcRPISeeNuwD8aAP0S/4fEeHv8AonF/j/sKp/8AGqZJ/wAFiPD4+78OL5j/ANhVB/7Sr895vhbbReJLzTjqUnlW/ilPD/meUMmNnkUy4z1wnT361U0f4c2+qXGgRyX8kQ1LWbvTHbywfLWFYCHHPJPnEY/2RQB+hjf8FhNFccfDa8/8G6f/ABmvgT9ob4tR/Gz4ueI/GcVg2lxapMsq2byiUxgIqYLYGfu56Vl6X4Bt7200eVr11N9peo6gwCg7GtknZV69G8oc9t1c94z0MeH9Qto4zujuLO2ux8pAUywpKUGSc7d+OvpQB29v8SvDs/hK00XVpPG95CkKxS2sXiGNLM7cEBImt22qCAQCTjFYWh3ng5viV4Wlt7G9sdAS+tzfpq13Hc5TzRvOUijAXZ2IPfmuDZ896bnvRcD2n4xS+IIvAttbeMpZ5tdk1y6nszdyF5PsxRd7rkk+U77SpHynaxHeivFnY4HJPFFDdwPSV8fXDeDdY0e5M91c399Z3gupJSxUQRzx7Tnk5Ewwc8baxW8Sas0zXB1K78w3P2wyGZt3n8nzc5+/1+brWLJIUYr6HHFMaQ0XEd18M/GK6H400a61S9lTTbWeWUhizqjPHtZgozycLkgc4HpXKrr9/B5ax3twixxSQRhZWG2N9wdBzwrbmyOh3HPWvR/2b/C+g+NfG2paTrelajrDy6NfvZWum7TK06W7spAYHLDBK/7WO1cf8VtD8P8Ahvxvf6Z4ZvrjUNNtdkZnuGRz5wQeaqsnyuqvuUMOGAyODT1tcDFOvX+0ob242mEWxXzWwYgQwTr93IBx0zWz4y8dTeJtS+0webZwPp9hYzQCUlZPs1tFCGbpnJi3AHpmuQLULJUjNSTxBqEzytJfXDmaVZ5C0rHfIuQrnnlhubB6jJ9a6ibxmx+H1lbJfzDWotcm1EyBmEg3RRASb/725T3zxmuC3fjXv1xHpeifCHwsLXw9ousHWtHvZbqzNs51dJUkuR9uWcIwSGPyV+UMARG4ZcEvVIR4rDr2oQLCsV7cRJBv8sJKwCbxh8c8bhwcda1PDXjabQpbkzebeRPpl1p0SNKQIllRx8uc4AZy2B1JPrmuYbNIKQF5tavnR1a8uCrwrbsDI2DGpDKh5+6CqkDpkD0p7a3fTM4lu7iRZBGsgeQneqABAcnkKBgenas6ur+FumXOs+ONPt7WPTnYebPIdWi821SKOJ3keRMEsFRWbABPy8AmgCf4j+Ljrfj/AMU6jpt7MdOvtYnv4NrMgbMrmOTacYYBjjPIya5tde1BJIpEvrlXhma5jZZWBSU4zIDnhjtXnr8o9K7z436tpOsX2hy6JoUOk6cLNlW/isltBqTiVw8wiUsEUEbAMk/JknJwPMMihjOjvfF0s/h/RtOh8y3fTxcqZkkxvWU8jjoMZB9QaoWuoXEkcgbU3t1htmijRnf50LZMS4GACWZsHA69zg5RbFNLc9aQHXaB4kS30XxTDe3MjXF7pkNpbb8sSUurdwuewCRNjt8uPSufm1S8uPOEl1NIJipk3yE7iowpPPOASB6ZrrPCXhObxF8M/GF7Z6TNqN7ptzZStNbwtI1vblLkyu2Pup8qZJ4GBXChsGmBvaF4pudJ8QWOqTSzXfkX0d9JG8pzK6PuyTz8x5556mq11rlzPevcQyywKJ3uI0WQjy2YjJX0PA5HoPSssv7ULIAGyoORge1IC7HqV3H5ey5mUIjRqFcjCtkMo9jk5HfJrW8da1ba1qFjJa/MsWnWduzEEHfHbRxsOewZWqb4W6ba654/0KxvoVubWS5UtbsSBNjkR5HPzEBeOea1fiDcx694N8N+IJtPs9O1W5ur20mWwtktopoohC0cnloAoOZZEyBz5YzkgmmB59Sc0hopAO2+p/OimUUAafmd8fnTDIOxoooEaHh3xZqvhPUHv9Hv5tOvGgltjPA21/LljaORQe2UZh+NZvmFue9FFAEZPembqKKAJOV4IwcZ5rrLP4reKrHwjJ4Xg1mePRHRozajHEbtueMNjcEZuSoOCSciiigZym7rSEn14oooAQHNXdC16/8ADOr2up6XdSWV/bP5kU8LYZD/AJ4x3BoooEWfFnjDWPGeoLea1eve3EcYhj3AKscYJIREUAKuSTgADJJ6k1i9qKKBjDSEmiigRdtdZv7PT7uxgu5obO7KNcQo5VZSmdu4d8bm/OqWfeiigYbqTccY7UUUAS2d5Np91Dc200lvcwuJI5o2KsjA5DAjoQea0PEni7WPGF5HdazqNxqM8cYijad92xASdoHQDJJ47knvRRQBkV31l4Hk1XS7u6s9PaZH0qJ7VkJPnXAliEqxjPzuF80lRkgBjjAzRRTQCyaHc6dr1xa6PpNpqdxHa2ZlTCXIQtAjSELkj75IZ/4c4yuaKKKYz//Z) | SJM 679 x158 0903 Mønt af sølv eller kobberholdigt sølv
Edward confessor. Møntpræger PVLNOO ON LEH (Chester) (WULNOO) 1042-1066 |
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) | SJM 679 x160 0903 Mønt af sølv eller kobberholdigt sølv
Sølvmønt, Otto |
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) | SJM 679 x161 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt |
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) | SJM 679 x162 0903 Mønt af sølv eller kobberholdigt sølv
Dirhemklip |
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) | SJM 679 x165 1108 Terning af bly/tin
Spilleterning af bly. Ret skæv og primitiv i udformningen. Ikke en model hvor modstillede sider tilsammen giver 7 |
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) | SJM 679 x182 080701 Fibula af kobberlegering
Komplet urnesfibel. Største mål: 3,4 cm. |
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) | SJM 679 x169 080701 Fibula af kobberlegering
Fragmenteret næbfibel |
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) | SJM 679 x176 0903 Mønt af sølv eller kobberholdigt sølv
Dirhem klip |
![](data:image/jpeg;base64,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) | SJM 679 x065 0809 Rideudstyr eller tilbehør af kobberlegering
Fragment af seletøjsbeslag/remdeler. Mål: 3,5x2,3 cm. |
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| SJM 679 x196 0819 Anden genstand af kobberlegering
Pibeudkradser |
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) | SJM 679 x179 080701 Fibula af kobberlegering
Fragment af pladefibel. Med slange- eller dyremotiv? Største mål: 1,7 cm. |
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) | SJM 679 x195 0906 Brudsølv, barre eller råmateriale af sølv
Sølvbarre |
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rTm08jsoxto9z3bwrNG0cgU/vWkBxt5LDAOcd+Mfh7EV9NeF5Hm8Pae0h3P5Kgn1wMZr5C8C6sGvrSOSKO3ecyfMzL++bJO9cE5yd2T7H619beC8f8ACL6dtxgR446dTXZh5XbRhjI2ijbooortPJCvlT/gpo239k7Xf+v6zH/kUV9V18o/8FNl3fso60On+n2n/oyga3PyN+E3h5PEniSe2k0e+1uNbdpPs1hq0OnOCCo3GSVHBAzjbjJyDnipPip8LdZ0FrnW10ObR9BzGkcd7rFtfTISADlo9pbLAnhBgHB9TR+GGnrf+JpYW0rQ9ZHkM32fX9V/s63HzL8wl8+HLf7O45BPBxkZHxGtxZ+LL+3TTtL0tV2f6LouofbrRPkU/JN5su7Ocn5zgkjjGBXQZyZIpRk0jJzxzSsu3OefapESRsQc7io6Eiiot27k0UAf0neZTd5ptLg+lchuGTXG/FD4dxfEbw61gbk2VwpzHOFzgcZU+xwK7LafSl8s0nFSVmF7bHxpq2j+JPg62n6LNCt7aw3guIJi53csuCpzyoI3Y9cgjmu6vvGOkalr13axSKtxcb7WVuVO9E3A8jOBzyOPmGK+iNQ0e01aHyr20gvIv7k8YcfkRXKzfCHwhJMkv9hW8bqrKDEWT5SMEfKRx7VzuhLozojVS3PjLx7qVpdaZpd1IpVlvm2NIuGKKxXcM+4H518V+OvAepal8RLkaXYyuSRK07gbdx65xxknPHSv2th+HfhiCKKMeH9NdY/uGW1SRh36sCagb4W+DGmllPhLQzLL9+T+zYdzfU7eaI0ZR1uW8RFq1j8fvCnwnuNHKrdWxgmUbnWQfNzjnHpjP413sjrY6G1kYxFKkWzzAPmOcEk/y4r9SLP4c+F9PlMtv4e02KQ8bhapkfTjj8K4/wAYfs1eBPGEz3Emkrp143P2iwbysN2O37v6VLoy3vcft49rH5nNcWy6T5n2CR7m3kVZLpck7sjkg9s5H0rWt9WFnrVxZGYxjewjEpwdwwSuWOMnHfjj3r6k8Y/sR6/J9pXR9U028tZsh0lV4JGHYEfMD+Jrwvxx+y38TPDEcSDw9c6glsnlxnT4RIrLk4JKbuRuPXkj8qxlTl1R1Up07b6lePxXA1o0EVy0c4uVtoz1csJAoBUcqcheD64Ga6yyaG3W0sb4JdzXUW14I5Cz7XZVYv6jkDIOeTjHSsiw+Gus3Wjsur+HtasbuxImtVkspTJLKpB3s+w4O4Jz6Ia9Bt/gz4r8R2dvLJ4evpS5kJBgkDJuZwNjAcAK3oOQD1HE8r2sdXtIRV72Oi8HyQW9rHYW7QxraxG3t2mlJMjJhpF7fNhmGc45B65r7X8BLIvg3RzKrJI1srlWxxuGf618yfDX9m3Xm8QWUup28ljo8SKDG8xOQDnlGGd57nv3J4r64jjWKNUQBUUYAHYV6OHi1dtWPJxdWM0oxdx1FFFdp5oV8n/8FOJDH+yjrHq1/aD/AMiV9YV8k/8ABUIkfsp6l/2ErT/0I0DR+RfwsaBfFE32i68OWqeQwD+J4JZrYncvCiJHbf6HGMA81l/ElUbxhfNFNo08R2Yk8PxSRWbfIv8Aq1kVWHvkDnPatP4WazbaL4knuLrUtP0lDbMgm1LRItVjJ3L8oikRwDxndjIxjPNafjb4wakbrUNMs28L6rp0kflC+h8H6daOwZMMVxbh0IJIDAgjGQRVdBnn+n6FqOqafqd1aW0k1rp8S3F3IvSKMusYZv8AgbqP+BVnswd2616f8HdW8N23hP4kaf4i1iTRl1LRoobVobX7RJNKt7byiNV3qORG2SSMAE89K8wkxvcA5XNIQsaBiDkAfWime2aKYj+lDy6cIamC08LWHKbEHk07y6mxRiq5REDR1E8VW9tNK0WAoNDTPJNaJjpPJHpUOIFDyTSiAmr6w+1PWEUcg7lBbU1Klp7VfWL2qRY8VaiTcqw2oU9KuKu3pS0VZLHLRQKKCRaKKKAEr5J/4Kgf8mr6h2H9p2n/AKE1fW1fI3/BULn9lm9GcZ1S1H6tQNH5LfB3VLjS/FdzNba34h0FjaspufDWnLe3DDcvyshmiwhxktuPIHHORhfFS6lv/HGpTzapqusyuUze61aC1u5fkUDfEJJNuOg+Y5AB4zgdD8FdP1DUPFV3Hp+l+LtUnW0ZjD4Ncrdhd6fM+EfMecA8dSvPq34tLoNrfXlvPpfjLT/FscifaF8UXSPIF2jh0MSvnG3GT0qugzzZMjAOQDzQR1OfrSxMVYMMjn8KZuOT0pEi7drYB3cdqKFUNuOQD9aKAP6XaK8YP7ZnwUXr8RdHH1dh/wCy01f2zvgmwJHxH0X8ZWH9KRZ7WMUteJr+2d8Ez/zUjRf+/rf4VKP2y/gn/wBFI0P/AL/H/CgD2ek2145/w2V8FM4/4WRofr/rz/hSf8NkfBQk4+JGhk/9dz/hQB7JtpQteN/8Nj/BXGf+FkaFj/r4/wDrU+H9sb4KSPtX4laCW9PtP/1qAPZAlO2+1eOr+2J8FWbA+JOg5/6+f/rVI37YHwYVAx+JGgAMSB/pQ5x1oA9gxS142v7YXwWP/NStAH1ugP6VIv7X3wXZd3/CyfD+B/09igD2EDNOrx9f2vvgv3+JXh8f9vi07/hrv4Mdf+Fk+H/X/j7FBB69RXjv/DYfwU5/4uZ4d/8AAxaG/bC+Cq4z8S/DvP8A0+LQB7FRXjh/bE+Ci4z8TPDwz/0+CpF/a9+C7dPiV4fP/b2KAPXjXx7/AMFTGP8Awy3MAM/8Ti0/k9eyXP7XXwatZDHL8R9Ajfg7WugDyM18pf8ABRr9oz4b/ET9nv8Asfwv4y0rXdTbVreQ2tnPvfy1WTc2PQZH50yj84vhLo51jxJcxf2IddCWzP8AZ11dNO2/Mo3eYxw3XG0eue1YfxGsf7P8ZahbnT20jYyg2bXwvTH8oP8Arl4bPX2zjtWv8K0tJ/EF0l3pvhzU0+zkiLxLqEtlAp3LyrxzREv2xuIwTxxkXfGfw3E0+o6tb6n4N022VDKumaTrgmChV5WMSSPIxOM4LE5PHYU+gjzePHOeO9R/xHv617v8H/BfhW80XwYmu6J/bE3i/wAQTaKbr7RLG+nxItuokhCMFaTdc5/eBlwijHJNeI6pZ/2fqV1bCQSCGVow69GwSMilbqIg8w7SOgI7d6Kj/i5NFAHVaX4R1rVYbGe1t/MivPtXknzVUt9mjEs3U8YUg89e2aZF4T1u4jspI4g4vNOn1WH96vNvC0qyN14IMEnHU446jLNL+I2p6Ha6bb2/2eSOz+2GLchOPtUIilB5HRVGPf1rc13xTdeH9B8CzWmxnm8M3lk4kBI2TXt/G2MHrtc498UizFn8J65aw3UskChLXT4dVlPmKdtvK0SRv15yZo+Oo3c9DS6j4R1zTLe9nuYAkdmLUzHzFJX7RH5kPfnKjPHTocVBcfEbU7qC+haO3VLzSbfR5NqH/UwvC6Ec/eJgTJ6cngdtmXx4Na8H+JRfSxR6jcPpccMMYIDpbRPFnvztCZ9zxQIqzeBfENvqV9p72mLmy1WPRZk85PlunMgWPOecmJ/mHHHXkU3TfBev6pcabb29p5kupahJpVqPOQb7mPytycnjHnR8nj5uvBon+LWr3GralqLRWon1DW4tflXY20XEbSsqr83Cfvm4zngc1t/Cvxld6l8QvAunXCxrbQ+Jl1BSgIbzJ3gVwTnpiFMfU9ezA56z8Ka1fR2UkVvlLy1uryFvMX5ordXaZuvG0RucHk44zkUsXhLWjaxXaW4EMunNqiv5q82yzNCz4z/fVhjrxnGKi0/4jalpIsIoo4GFjZ3tjFuU8x3KSJITzyQJWx26ZzTl+JGpLp8FoI7fyotIk0YNsbcYXuHnJPzfe3ORnpgDjvQBNJ4S1m3W+eSAKtjYW+pT5lXi3m8kRv15z9oi4HI3c4wcO1Twrr+kx6lLeW5jj02eC1uT5qN5bzI7xLweQVjfpwMYOOKveKvHSNfXcFjcwy2epeHdM0u4kKMxQwwWjsByMES24Unnjdx0rJ1j4lanrlvrUM8dsE1a6trubYrAq8CSIgXJ4BErZznoOlAGhJ8PfEo1Y6a1li9Gr/2GY/OTH2zO3y85x1/i+771UsfCeu6mtgbW2Ei3tzNZW585BvliVHkXk8YEqcng54zg11jfEPUH8Pv4xMUB1Q+Mv7XMW0+T5uwybcZzt3cdc47965HSfiZqei/2T5EVuw06+udQi3qxzJOkSOGw33QIVwODyetADoPC+uXy2MkduXS9tLi+gbzUy8EAkMrdeNohk4PJ28ZyMknhTXUtzK1t+7GnDVSfNX/j2LiMP1/vEDHX2rS8G+PP9LsrbUDDBa6doerWNvIMgs09vclQ3JyS8u0Yx1FY/wDwsfUls3t/LgKNpI0YsVOfJEolB6/eyMemO3egCO88K65Y/bPOtfL+x2NvqU/7xTst5xEYn687vPi4HI3cgYOF1LwprukrqTXVr5a6bdRWV0fMU+XNKsjIvB5yIn5GR8vPUUX/AMRtR1L+0/Mht1GoaXZ6TLtVvlithbiNh833j9mTOcjlsAcY6D4qeLLqy8UeMNGjSM2t5q0F7IzA798KSqgBz0InbPHYfiCMuTwL4hXWDpxsdl3/AGq2i+UJkP8ApgO3ys7sdf4s496j07wnr2pQ2EtrbF0vrie2tz5qjdJCiPKOTxhZEOTwc8Zwanb4vaxP4i/thoLT7T/b58RbdjbPtBYNtxu+5kdM5960bHxymh+DPDktpJBLqtlq+pXDW0gJASaC0QMQOxKPjn+E0aDMhPDPiDVmtJ/KeZr6zuNRid5lJkggEhlfJPG3yZODydvGciq914T1mGzkuZLVhBHYpqTOHU4t3lWJX693dRjrz0xVnT/iJqGnRaYsUVuRYabeaXFkHmK5E4kJ5+8PtD4PThcg99/RfEs+veEfF63EcUZs/DVvZReWCNyLqNqQTk9eT0o0EebNJls96arU09zR64pAdx4M+MPiTwLpb2Olz2vlLK1zbvcWkc0lnMyhGlgZ1JjcqF5XH3VPVVI4p3LMWPJNN7cc0Z9OadwHbuMYGaKQKGjZt4DAgbecnrz/AC/OikBUWTd1PU16l8Qvgbd+DdBGtW2uaXqunx2dhPMsN0DKklzEHVAuORneRjkqpOODXk+a7bx58TrzxvpPh/TDbxWNjpNlFbCKEf6+RI1j86Q/xMVRFHYBQB3JZRx273o34HvUYweKX04pCJN3vzXcfCfwRD441y/juGv5I7GxkvjaaVEJby62si+XEpPX59xPOFRzg4xXCcetdX8N/HC+AtdmvZLN723uLSWzmjhuDbzCORcExygEo3vggjIIIJpgQeOdP0XTdb2aBfXF7p8kSSYvIvLngcj54pB0LKwIyvBGDxyBzm4962/GGvWXiDW3utO0uPRrIRpFFaRvvIVVC7ncgF3YgszYGSTgAcVict2/OkIcrcjv7GlDfzpn4U7P+NAHrOgfDnw1qHwuvfEmpalrWkSwQSG3ee3hFreXY4WGHMnmScldzKpCDJOOM+VeoNehSfFLTbrwfZWNz4cW71yy019Jt7+a63W8cLO7bxblP9aBI4Dh8AkNt3c151ndTAkUkEYO1s8HpTc0ow0g3fKuQTjFMYYpASWVv9ovoIS20SyKm4dsnGa1PHGgnwr4z13RvtDXQ06+ntBcOu0yCORkDEZOM4zj3rMs7g2t1BOF3GN1fae+Dmui+JPjhviN4y1TxDJpdjo730zzG10+MpGpZixPPJbnlj1oEc1DxyePSng1HS0DJo2G4cZ9q9Y8KfC3R9X8P6TDd6veWniPxBa3V1pkEUCtalIWkVVlYsGzJJBIowCFwpOc8eSRxs6uy8hBub6ZA/mRXpPhz4uW+heHbGCfQvtevaVa3Nlpep/aiiW8U+8tvi2neyNNKyEMuC/IbAFNW6gecspDFSOnpzQuWICjcfQD3o3/ALtgVUkkHdnkdf8AP4Vf0rSW1Oy1S4WUR/YLcXJXGS+ZY48f+RM/hSEVprhJJHdIxEjdI8khfpnnH1/Wozg85J9OK6a+8ES2MOoyNdq32O0s7s/Jjd56xsF68Y8zr3xS6x4c0q30VtR0fVJtTit7lLa5+0Wggwzq5Ro/nbcp8t/vBSPl454YzmUHfKjHrmipoYZLj92GjAw0uWAB4Uk89e3SikBkybfMIRmaMH5SwwfyycUm3vRRQUJ9aSiigB2afn5QTnPt+lFFAhvSgUUUAPGBxuOCORStjj24NFFAhufQ4pV+8KKKAF2ncPXtjrRRRQAhpdpwD2PSiigBVz6VI0hkYEqB8oHHsMZoooAFBI69PzpflBJySfaiigBVYHhhk9BzitTRPEF14ZvJnt1gl82MwzRXESzRuuVbaVYEHDKp9iooooA2dc+KWu+INOuLO7ktfKuRCJ2gs4Ynl8obYtzKoOFGAPYVR17xtqPiO1W3uhaxQiXz3W0tY7fzZCMF32KNx64z0ycYyclFO4GCG5JooopAf//Z) | SJM 679 x181 080701 Fibula af kobberlegering
Kort ligearmet, ca. halvdelen, største mål: 2,5 cm. |
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) | SJM 679 x042 0807 Smykke eller dragttilbehør af kobberlegering
Cirkulær, flad genstand. Let fragmenteret i kanten. Den ene side dekoreret med koncentrisk ornamentik. Ingen spor af nålefæste eller andet på bagsiden. Diameter: 2,8 cm. Anvendelse? Datering? |
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) | SJM 679 x186 080701 Fibula af kobberlegering
Meget slidt fragment af spinkel fibel. Der ses få rester af ornamentik på oversiden samt lidt skinnende hvidmetal (fortinning). på Bagsiden dobbelt nålefæste.
Der kunne f.eks. være tale om en Stora Köpinga-fibel, dvs. ligearmet fibel, ligesom en Råhedefibel heller ikke kan udelukkes. |
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) | SJM 679 x190 080701 Fibula af kobberlegering
Fragment af korsformet fibel. Længde: 5,4 cm. |
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) | SJM 679 x191 0903 Mønt af sølv eller kobberholdigt sølv
Dirhem klip |
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) | SJM 679 x194 0808 Nøgle eller skrinlås af kobberlegering
Nøgle. Lille, til skrin eller lignende. Længde: 3 cm. |
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) | SJM 679 x092 0821 Affald af kobberlegering
Bronzesmelteklump. Vægt: 5,2 gram |
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) | SJM 679 x037 0903 Mønt af sølv eller kobberholdigt sølv
Romersk denar |
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) | SJM 679 x201 1104 Seglstampe/signet/signetring af bly/tin
Seglstampe af bly, ret primitivt udført. På pladen et kors, og herunder: HO eller evt. OH alt efter hvordan den har skullet vende. Pladens diameter: 1,3 cm., hele genstands største mål: 2,1 cm. |
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) | SJM 679 x189 080701 Fibula af kobberlegering
Fragmenteret, korsformet fibel? Længde: 3,1 cm. |
![](data:image/jpeg;base64,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) | SJM 679 x002 0806 Beholder af kobberlegering
Malmgrydeben. Længde: ca 5,5 cm. |
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) | SJM 679 x057 1110 Anden genstand af bly/tin
Fragmenteret genstand af bly/tinlegering. Måske et pilgrimsmærke eller lignende, hjerteformet? Har måske bestået af to halvdele, der har været loddet sammen? Symmetrisk ornamentik på den ene side, forestillende personer med hovedbeklædninger? Bagsiden hul. Størstemål: 3x2 cm. Hører formentlig sammen med x170! |
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) | SJM 679 x184 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt, fragment. |
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) | SJM 679 x231 1111 Barre/råmateriale/affald
Indleveret som lille "pakke" foldet to gange. Ved åbning af pakken sås kun blanke flader, ingen skrifttegn som ved en blyamulet. |
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) | SJM 679 x235 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt, prægerester på den ene side. |
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) | SJM 679 x259 1103 Vægtlod af bly/tin
Tabletformet vægtlod med større hulning på begge sider. |
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) | SJM 679 x257 0811 Vægtlod af kobberlegering
Bipolært vægtlod. påbegge poler to store punkt/cirkel-markeringer, samt tætstillede små ringe langs kanten. |
![](/grafik/intetbillede.jpg) | SJM 679 x258 0906 Brudsølv, barre eller råmateriale af sølv
Fladhamret sølvdråbe. |
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) | SJM 679 x260 1103 Vægtlod af bly/tin
Tabletformet vægtlod |
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) | SJM 679 x261 1103 Vægtlod af bly/tin
Halvkugle formet blystykke. Vægtlod? Alder? |
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) | SJM 679 x262 1103 Vægtlod af bly/tin
Vægtlod? Alder? |
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) | SJM 679 x263 080701 Fibula af kobberlegering
Fragment af lille cirkulær fibel. Oversiden helt uden ornamentik, på undersiden rest af nålefæste parallelt med kanten og med fastrustet jern.
Ud fra størrelse og nåleanordningens udseende kan der være tale om en lille emaljefibel. |
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) | SJM 679 x268 1110 Anden genstand af bly/tin
Tøndeformet perle af bly. Alder og funktion? |
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) | SJM 679 x267 080701 Fibula af kobberlegering
Fragment af Råhedefibel med del af to arme og midterpartiet. Dele af punk/cirkel ornamentik. på bagsiden er derdobbeltfliget nålefæste på den ene flig med rustspor efter jernnål. |
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) | SJM 679 x269 080711 Armring af kobberlegering
Fragment af armring med dybt indstemplede dobbeltbuer og her i mellem spinkle rækker af punkter. Kraftig korroderet. |
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) | SJM 679 x272 0903 Mønt af sølv eller kobberholdigt sølv
Helt nedslidt og filet siliqua,romersk sølvmønt fra 300-årene.
På den ene side udfylder et ansigt mod højre hele fladen, mens bagsiden viser en siddende Roma mod venstre. |
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) | SJM 679 x271 1105 Plombe af bly/tin
Stor plombe med årstallet 1535 centralt på den ene side, herunder "hængende" duske. På den anden side er kun midtertappen bevaret. Her ses rester af formodet byport. Hamborg. |
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c8+1fGHhaS38MftG6ATM955rJblmTjMgIXjPb5TnsefSvs1j8wr06bujzai5XYk3belNLbuKZ70uPmB71oyBei+hpozilYdqG+7VIRFJ6d6gZty1Oymq8in6VQj84v+Cpef+Ek8Fn/p2uP/AEJK+JfCPm/8JJYeTqy6FJ5o26k7MogP97KjI/Cvt7/gqNGG17waTuJ+zz/T7y18Q+Gdja/ZK+lSa3F5g3WEbMrTD+6CvI/CtOhzy+I9b1zR7jxBZNY6n8bNN1OzYhjDc3F1IpI6HBTFFc54/j05PDjtbfDG98LS71xqE9xcOo5+7hxjmimSz+gHbtpdu6nAbj0xT1WpOo+f/wBrKC5udP8ACkdvIykXj529sqAOfzx7is3whqo8M6esdxHm6cnYGjyQSRnaQBxkjn61137Tmj/bfB9jd/MPsd5G5ZOu0kBgfbGa4/w7JDazWZu3+2pIhlLt1G5g2B6Y5P0rgq6z1OynpG6MT9qawl/tzQ9ejXzIPL8mYEZ2K+QD7jJFeJ6LqitrpuRKIQzbI03ZBHTOO/cZ6jHtX2P4g0CH4jeEZFuFEkUbGGUrhiRle2P8+tfMk3wZv/DuieJ9T1SKHUh5uNPhaQrHEoXJkzjduLAjb0G0n1rCrRlU5XE1p1I073NdfEjwwRQkqluMg7XJO0H6Ag9zj0+uPS/g/pcPibw/c6jNOZZ3Ys0bsPun09M89+9fJ/h3UNZurfUp7vzoRsYxeYxfdgHd8p+lenfA/wCL91p9utvGDPbSghg42nkqOD3xgfnXMvcdpG/Mpq6OS+I2paxN461WBFlt9Otm2tEkuR3PzY/iOPcZNZcnjzVvA2oW+nW0cl1ZXp3vbsflKsAAuCOOB+NdF8Qvhzc6h4oa/sr4zW9xKrFPMyxIJyBhfVjnNXNP+D+pT+KG1TVh58MUe9VUZ5yF2qD9fWtJxg53pGcJTUbVBNV8D22srYaoDNpq3MKIq2u3YOAehXI6+uOfxGj4d+E/hvUFfTJYidQ1G3KrcNkyLIAMc9Mfpg4rrJfCeozalp66Y8kFvD+9e1dhtHGFGTx0wT+QrzHxB+0I3hn4iXcVnptqlzYRqJVYEfMxIG30X5S3uAOQcZXvc212V7qWrsjzr7bcaOuoaVqW+SW1kMMZwSQVYjGM8V1fhnxJBptpptvcl/Nt8E4ON4IPJwO3v1qtodlc6xfXGpX0ame+mZ4ihwJN2QSfXknpycVb0fVbLTNYa3uFiS/YSMFLhvJGcHJPGTngZI4NXU5IyuzKm5SVkOt9Xj1LxCdZZPsnl6nbshYgTJ5bBieM4Bxj/wDVX3bGwlUMCGUjIZTnI9a+Do7VtW16LTbKPzZLq6LNHgEMzMI147Ekn/OK+9bOzFrbxQIPljQIOOwGK9GFnscM7p6jVXP0p6qcVY8nCgU1oyBgcVpYi5GseOo4xTSuashDtHf1prR0DKrLwciq0gq9ItV3j3CqJPzd/wCCpWf+Eg8GYI5tp8j/AIEtfEXhEFvElgBq40I+aMaixfEH+18vP5V9w/8ABUqTy/EXgyM5w1tcf+hJXxD4Rhjk8SWSyaTJryGT/kHRlw0/+yCnzflVmEtzu/iV56+HX3fFNfFq71B0/wA24Jbn72HG3iir/jXwvcatoT2+lfB7UNBud6kXiG6lIGeRtYY5opktM/fHFO205RTlFSdJynxK0JvEXg/UdOH/AC8RMoPo2PlP4GvjLQr/AFW0tU2yH7RYoRNEwIcMrNkY7cHg+/tX3pd2ou7aSFuFZcbh296+S/jB4Vvfh1rl54jsxH5NxH5d7Dk4LM2A4z6kc8+9c9WOqkjem9HFnffA/Vr5V1BLu4Elsz8SF/4sDjB56H6ZFcL8ePH1xp+of2Da2ayupkkzK22N9w2hTjnHJ6VrfDO8hX7TJIyCRivls2QWfr6YzgE49KZ8XfC9l4z0HT7+wlWPUoSzZDglgQMBiAe4wecd+wrCEm01E2lHZs+atHvrnSNPeW7uFaSUfZ0i7bxnaQfb/Gs/wZ4e1RdWc2cbz+YzZVGJXA68DvwfyrZvvCN5rzW9lcG3Q7i7KWYOgIHdeR1/EivR/hxoK+D9SxPNa3AkIDiMEELt5Jz8316CvO5asm20dqdKKWpU8UaqfAkNvNqmnveWzxMrG3bEiKMAuhJGSMgdaxPhv+0RbaTsi1cyT2JVnWV1APuDgcjIA49ea9Y/aCutM1bwKYNORLvUEkDLFDgsCADg+g569MV8ieRLqGj6jaJp8iSzLhY43zjDHnAT5Rz0/WuiVL2aU09TH2vM3BrQ+yvDmtafqUNze2FyipPC8is2NiMBkY+jdPrXyf8AFDSYbnxJJ4gu8ahqmqGXC2qMRsYqfpgbW49MGnabrGq6f4NXSIEWK0hBdny25sscA5PIBIH5cUzwlva686MM0yqsPzt8oBPLEH8/riiVXkXMhez5/dZoWM8uh+Hfs7W88ly0BgtF3f6p23bN2DnpmsDQ/A+p2Ew1bUiFkuHcEyHaQBuJJ57AV7x4T+H9q14L+WMlo4gHMrAhsDg8d/f6VxmrXR1zxA2wMtshJaMEbNqkYA92OPTIFY04+09+RpP90uVHpP7MPw3a58TLqt2GkWxQXJLf89GUrEp+i7m+or6s+z7WzXK/BTwmfDfgCwMsfl3t8ou5u5G4Dav4Lj8Sa7doTXsUYtQ16nl1HeWhT2e1N8vaauGPjmmeX261qZlZY8jPemlKt7OtRsntQBRkjFV5FrQdaqzLQB+aX/BVZT/wk3gjjH+jXH/oSV8Q+EWb/hJLDbrP9gnzB/xMsv8AuP8Aa+T5vyr7j/4KsrjxH4JP/Ttcf+hJXw54PhE3iWwB0k69mT/kGrvzcf7A2fN+VWYy3PSvGutajouiSXVl8ZZvEF1uVfsNtNdqzAnk5cAcUU34laabXwrKz/B+fwh86f8AE0Zrohefu/vDt5opsg/fsL81Sbafs/OjbSOi4grivip4EPjbw/JBAcXCg4TgCQEYI5HXGcfWu1we1Hb3qWrjTs9D4d1LRdU+HWrNIyzNY+dk/wB9QAcHA9Bx0rvI9Y0+38N3+ZIoLSOEyO7LhiM9B654Fe2fEPwB/wAJJGtzaBRdKR5kTAFZl9D718g/GTQb/wAO+JFhlgkSwkBKwofkBAPAHbnnAx0rgdJU5cy+47lUco2Ej8V2U2mtPPZSP50iOSkRLhlUkYOTz1zz2FdB/wAIA/iS4E1pqgjeYEhXOSwH8Gc8gnGfp3rn/D+hRS6TG9swkcJ5jw/dBY43Nz6D+Yr0TwjdQ/2tp8LQqFJJIJAKkfNk+o/z2FcjrTvpodEaUWtdTw2z8O315q15ZzyzfaFMha2uGwS2cAYGeD6jPQ9cV0WqeEP+EP0e1ka3RLq4+YTyEqY4z16YOOBx0+bParNr9ouvGFxfTwpMc+ZK+G2sQxBz3JyR044Fdx8WoZNc0G2ubL5biG3AkIIKqMgYOP8APNcsuaTZ0RskrHkHiLRRqPh+DVI28uO6k2KsXzFcAcE9sFQc56c1r/DT4diOeS5WckNJiUSEkH5h7Dnn3GGrq7Hw+ln4GnjI8ndCkx8zDpE3BbbkELgE9vT61wV548fwj4UijN95+pSz4Kv8qpEF6AjByTtOfrzTjTlKyCU4xuztfH3jC1huE8P6Vc7vJO++mhbAI4IQnPYAlj6H6in/ALPXwcm8b3TX2oRGHR1nE1wjD/WY5WFfQYPzegJ7kGuJ+E/wf8UfFrXmvZrT7HpMjDzJChWJRwSz5+83A+Uc564FfeXhvw7Y+E9FtdL09NltAuAW+8x7sx7knmvWo001a2h5VWo736misYUYAAA4AHamlakb2qPJ713nIMK4qPYKlkz2poHtQMiaPvTGQVPtNRt92oGVZFqrMtXmXPWq0y+2BTA/NH/gq2ufEfgjnpbXB/8AHkr4c8HwK3iTThJrP/CPoZRnU/m/cf7Q2fN+Vfc//BVp1j8Q+CQRlmtrj6feSvhrwSslz4v01I9E/wCElcy4GlfP/pHB+X5Pm/KqMJbnoXxPW2j8MziD4uSeL28xR/ZrR3I8zn72X+Xiiul8TX0fhXTHv9Y+AFvpdirBDc3bXiICegyWoqiT93jxSGnNSNUmwi9Ka1OxTW60AJXMeNPh3ovji1Meo2wMoBCTrw6109I1JpPRjTa2PmnxV+zh4hjkiOiXGlXMELq6LMrwyjb2yMjnv06mvMfFHhHxt4RhuZbnR9QiWEbUn/1qYJ5IdDxwSev4dq+4cfjTWXA6VhKjGRrGrKJ+eTfEKOylmMdzEZk+Xe8W1WwuGXPTPTnjrUz/ABHj1JbNdMS9uJLkhXVYi4I6ZwD0z/8Ar4r7m1jwH4b16TzNS8P6ZfSZzvuLOORs/Uir2m6Lp+iwCHT7C2sYh0jtoVjX8lArCOF5d2bSxDex8K6d8Ovi144+2WmkeHptO0y5KpJdauTbqQrBshWO5gSAcAdsV6z8Mf2K7DQ7uHVPGWpDXtQTBFvCGEKHv8x+Y/gBj1r6c60tdMaUUc7qNlCx0iy0uCGGzto7aGFPLjjiG1VX0AHFT7MNzUrdqay81taxmMbiozz061IRzikK84FAEWNw5pxG0ZFOCijG0UDImpjD2qRgT7UjfLSGVnWq0wq3IM1XkFMD8zP+Cr8f/FTeBznH+i3H/oSV8M+D7eGTxNYJcaw3h+FpPm1NEZzbj+8AnzH8PWvuf/grJkeJvAwzx9luOP8AgaV8PfD9J5fGGmJb6Eviacy/LpTKzC44Py4Ug+/HpTMZbnc/Eyy0qDww5tPizceL5/MUf2ZJbXKKw/vZkOOKK2/i9aatD4Nma7+DEHgqDzU/4m0cVwpTn7vzsRzRTZDP3wNNNJuoJoNwpGxSZoOKQCGmmjdRSAafWkzRTTQAh+9TT0pWppoAbmk3UdGprY60wBqSgUh4oAa3akPUU89aZQAhpD1p1MakAjUxqefWo2OOaAI2NVpqstVaTvQB+Zf/AAVk/wCRq8D+n2S4/wDQ0r4a8Gw2kviawS/1mTw9amT59SijaRoBj7wVSCfw9a+5P+CsTf8AFWeCB/053H/oa18RfD2O6n8aaVHZ6DF4muWl+TSZlZkuDg/KQpB9+vamZy3PVtW8O+A9TtWt7v43317BkExzaVcupPrgtRSfGfS/ENr4MaTUfg3p3gm285AdUtoJVdTnhcs5HP0opsk/efNJuqH7Qn94fnTWuk/vj86ZrcnzSbqrm6j/AL6/nSfao/76/nQBYb3pu6q/2yP++v50faox/Gv50hlgtTd1QNdxf31/Om/a4/76/nQBMxphYVC15F/z0X86YbyL/nov50gLDGmlhiq5vIv+ei/nTftcP/PRfzpgWFb5iKXtVX7bD/z0X8xQb6H/AJ6r+YoETbucUu6qbahBnPmp/wB9CmnUbfr5yf8AfQoAt7qbnNVDqVv/AM9k/wC+hTf7Utv+e8f/AH0KkZczUTHrVZtUth/y3j/76FRtqtrz/pEf/fYoEWWbK1Xk6H1qBtYtMc3MQ/4GKry6zZY/4+of++xQM/Nj/grAw/4S/wAEg9fsc+P++1r4a8JxWUniSyi1HVpNDs/M/eahBGZXhGPvBVIJ/A96+1/+Cq+pW95428GLDLHKVspidjA4y4r4x+HcV5N400tLDQ7fxJdtLiPS7pC8c5wflIBGfXr2pmUtzsPiRp/hS38NmTSPiXqPim88xf8AQLmwmhTHdtzORxRXf+PPh38QvGGhnT4PgvpXh596v9r0y32TDHbJkPB+lFNiOE/4aL+I3GPG+vH/ALiMv/xVMk/aI+I0md3jbXv/AAYSj/2arsnwq0tNQ+K9utxcFfCiSNZtxmTbdLD8/H91ieMc1EPhXprXHwqj+0z7fFYU3nI/d5umh+Tj+6B1709RFQ/tBfETv4013H/YQl/+KpJP2gPiE6gf8Jrrn/gwl4/8eq+PhTpfk/FdmubgHwowFnyP3n+lCL5+P7vp3p8fwr0mTXPhTaLNcCLxVDE95yMoWuXiOzj0UdaWoGVH8e/HysM+MteK98ajLn/0Khvjx4/MWweMtcHO4n+0Jc/+hVYs/hrp8mi/E67eeYT+GZIktFUjD7rnyjv4549Mc1f/AOFT6VJ4q+FenC4ufJ8VWtvNeNuG5GkneNgnHAwo60agYK/HDx7uP/FY66T/ANhGX/4ql/4Xp49jyF8Za5n1/tCX/wCKq3Z/DrT5vDPxJvnluPtHhyWCO2AIwwe4MZ38eg7Vp2nwl0ibxp8LtKee5Ft4ns7ee8O4bkaSV0OzjgYUdaNQOcb43eO8g/8ACYa3/wCDCX/4qo2+NnjtjuPi/W8/9hCX/wCKq7afD2wufCvxE1JpphceHbi3itlBG1w8zRtu/ADpW5afB/R5fiB8MtFe4uTaeJdPtbq7YMAyPIzhgpxwPlHXNLUZyi/GbxwzAHxbrZ9M6hL/APFUs/xk8alufFetdB/y/wAv/wAVU1j4DsLnwP461dpZhdaHeW1vbruG1lkkdW3DHJworqLX4R6NN8TPh1oEstyLLxBp1rdXTBxuV5A27accD5R1o1EcX/wt/wAaf9DVrP8A4Hy//FU8fGDxkOvijVznj/j+l/8AiqmsfBNhceAfGWstJL9r0e+traBQRtZZGkDbuOvyCunsPhLot38TvAmgGe5On65plreXDBhvV5I2ZgpxwMinqByMnxe8YzNlvFGrEk5OLyQYP51E3xY8Wsu1vEmq4/6/JP8AGren+C9Pm+GfinXnkm+36bqVtaQBSNhWQSbsj1+QV0mm/CjRbz4h+BNEkmuFtNa0mG9uWDDcJGjdiFOOBlRS1GcS3xR8WbcDxJquO/8Apkn/AMVTV+JficqwPiDUyT/F9sk4/wDHqv2fgyyufhf4h8Qs0ovbHU7aziUH5NjrIWyPXKCurtfhXojfELwforNcfY9Y0WG+nO8bhK8LucHHTKjijUDgm+I3iVuTr+pE/wDX3J/jTG+IniMrg67qP/gU/wDjV6z8J2Vx8Mta19mkF7Z6nb2kag/JsdJCcj1ygrrIfhboknxH8LaIXnax1LRIr+Y7xu8xrd5Dg44G5RRqB583jzxA3XWtQ/8AAl/8aYfHGu7g39sX3/gQ/wDjWrbeFbCb4V6pr7NJ/aFvq0NnGA3yeW0cjEkeuVFdbb/C3RZPiLomhsZ/sV5oceoSYf5vNa0aU4OOm4CjUDynUNUu9RkEl1cy3LY4aVyxH51XjuZLeRZYnaORTwynBH0NdZqHhe0t/hhp2vKZPttxqdxatk/LsSONhgeuWNcUTSEacniPVG66jdN/22b/ABorM+7yOCKKAO5b4na0134ruN8e/wATKy3+E4IaUSnb6fMopn/CytYVvCzGSPd4b/48Pk+7+9MvzevzE0UU7gd74B1648Q+CvjPqV6Va7vrGG4kKjA3NeRscD0ya4RfiZrUd54WuRLGZPDSqlgTGMKFlMoDevzMaKKYEUfxD1ZLfxLB5kfl+ISGvvk+8RL5o2+nzV03w58eXWr/ABM+HA1SeKO00W5trSGRsIEhE5f5j9WPNFFIDD1rxtf6Xf8AjXSrKaM6drV2RccBt6pMXQqe3NQL8UNcj1bwxqSSxi68OxRw2DeWMKqOXXI78saKKBFGHx1qsOm6/YLKn2fW3jkvF2DLMjl1we3JNel/EvxVfeE9S+Fmtaa6pfWPhy0mhZ13DcryYyO4oooGeZQeM9Tt9J1rTUlUWusSxy3a7RlmRiy4PbljWgvxR16HxBoOrpOgvtDhit7JvLGFSPO0Ed+poooGbXhvXYm+EPjyGe4jW8ur2wlWIsAz4aUsQO+M/rXO23xK16z17R9ZiugL/SYY7e0k2AhEQEKMd+CaKKAKNv4s1KHQNS0dZlFhfzx3M8ZUZZ03bSD/AMDNeg/BvxRfeIvi94Pa/lEv2GH7HDtAGIkjfaP1oooQupwTeK9QtdH1DRI5sabd3KXMsRUZZ0DBTn6Masr8Rdcg1zTNUF0De6bbra2smwfJGqlQMd+CaKKQGbD4lv4dDutHSbGn3U6XMsWB80iBgpz9GNdz4/8AG8uneIvC+qaLexi6tdBtLcyRkNsbySjqffBIoopiPP4/Ed9Hoc+jrNjT5rhbl4sDmRVZQc/RjWjB8QNbj1q11QXh+229qLKKTaPliEZjC4x/dOKKKQzoNUm/4sboak5P9uXRx/2yirzplOT6UUUwEbjrRRRSA//Z) | SJM 679 x270 1101 Smykke eller dragttilbehør af bly/tin
Knap med stiliseret blomstermotiv. |
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) | SJM 679 x266 080701 Fibula af kobberlegering
Fragment af tungeformet fibel med kraftig ornamentik, evt. gribedyr? På bagsiden særdels stor flig fra nålefæste. |
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) | SJM 679 x256 0906 Brudsølv, barre eller råmateriale af sølv
Tynd, barreformet stykke, afbrudt i den ene ende. Evt. nål til smykke? |
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jpIrect8zfKcFjkqRjkn/x2up8F+C/iN4L09Yb+HR9atiCfItrtlmQsuMZeNQ2CAR8w5qObwBc3OkzNC8k1w03m3UV2xjdMlmcBRwvAAXHy++Dg6cso/FoC5J6JHnfi7xHa3EcFuTCrLcgkxyfK2WwefUjqPX3qHwzrun2NwjRyxPdP87NtAMbYYbTjHoD+PSuO8dWK2N1cafcEma2CiaUlUIPLK3y8AgbemenfqeLW4ura4e5iWXzoyGwF5zk9eP8AZ6UnF7MI+4tD6pm1SKW123hjFtseVmiYJtwmAx9STgEtnpTPEfhy50vy52hMsTW/mQJEQFY4+Yndx1K//qrxvw54klvLWOWfIJGCdrEHJB57EE7ete0eOPGyeH/Cej3wL5Ui3TKbhu55wCM5A7dtwGKiKu7GvM4rQ841S9Fw+Gjt1eFVHM6biOnrndyDwOMYI9J7ZjpPhuUXOm/atPv4AGnWUMcE/LgDJzkHqMfL9ak+H/7P974+um1nxFfX2iaXM263s7J1SWVSS24k5CLk8DGTz04J9nt/2cbfSbVP7J1Ka+sEj2/Y71EMyjr8kqgE85IUjv8AeFdaou11sYOu72PMf2a/iingLxUuj32f7O1aRLbzFwdku7EbFs9PmIP1z2r7YGCoNfBnirwPqGi6XmWJY7u0kZ2miGFaHOQecZIwcHqNpz2r67+B/iC58WfDfSL68na5u9rRSzN/GUYjP5Yz75rqwtTm9xmFZL40duTtHNOWYqM5p0kO3OelVZCB0r0DmNCO4DDFfnF/wVMU3HjLwfynyafKTl8EDzOuPSv0OikPXpX5xf8ABUi5ZfH3g8cAHTJOoBP+tqiJbHw9bSeVcRsI1lwwIjYEhuehFe1at4+1K90i6j/4Ux4fsoTEytNBpl6nl5B+f/XYyOoJB6V43YTSR30LwyrBKrjbNvKbD2ORyK+hLix8dX9rJBdfH7SjHKhRopPFly6OCMEMMdMetNGB80O3XjGaK7bxj8NIvCeki9Txb4c1tzKsRtdJvGlmGQx3YKAbRt5IPcetFIk/osbvUTfKcVNN14qFj3xUnUVdSsV1CzkhYA5Hy5z1/CvgD9rLwbP4a8QWd686uku6HldgJ3GRR1/uyAc/3a/Qdm4r5r/aq/Zw1r4wxWt7o+plpLeUP/Z8mEA4AZlbjccAfKSPbqRXFXpcz5ka03Z3PivQ/LRi0UH2WOMbpWK5yBzx27fr09foDR/sOpaV9lt9qRXc8aSs2AxRcZUDHUYxkehNeT2ulSaG19ohsJI7qPZBtukw0MhfHRsHocDpng1694Z0n+x1SNnW8mdEWeZhgIiIGJX+6DuPP+z25rxnudbjzWNT41eKLzTvhzHc2chaS9YRAPGGBR85x9QO+c8V2XgXwfD4I8I6Zo8MaK8ES+cyD/WSkZdj65OfwxXlHxr0a9g+Hfhm9u28yVbljMsCnyyNo29sDAwB/WvctB1yy8VaLaarp8gktrlA4GQShI5VsdGB4I9RXbh7ak142sI0XtVb7KI72G4Xh1O1vcH/AAOD+daciVRuZ4o5Ejd1Dynai5wW57VrUs4tMzp6SVj4l+O3g+TQvFWpwRSSyrcszmSQ7g5PUdOw4/DrXnGi+fdZHl7isi+XcbhuHHKsuOeec59vevav2lJobrx9ffZpGJf5ZY85w65Q8AdPlH45rxm1aSwmkR3V/wDSCUOz0AHpxn+p/Dj9TrbstD1rwvpYjtY4liaWV+SzDACg5z7Yx9ODXZa5a/2x4k8P+GpVJga5SeVmTO+MDlQ2MDlWJHXleuK5rwLqc09ulvGsKOyY3SZJGTg4Hr0966TxDcXOlppuqWiyTTWE6E+pycdB15AH0fFTomZJuWx7xDFtI2jAHQdq6/w6xkjwTXk3h/4seHNYhBlv0024XiSC8Pl7TjnBPBFd3Y+PtD0uFALtbyWRdyR2n7wkepI+VR7kivTjUje9zn5JbWPPv2mdLii8PtMD5axz52gkZ3qC3sPunnnuMc13X7K6n/hTOjMXDBpZyMdv3rZH55/OvHvjt8RINQjudPuXw5tpJTCpGFbAMeScHgDt1B969z+Admuj/CHwtAEKbrQXBDesjGTP/j35VOFtKpKS2LraRS9D0S8wOlZjZ3Vbmm8yqrAsa9E5QjHzV+bv/BUwH/hYXg/0GmSf+jTX6TQxnNfm7/wVOTb8QPCHr/Zsn/o01fQmWx8NwtH5yeZu8vcN23rj2r0u8m+EC2U4t4PGbXRjbyfNltdgfHG7C5Iz6c15tZqzXUOxPMfeNqbd2454GO/PavofULX4nrpN00/wMsbaz8mQyXA8HNG0abTlt235SBk57YzQjnPnBmz0/KillYBj8u3/AGc80UhH9Msq1C0dW2XimN0waDpuUGTbx2qPbV2SPIqqy7WqbAfP37TfwvtG0ceNdMtmXWNNk86aGIMRdpgfKQOhBVWBAPIPBJryPSrqaRba2RttwYI7y9uGAwRJuVFGeccgdABs96+x/EuhxeJNIn0+ZykU3D/KGDL3Ug9QRkV8r+IPCev6f4qlslsZrZEmjSO6ZCEniTO0d+FPIzxyx9K8jF0+WSkkdlKV1a+qN3x9pVkfhxoenyLvtJG8klmLt5ewEvnkkgDP55PevBfC/jLW/gtqEzLGdW8LyXcsTSRgBJdh2mUHqh4HXg9OcZHffE7UNcn1CTQf7SOl2a7GikZlX5jkYDHlQwKr17NXDeJmvtE8J3TQrPe3L3eLoOypHCo8vLnI+YsSQeCeuSBxXHGVndbnZKLlp0Ouuf2qrG8Bi0jwxqWoXp+7EzxomPVmBJHPtV2HxHfW9w/iDWhFHqkm62gslnxDbfLnyyx/ib1xk56YFfPug+H/ABd4Xn1653m7tdQsUljihZIvLiMu4ruwdrjCgeqqRgbsijF4E8V3mqafq2ueKbrUNM1C5X93C7EQsQCCxyCW5HJ5/KtHLm+JijFR2RP8VtQtZvFuo3Md9HeI6ojXEbFQMIqkd+j7h6nB5rhJbV57pVi3Sx7t7MvzKcjIwRxXplx8LbHSddjjvpGmaRpjGgl3EqDuXzGyfmxuOeetS+NLWXS7r/hHdBtIX1W4aMQRonC7i21cnAJ5Xkn37UXvsZS0tcl8HRvp+mjJ826EeUXGD1AxnnHBPPtXeaM8cNlcJexyzJNG0bsjEHdjIw3fB/xzwayPBf7OetWu6+1jXNl9IcGADzht75bIwfpwM9a9C/4QGPT9Hllu4Vklt/mcI2xZvmAAHpke/U05RlHdGUbXunc8r1XUNLmlaa7t99yX2hbK1Y7toBAO3OCckHkE47HmqLeNn0az+zQST3E8jeS5jt9yRYYZ2kkBjhl5Ppzwa2odCZkaSZjHwMeXkkg9Wxk/NwAfes7VoHm08rEGeYO22OFC0jPjhFGD6HhRnkDqKzvrsdXNp7zMXwT4B1L4teNtLsrayuIbBlMuo39w7MfKV8MTnuxHAyee+Bx9/WUKW8MUMKiKKNQiIowFAGAB+FcP8Hfh3F8P/CdtBKhOrXSLJeSlix3Y4jBPO1ckD3JPeu/VdrV7dGn7OOu7PMnLnY5RuPWp47fdzTreHditGG3G3pXQkSVo7cYFfmr/AMFVI8+P/B45+XTJCOeP9af/AK1fpzswtfmb/wAFVGVPH3hAsck6ZINuOf8AW9c+lX0IlsfCVrb+dcRL5qwhmAMj52pz1OOa9i1PwPZWNhLInxq0C6lSEsIY31Bmc7c7F/0fAJ6cn8q8cWZPtEXnKXhVgWjU7SR3AOOD716m3iD4OqP+RJ8XHjv4jt//AJCpIwPIJM88UV6ldeIvhE1vKIfBfipZSMIz+JICFODg4+xjNFFhH9DjHpTWpWpKZ0jGWqskROattUe2kBnSAqaq3llDqFvJBPGJIpBhlNaNwg5rF1zUzo9l9oELzjeqkIM7QTjcfYVlO0U29hxu2kj53/aS8LWsfw9uLwNE81hqEcYLdSCwGOmTzgnHoa8tuIVvtPlivI183aEMk2CZF2gBufu5UZPpmvVPjzr06XWk2F3G/wDZe1rqeSEBg0m4oAP1HP8AfHevKPiBp2oXWqxvYpG7bY4o5Q+BhlIG5fQZOc4P0r5923R6LfM+W+5iS6SNN8P7NTune8uFb7uwKse4IFXGFwARzgZxnmrmu6XDplr4Y0W5iUw3HkzCSEAFGYgsvTvlMcAfrVrxVoc+u2ejWNtICbdUtmlOQJD8obAHOOK0PExh8RatoKr/AKO2kuhiBiPmSlc4BA7EL26AZwKjmN+Vp3Ob0uzk1LVbya7gjee3MazLGCZHkyB0PXavUcfdPHYc7qesJo/xAsNXmtmLWLrHMF5zgndtz/snr607x145XQ5mMMMhluHdpLmN9m7cQCCuOqkdck4J9eM+Pxl4d8RWd0l4y+ZIoctyrMeOg7kE4/nWkdNTOorvQ+lNO8RaRqVhFeW9/bywSfdYOM59Mdc+3Wm+JNSi/wCEbvQGcq0ezy8csWIwR74B/wDrV87+GU03RLuG5g3XL7nChSCwBPT09K7K98TXvi2/htLTdFDb5M+V3HAyCwyOCcgD/OaqVnLcz9lGmtCj4hng02Np3uVTyWaRd3zKcqfl28diWB45r0D9lPw1PcaRfeLbt1kW9c21kuBlUjJR2PHBLLt4xwnvXl138P38bePLDQre+mklvZjJet91UhXDNJtHTglR6lgK+xtF0i00PTrXT7CBLWyto1ihhjGFRQMACuvCU7vnZzVqnNoXFjJxVmKMtgYpFjJ4q7awV6hzktvDgVdjTA6UsUeF9KkwFOBVoZEy1+Yf/BVqN2+I/g/C5UaU54H/AE1av0+cV+Yf/BVtv+LjeD1xz/Zbnd/21amTLY+FLFZvt0H2dd1x5i+WuActnjg9ea+k9btf2h10LUDf+HYorAW0n2lzo2nIRFtO45EeRxnkc+lfNlvtluolllEUbMA0hXO0Z5PrXqmoeAfh9Dp9zLF8WLa6uEiZ44F0a8QyOBwm5lwM9M0IwPHpMljRRJjtnNFSI/puZaTtTiaY3tVm4jCmNxT80xqBlOduaqSKGBB5B61fkh3NVaSGoaA848YfCDS/FVjFEbq7gnt2MltK0plCP1BIfO4ZxwfSvE9U/Z3+IS3C29nrumvaK2Y5pWZDGpxwVCEtj5u4yMDPevqqQbaryVzSoU5botTlHVHgOi/s9a9o6288nj68vL2GTzAWsIlhBwcgIDnHPQtis/4gfCjVr61uSsqTXswMrSNIUSd1Taq4/gGNw4/vd819Ehcis3XLcPZE45Dp83dQWAJ/ImsatGKi3DRo2p1ZOSjLZn5b/ESZ11rULZbU6c0OUW1bkxtgLnPf7uTnpzXHWcr3rQh3WO8RirGJcj8D9RXtH7Vfhabw/wDEq/utoWDUMzRx7SCck5zgn/PYZrgfCfhJmj+0mPlgSdx5XHPSvNurHdHY09LFxHDbMXZpv4QTjcTxXpXgXw34o177baaNpqamWREW5dwLe14OMsSPmHHADH2rlV0fEkFzp8n2i5k/dxWxiPmbm+UADvnP419t+BfB9h4L8L2Gk6fbtbwwoC4kIMjSEZZnI4LE9ccenGK1w9JVm29kctarpZHLfCj4SL8P47i+1C6TU/EV6AtzeqhVVjHIiQH+EHnPBY8kdAPTYYc9O9KkBar9panaDXsxiorljscQlvbE1oQ2+zBqWGHbjAqwI+KsZGqU9k4z+FDMdwwKa8KeZ5uxTJjG/Azj0z+J/OqAimIXrX5e/wDBVyQN8SvB4A/5hLnP/bZq/UGZPMBzX5ff8FWVC/EzwiM8jSW4/wC2zUdCZbHwrbskd1G8kfnRqwLRkkbxnkZHrXqF9448DTWM8MPwmtbWd42WOYaxesUYjhtpfBx1wfSvNtPM66lam0by7oSr5TbgMPkYOTwOcda+ndS1b9o/TNPuL258VQLb28TSSFdf01m2qCSQFlyTwegJPShGB8pyxNHyylQenFFdl44+M3jT4iabHp/iPxDeatZRSidIbgjargFQ3A64Yj8aKkD+jktTM0u6m5FaGwU0mjdmkJosAjfnUUi1JmmE9aQynJDuqrJHtrSI7VUuFwCamwFAcE1keJ9Si03Spp55EitkRnmkkPARVJP+frWqzfN71S1jw5b+JNPktbpMo6lQwxlcjGR/geKwqRcouMTSElGSbPz3/aS1638VeJ9PmtZRcalcHbJHGpIC5G0KTzgnP5D149A+Gf7OeteJrKyuNdN14a01VJaGNQl3cZJBDBh8g9yM9MAda+ivhr+zJ4P+HeqLrEcM2r68pZhqWoOC6ls5KooCr164z716ZJpaNnjmuang0tZmkq7tyxPF/DfwJ8JeF9YtdSsdPmN3ajELXF1LMEOMbgHY8479q9ChsS3at7+zQr8ipVs1XtXdGCirJWObV7mbb2PTNXo7YLVlYQvSnYq7FESrt4xTsZp/SkamAzvzTW4pX7GmydKBlaSvy7/4KuN/xdLwkO/9kH/0c9fqLL92vy3/AOCrLH/hanhMZ/5g5OP+2z0PYiWx8MwLE1xEJneOHeN7RruYLnkgZGTjtkV6dqGj/B+LS7o2fi3xhPerExgjm0C2SNnwdoYi8JAJxk4OB2NeaWsnl3cLGFbkK6nyWzh+funBBwenHNeval44guNFvI0+CPh2yDwsovYotT3Q5H3wWuSMjrzkeoqUYnibe1FKx+Y0UgP6Om+LngmI4bxfoanGfm1KEf8As1MX4v8AgduV8Y6Ce/Gpw/8AxVfz4SaxK2MzuVxzzye9JHrEwbks0fdNxGfqa05kPmP6Dv8AhcXgXBP/AAmegYBAJ/tSDgnoPvVE3xq8AK20+N/Dob0/tWDP/odfz7Nq07Q+UJG2ltzDPU+/0H8zUH2+Xdgufzo5kHMf0HN8avACkZ8b+HRn11WD/wCLpsvxq8ARMQ/jbw6pwCd2qwDgjIP36/n1bVJY2zvJf1z0pjalMynMrE56k0uZD5j+gdvjb4AKlv8AhOPDuB1I1WDH/odV2+Nnw9YH/iu/Dh9f+Jtb/wDxdfz+nVJ8BTIxXuMmo/7RmBGHOfrSug5j9/1+NXw43H/iu/DOc4P/ABN7f/4unf8AC+fhqgIPj/wuMf8AUZtv/i6/ASO7mZTMrAIrAFd3OTkjAznHH4VWa+c/xH86LoOY/oBX4+/DTdgfEDwvz2/tm2/+LpD8fvhpgt/wsHwvjjn+2bf/AOLr+f8A+3yjo5H0NO/tGXn5z0weafMHMfv1N8evhsjMG8feGVZW2MDq9uCG9D8/B9qgP7QXwz+Yf8LA8MHb97/icW/H/j9fgc2pSSMHaRpHY5bcTz+NPuLyaEriQmFwWjBcMduSOcdDxSuh8x+9H/DRXwvY4HxD8Ln/ALjFv/8AF1HJ+0d8LYz83xE8Lr2/5C9vj/0OvwSN6/J3EfjTPtj93P50+ZBzH72N+0r8KlXcfiN4Xx/2F4P/AIumN+0x8Kf+ijeGCfbVoP8A4qvwX+2Px8x596Ptj54Y/nSuHMz945v2nPhQgOfiL4ZH/cUh/wDiqrP+1H8Jv+iieGz9NSiP/s1fhI145H3j+dR/anznJouHMfus/wC1J8Jm4X4h+HW78ahGf61+cf8AwUi+Jfhr4kfEzw5deGdbs9cs4NK8uWaylEiq/nSHaSO+CD+NfIn2pw2Q2O4qGRjnPY80XFzXLOnySrqFs0Fx9knWVTHPvKeW2Rhtw6YPOe2K+iL6P4malYzWt78f9KuLWeNklgm8ZTOrowwysOQQQcEV81lhznOe1M8w460k7Enp998D1s7Wab/hPfBU3loX8uHVizNgE4A2cnj9aK8u8wnucUUaCPdrn4R6Uvx78SeCYbm5OmaempNBMzDzT9ntJpowx245aNQcDoTjFcnofg201L4W+K/Ekk8yXulahp9pDEmPLdJ1uS5bjOR5KYwe5zninn4xar/ws3UvG32e1/tK/W6EkOG8ofaIHhcgZzwJCRz1AzmsTTfGl1p3g/WfDsccTWmqXFrczStnerQCUKF5xg+c2cjsKegG34x8EWfh/T/AFzbyzyP4h0kahcCQjCSfbbm32pgDA2wKec8k89h0sXwl0mP40ePfB73N41loMOutaSgr5sjWUNxJFvOMcmFd2B3OMdRwmpeNLrxJF4Ss7iKKOPQbT+z4GQHLobma4y3PXdOw4xwBXbfFTxreeCv2jviff2kcc8s+pa5pzLcZIEdx9ot3PBByFkJHuBkEcUaDOXi8G2cvwju/FHnTLfQ63FpoiyPLMbwSSE9M7soO+MZ4rS8R/D3T9I1X4f2sM1x5XiHT7W7uS7KSjSTOjBOBwAoxnPOa5RfGl2vgefwx5cRs5tQj1FpMHzPMSN4wM5xjDntnIHNT6t8RNQ1a58MzSxQq+gWkVnbBQcOkcjSKXyeuXI4xwBS0EdaPhdpreMPifpJurkW/he1vp7NiyhpWhuUiUPxzlWJOMcjtXPzeD7KP4Q2fikSTnUZdbm01o9y+V5SwRyAgYzuy7d8YxxXV/D3xLP4o1b4s6zdokdxqeg311LHFnYHkuInIXJJxk9zXnk3jO7k8Dw+FjHD9hi1B9SWQA+Z5jRrGQTnG3CDtnJPNPQZ3+nfCjSbr4tfDfwyZ7z7B4jh0qS7cOglQ3ITzPLJXAxuO3IPbOa57wj4J0/xBpfxBuLmWeKbQNJ+32gjYBXk+220GHyDkbJn6Y5A5xkGta/FXVLXxl4V8SLBam98OR2aWsbK3luLbHl7/AJsnO0ZwR7YrL0fxxfaJa+JYII4WTXrL7Dcl1OVT7RFPlMEYO6FRzngnjuDQDSvvCdnZ/CvQ/EgkmN9faxfafLGSPLEcMNo6EDGQ2bh85OMBeBg5663+E+jTfHrw/wCDBcXh0fUBpxeYOvnf6RaxStg7cD5pDjg4GOtYWrXH/FgPC8eeB4k1Vsf9u2n1l23xU1e18faV4vRLc6ppq2iwqyExH7PEkSbhnJysa5weuelGgFjwn4R0/WfB3jjVbqWdbnRbW3mtREwCsz3McR3AjJGHPTH9Kg1nwrZ6f8OfC+uo8pvdTvL2CZWYFAsIg27RjIP7xs8nt0rJ0XxZfaRo+v6ZbJE1vrEEcNyXB3KqSpKCvPB3RjrnjNF34qu9S8N6RoUqxCy02eeeFlB3lpvLDgnOMfulxwOp60tAPQ1+Fmjt8dm8GrLdSaUociRXXzWAtjKOduPvD06Vynh/wnZap4D8YaxM0wu9JezFuEYBCJZGVtwxzwBjFdP8SvGF54N+OepaxYCOS7t9qoJ0yuGtlQ5AI7Ma8+0/xbeaZoGr6RCI/smqGLz9y5b92xZcHPHJp6AbPizw3YaR4a8GahaiYS6tYyz3IkcEb0uZYvl44GIx6810/wDwrHRx8bte8JGW6Ol2MeotE5dfNJgtZZY8nGOWRc8dM155qnie51jS9FsJljEOkwvBBtBDFWleU7ueTudvwxXefDnxZdeKvjDfa5qAQ3l9ZarNL5YIXc1jcdBnpRoBzNj4btLj4Y65rzmT7fZ6vY2UQDfJ5c0N275GOuYEwc+vrT/FXhOx0nS/As9s8rS61pZu7rzGBAk+23MOF44G2FPxye9Yq+Jru38NX+gp5f2G8u4L2T5fm8yJJUTB9MTvn8KZqnii81i00S3n8vZpFqbS22rg+WZ5Zvm9Tvmf8MUgO8vvhzpFv8T/AIiaApuBYaCuqmzy+XzblxFvOOfujPA/CuY1Dw3aW/wy0XXEMn2681W+tHDMNgjhitHXAx1JnfJz2HFMk+I2rXHifxHrrmE32vLdC7wny/6QSZNozx9449K1NYkI+CPhTP8A0H9WI/8AAfT6egHANTDTm4Yj8qaw24yMVICUUtFAHsDfst/GjAB+EPjw4/6lm9/+NU3/AIZa+NH/AESHx5/4TN7/APGqKKBAP2W/jQvI+EPj3Pb/AIpq9/8AjVSXn7Mvxwvrqa5uPhN8QLi4mcySTSeG75mdicliTFkknvRRQIg/4ZZ+NP8A0SDx5/4TN7/8ao/4ZY+NP/RIfHn/AITN7/8AGqKKBm74V+Avxy8Kx6ylv8G/HEo1TT5NOl8zwzffKjlSWGI+vyCsFv2WfjV/0SHx5/4TN7/8aoooAF/ZX+NOG/4tD486f9Cze/8Axqm/8Mr/ABp/6JB48/8ACZvf/jVFFAD2/Zf+N7W6wH4S/EAwKxdY/wDhG77aGIAJA8rqQB+QqP8A4ZX+NP8A0SDx7/4TN7/8aoooAP8Ahlf41f8ARIPHv/hM3v8A8apV/ZZ+NStn/hUHj3/wmb3/AONUUUAa3iz9n345+MNeutWu/g745juLjbuWLwxfBflUKMZjJ6KKyV/ZX+NG05+D/j7P/Ys3v/xqiigBv/DLHxq4/wCLQePf/CZvf/jVSR/st/GyNiyfCLx8jYxlfDV6CcjGP9VRRQBEf2WPjWf+aQePf/CZvf8A41Sf8MrfGr/oj/j3/wAJm9/+NUUUAC/sr/GsMCfhB49/8Jm9/wDjVal5+zt8c7jw3ZaG3we8cmzs7u4u42Xwxfbi8yQo2T5eMYgTHHc/gUUAZTfsrfGrg/8ACn/HvT/oWL3/AONU3/hlX419P+FP+Psf9ize/wDxqiigYn/DKvxr/wCiP+Pf/CYvf/jVFFFAj//Z) | SJM 679 x265 080701 Fibula af kobberlegering
Fragment af emaljefibel igennembrudt arbejde. Ganske svage rester efter nåleanordning på bagsiden. |
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) | SJM 679 x255 080705 Remende af kobberlegering
Remende (?) med to nitter og afbrudt anden ende. |
![](data:image/jpeg;base64,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) | SJM 679 x254 0819 Anden genstand af kobberlegering
Kegleformet stykke. Funktion og alder? |
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) | SJM 679 x253 0821 Affald af kobberlegering
Båndformet stykke, delvis omsmeltet. |
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) | SJM 679 x252 0813 Sværd- eller knivgarniture af kobberlegering
Hjalte til mindre kniv. Kraftig buet med tværgående furer. |
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) | SJM 679 x250 0819 Anden genstand af kobberlegering
Vaseformet tenvægt. |
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) | SJM 679 x248 080701 Fibula af kobberlegering
Fragment af fibel med bøjle og del af fod/hovedplade. Type? Evt kort ligearmet, helt afgnavet? |
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) | SJM 679 x247 080701 Fibula af kobberlegering
Hovedpladen med afgnavede endeknopper af korsformetfibel. På undersuden rustklump med dobbelt(?)-fliget nålefæste. |
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) | SJM 679 x246 080701 Fibula af kobberlegering
Fragment af fibel med del af bøjle og fod. Kraftig korroderet, nærmest uden overflade bevaret. |
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) | SJM 679 x245 080701 Fibula af kobberlegering
Endeknop fra stor korsformet fibel, rest af nålefæste på undersiden. |
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) | SJM 679 x244 080701 Fibula af kobberlegering
Mindre stump af fibel, med del af hovedplade og bøjle. rest af enkelt flig på bagsiden. Stort set al overflade bortkorroderet. |
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) | SJM 679 x243 080701 Fibula af kobberlegering
Fibel med fraftig bøjle samt afgnavet hovedplade med rest af enkelt flig fra nålefæste. |
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) | SJM 679 x242 080701 Fibula af kobberlegering
Lille stump af fibel, del af bøjlen og del af formodet fod. Helt afgnavet. |
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) | SJM 679 x241 080701 Fibula af kobberlegering
Afgnavet stump bestående af hovedplade og del af bøjlen. På undersiden enkelt flig fra nålefæste. |
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) | SJM 679 x240 080701 Fibula af kobberlegering
Forden fra formodet korsformet fibel. Kraftig korroderet. |
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) | SJM 679 x239 080701 Fibula af kobberlegering
Lille stump af bøjlen fra en fibel |
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) | SJM 679 x237 0903 Mønt af sølv eller kobberholdigt sølv
Engelsk sterling. |
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) | SJM 679 x236 0903 Mønt af sølv eller kobberholdigt sølv
Søsling, Frederik II, Ribe, 1524. |
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) | SJM 679 x234 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt, prægerester. |
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i5PJz+A8I8eRDXvEnjDSooWu7uxjeFbkx7omRckbR26udx7fWqWrJloc14T0ufWtSFrORbaXfMbxZiDl2TIXb3+bP6DPXFfSPhm68zRYihEL58tGKgEsSGGOOqlc8c8141A0Oj+B/DYunU69p9u1xKxYNmHdnyhgcnDhsdABzjrXr3hto9F0NZpbeW8vlfzrdZT87gsMIRnqA/JycYx1qJ6lU9DdaS9utLCWeLd92bmdjnahjKBAcYUkEnqRVPSfDNnpuvWN67ym+iUeZNkl3aOM7Iyey449s/ne0vdpssen6lKs0kUyI0wGEZyjFgVxznyz+YPQ4rT1cJY/aLsNFbW0sLkTSsAysoVhwBkdT37ce+F3sbWW7PNf2hfDds0M8ywIq6hEB5UQzmZs9+jMW3t+PqOd39jPx9JrXw8uNBuZN13oVybcKevktlkJ/HePoBSXitrnw4vrq4kEaeUtzFdXClmh4be2Dj5vlQ89yRxmvNP2er6Dwb8eNR0WCZ3h1jT/OYScfvR+8GPbbu/PoMYrvoPoefiY/aPty3vNyiraS7jiubt7k7QQa07W43KTnjvXUmcRqD1zUkM3zY7VRWfIGKkjf5s1ohG9BN0GeaneX5TzWTby5bk4q8HG3n0rZEs/HX48yF/jF40+feo1m8A5zx5z8VzvgnRbDXtdS01HxBa+GbZkZjfXccsiAgcLiNWbJ+mK6L46Tif4u+NBkAjWbscKB0mf0rnfBreHodXDeJbfUL3TtpBi0y4SCXd2O50YY9sVocb3N7xz4J0Hw/pJuNM+IGleJJxIF+yWkF0kjA5+b95CqgDH97vRUfjS7+H8+j7PDeh+IrDU94/falqMM8W3nI2rChz75ooEz+htu9YXjO6az8MalMrFGjhdgQcHhTjH41uM2Ky/EMX2jS549nmBhtKk44PB5+hrOezO6HxI+QPE13MZo0UzOGkMqgA7lkBXAXaMkjK9+TntXjN3p/l/EKTRpnEceY4jNIwBlUKQT65BkcEk9sew9m8XNPpVvd6jBKVZFAXevmBMoAm1MYB3kkk84JPIXjx7UPC8Nj4u029u5ZpYfOlKeY5IuGbOxs+m84z1JyR1rwp7ntRO5hjZ9WZEmcCImOPA4wWAB59DjH0yCe9/wAKaxb3utWcOoHy7TyiXWRi44IOWI6HOen+1jiq08bahuvSsqyecubWPhpOHZST2BHXg8j8a5DxdYyeJGtUsriS0WxQTM0Z8m3ZWCghyDlwdjdORu9yai5VjsPEfiry7m2j0lW1C5vb77NNHASTDAwcJIX+6qrtPB5ycelc1NpM0OixQ3xWzjtzN/Z21MxopYby4IycfLgknGVzznPaeFtQsfEnhHwtfaQnkQiOWb/VHc8X7yMSsMY5GDzknj0Ncx47NprF01m13LOyuzC1hIKYyMBmB5G5x0OATnrmnfQVtTib/Sb3xR9lOiRZtVzcyyTHktGFxyfXKKOOeccCub8RJZQ3MH9j28mtXl7FLHeNgoIzgKkWDksrL179ecNiuhg8RTi1/wCEdsYxbSeRbZ8sBhApVAd/G4yO+RjoAcmufvfEGlQ6Bc2/huc31xfXcqN5Z3yxszYLsQMqcKSe3X1UVZJwPhDw5KPEtxY3EivHottHI3A3TsDvPJ5EYVSSMHj3Ar3e+hP2HVk08tdvco4tZvM2sxwW2biN2AemOhIHpXFfDvwjFYW+ravFuUGVvLunXDyRjcIxg8846+jds8d/4bVNWtfs+nfI8KRqsoUDA3ZO3H3cjHPfLdeaym7u6NYKysQwrJ5Nkt1JGLn7SsscgPMzFApBHUKC499oH4Q+Ipla8jZomuhGpWRXBZYZCu7Kr6AIAcn+JeO5ZfWsNu0+qyZk+zBbd+DncJcHGfcgnsAc85xU/im6uUmSWGRbYNMJnllGSE5Byp5G47RwMDgc4OIS1NOgviSzWb4cahZxgh2ZoWP3trvJh+vU4XH+yfcV88peNpH7UfhcxyFx5q26srcbWBQj6ZZvrn3r2zxZ4lgsfC+j29sX+wwTbrlgfmdmjBUHAzyxOO3yk54r5N+J3iSax+LNnrFjK8QtzFPaswG5drbgcDjr+Bruw61ODFP3T9HraQ7auxT7cVk2UokXcDlSMg1a3lTXU9zzlqjbhud2BV6OTIFc/bzc9a1baTdiriJm1a/Nj1HStM/6s/Ssyy+6MVon5ozjtXREln44/G5j/wALg8bEcj+2rz/0e9VPhjdeIbXxTHJ4Z0SPX9UET4s5NMTUAVxy3lMrDj1xxVn42fL8XPGgH/QZvP8A0c9Y3gjTZtW15LeHXLTw7J5bML69meGMYGcbkUnJ7cVqcfU9b8T+PPit4Z0lr3WfA2naPp28J5934OtYY1c9PmaADJxRXG+N/CeoaPor3T/ELR/Ee2RQbLT9QnmlOc/NhkAwO/PeimDP6C2PrUNxGWhkA6lTj61NJk0zJxUtHUj47+KDXPhm81WEXCx+ZtgiCpuaPONjBf72OmfTnua8zm8L3Vxpdx5oe61SFlW3nlIDOyoCyhfTZnr0x06Y+jf2hfCbzTG9igBTCHEaYaRix2/Nz0YA4/xrxG61po4fsFki3GrTQtArNcbUHRQQBy3y8sMjsON2a8arHllY9inLmjcwtU1aO28L6xeC9zJdWpQS2j/OoTewJOMqBgg+mMdCBTb3R7/xV8HtO02GdTqt1GkkkjIEwgBb5scsrbsBRweOR1rm9c8Lz2Wk6TooQ3MvlmCWSMbIfMBzIhI5HC9cclVA+9XpljNLqGl2+naSJHaSIpJIQFMW3C4BPVSCx9DtBHYjmd76G6sJp9mvhePRNFkuXuppLX7MuoPH5II8sE4VeF3ZwBk4GO/XlrOaXULi5uISsVhZK6eeF2SXOCUBQ5+VBgk/Ue9b+pNaaja6fCjxi4iuRPcSBsyyqRIm0cYAwq9PQemazNLu01qxjbT547myt08mBo3WRZY3LNv44JyuNvqCO5wWFc8/l16PwvcTm1YXupNHNDInmcRlXJJkZjtVdw2kdc/SvP8A4I6cuqaLe3UUpBmuZLu7bb/r8klY4skcBVySBnPGMZr0bX9Itrez1N32tc3ETh5kcKsQICrHgd+dxJ54GKwPCmqHw1oem25gESxeZGsMCgfvOFkkOOQu1ww3HkYB9aX2R/aTPQI7N7q+mto8RaUw2EbQOjMCVz/sqmCT2I65NXIfL0nWZWtosWsfztL94MZBgAZ/iXHA5wPQk1j2sz291e2s7o6LbruuSckmXdgIM9cEqeijIPtWvbRt9nS2uwYblEUETyDYASGBIHHIY5JwD8o9azNLlKNbZLa+uXh+25vJLorJIAEJcB1I6jMa8Y6nb03VzuvSXepatbWsNo1/YXVqt3NOAR+9UjA5I42pux6Dr1zqNcWurWNxrELfZbGaRmt7KRSouGjBO5hyxU7VIz03Dp0FqXWQ1i96kZiht4Y2WCQBFErLsUnpkENj29ex0asyE7o8m+LdmmkaDqCWgV4ptpVi2d6kNtwq9gWAHOfmPYc/Men6bq/xA8a2ekWyfa7+a48iLZyoA4Jz/dAGc+gJr1/4/eOJLuSDQNLJmlMzQpHb8sMkLsAHfIHHrmvqL4T/AAy0nwF4T0dIdItLTWBZRLeXSQr5zylAZMvjJG7PGcV6NGPKrnlYmpzS5UdxpsIgiSPO4IoXJ6nAq9UVvHtzU+3NXLcwjsERO4CtjT/mrLihLMK29PhxiqiDNu1HyrWiF/dn6VStovu1osoEddSIZ+Nnx0ZX+MHjQquxf7YuwAM/89m5rA8IzaDFrCHxHDqE+l7SHj0yVI5i3bl1YY/Ct/42oW+LnjNuv/E5vOc/9NnrN+HWp3+k+JkuNK0C18S3ao2LO7sjdxkY5byx6etaHJ1NLxpcfDqTR3Hhuw8SWmp+Yu1tTvIJYinO4FUjU56Y5oroPGdx418YaS1jJ8M7PSlMgf7RpfhxreYEZON4XOPUUUCP35bGKiYHFPkNN3cUHUZHiLQYPEGmtbTqpPVGYZwa+Sfit4BuPCmuSX0CvHM0rRr5aliiGNnDZJ4G5QuQehx6Gvsxq5vxd4Rs/Fli0FwNkgB2TAcrx+o9q56tJVF5nRSquDt0PkbwjaHXLj7ddxiaGGYy2sbAmNmCspRh0zvRT6ks3PJryrTviXqHgDxTLZi3m1DUJoZbg28RUybC+2MBui4XPAzwBivb/Fnw91L4fRuZZ3lug7+QVY7JYznPAwM8jI9z6CvJtX8N20usy6wwlkvtQjMEkmefJUnHzdlCqeP9nnivLacdGj0k1LVHl/h34Yapef2tcarrst1bakgSN7SZiZJGZFYFu6KDjOeeOnGPSvBelt4f8MjTrSVWjjvSBbq/lwxPuAJXAO1SrOSvQbR3Oa1IEMOjIqHK2qOkUjdWwhw6r3yU/PGewpktmkd9dEtlp4RGHUN8zNGAzDPTC7OuScADtWLbZokkHjLQdP0vR7SRfLltblTJF5YLeazOhbaARngqR6EAn282DeT4XurS1td99e3JtBPKw2htxTqOykMcgYPH4epw6hHf22npebIUiaVhLI2QrKMFlJGCcrn6flXGXWmjSdKlu7krbGa8QW4AwS6DGFU5+715zxnHfE+hRem0+fw/4bsY5yv9pyxQOUjO3JjIDcn1JXnp84zXS+IJLSa9uo5IdytGj+bCx+VirugbsDlQccgY59KyNfaW/vLyGSORpzahbI5xlkAcZ4yAQD05O1umOM7Ub1LGDZq84lkeRDOgfhpSCcYBySc7W9vbiiMb6lOXQraHeLeWcMt032Wzh+1NE0CYYRhdjtgf7Qz2wVPNeS/FP4y29tHNZQQfeEai2J+VnCROrfTJHPOdg55OMT4qfFRpIIdO0gFrq8MYaCHnEXz/ALrjqX8zccetd38Af2bZ73UIfGHjG1eNgQ9hpNwPmUD7rSj0HZT6DPHFdtOjd3Z59WvyrliTfs3/AAIR2Tx74og+0apdyfabG2mGRCCciUj+8eqjsMHqRj6XihLHmrK2pYjircdmeOK63oedvqVlh28d6mjtSzdK0otPLYOKuwaf7VKiXcz7OwI561s2drtI4qzb2Y29KbqWrafoLWQv7hbb7bcJaQbgf3kz/dQY7nB/I5raMRGhDHjmp5F+T0pSPLUcZp7JujJPpWpJ+MfxulMnxb8ZkfdGsXfQYH+uesv4dW+oXHiRF03xHb+Fbny3I1G5vHtkAxyu9QTk+lanxsjC/Fzxlzg/2xdn/wAjNWF4Qh8Pyawq+JpNSj0vY2W0pI3m3duHIGPWrOTqeheMrrxl4Z0n7b/wti31pjKI/sul69PNMc5+baQOPx70Vy3jSH4dx6P/AMUzL4lfVPMHGrRQLDs5z9xic9PbrRTEz+hxsFqSntUbUHSNaosVI3NMPtQBl69oNj4gsWtb+2S5gJB2uOhHIIPY+4rw7xt8EZLOZ7nS/MurUb2MX/LVNxJIGB8wO5vcZPrX0E1VZ48isp04zWppCpKGx8G6ubfQ5rzzy32go0CReXkxsIiCiLgfwh/XJbGTxWNbTR3t9HqcgaV1j8m3gl6BlMnHseGGeMfL0Br7U8ZfDHw742VTqunJJMpytxExjlH/AAJcE/Q5GCa8r1r9lPS5rOS307xDqVirJsHnRxTADPf5VzxkcnoTz6cEsK+h2xxUep4Yt1bJcQm+uUf7HGZ9zHCIpLbjnpyBjvyc9DmsrUte066a5N5/qlkeKBp2/wBWpV36euRg8e3PGfVZv2N766Zxd+PJJVRw0AXSlAUhdoJHmc4GQAMduax5P2GjdahNJqHjq9uLJgAkUVkkbjoTyWIAyOw71CwsupbxUOh4p4g+J9npv2i/uwsFzhtgkfMiqwOQOwIGEGckA/WvPNMt/Gvxz1eS28I6S0Nksn77VLgFIYehA3Edv7oyTgHHFfZ/h/8AYu+HuhXhvb20vPEl4XEnmaxceaoYf7ChVP8AwIGvU7LwpZ6Vax2tlaw2dtGMJDBGERR6BQMCuinh1Hc5qmIctj5n+EP7Lmg/C1Yb+fOteIVUA6hcLxFxjES/w/7x5+mcV64mkt1Ir0BtDDdqYujqpORXTy9jl9TjIdHJ/hrRt9HGMYxXTx6aF7U9bPb271PKUYcOnbR0qVbHb25rYW1x2pXtwGHFPlHczo7ULzT5LGK58syRJI0bb0LKDtbBGR6HBP51eWLccdKese3tVk3KiQ5GCM0skXynHTFXNuM1DKv7sj2pgfip8bP+St+M85J/ti86/wDXZ6zfAN9PpXiBJ4vDVr4pfy2A0+9gkmjI/vbY2VsjHrWh8a2LfFrxlnqNYu//AEc9VfhjZ65feJvK0DxBb+G9Q8lj9tudSWwXbxlfNLKMnjjPOKo5ep0HxE8RX+peH/IuPhppXhOLzlb7fZ2FzA+efk3SSMuD6Y7UV0viD4fePPEOnmz1n4naDqdnvDeRe+MYZU3DvhpCMj+tFPUTP3hbrUch7UrN71Gzc1R0CU2nGo2oASSoJKlaomqQKkq1SljODWjItV5F/GkIzGXDc1FLHVyWPmoZFoEUDD2bmoJLYKelX2X1qNl3ZpDKLQDHAqJrcbc4q4xEf0prcigdyiIeKaIParrLtqMjilYLlN48dKZ5O6rbLlfemhSKBlQw4OaRl5z2q20dMCgigCpInFQTLiMmrcvHFVJuFYHpimM/E740OG+K/jIg/wDMYu//AEc9Yvg+28P3WsBPE2oX+nabsYmbTbVbiXd2GxnQY685/Ctf4yf8lW8Y/wDYYu//AEc1ZPgvWo/D+tC7l0Cw8SL5bL9i1JZWi5/ixG6NkfXHNM5ups+NNP8Ah9ZaTu8Ma9r+paj5igxalpcVvFs5ydyzuc9MDHrzRU/jrxpF4g0RbVPh/oPhoiUN9t02C5SU4B+XMkrDBz6Z4FFMR/Qcz1Hur5wm/wCCgXwTjwT4rc/TT7j/AOIqFf8AgoN8E2PHimXGep0+4A/9ArSxrdH0ruppavmtf+ChHwUk8wr4mnIjXc3/ABLrjpnH9z3qCT/goj8EV4/4Se4b3GnXH/xFILo+l2ao2avmpv8Agod8EwAf+EluOf8AqHT/APxFNm/4KGfBWNV/4qS4Jbt/Z8+R9fkpBdH0i3rULEV81/8ADw74KPwPEdz+Onzj/wBlqA/8FEfgrznxBd/+C+b/AOJpWHdH0pLzVd1PSvm9v+CiHwX4xr143/cPm/8Aiaim/wCCh/wZRsHW70/TT5f8KVhXPo5ozUbLtr5sb/gol8Gd3/IYvz/3D5P8Kik/4KIfBvtq2oH/ALcJKLBc+j7hMrnHIqFc49K+cX/4KGfB5umqX+3dtybF+P8A61VG/wCChvwh4K6hqR/7cWzSsFz6YamkV8yTf8FEPhFG2Pt2pN9LFv8AGom/4KKfCILn7Zqh9vsJ/wAaAuj6dHWlr5b/AOHjHwkUn/SNWP8A24//AGVI3/BRn4S9BLq59/sX/wBlQO59RN92osbTXy9/w8a+E/Pz6z/4BD/4uoH/AOCjfwp3cDWj/wBuS/8AxdFgufUUoyapXQyp9a+ZJP8Ago58LNpIj1s/SzT/AOOVUuf+CinwvaNnWHXCM44tEz/6MoHzI/O/4xEH4qeLyP8AoL3f/o5qT4Ur4sbxR/xRmqHR9Y8h/wDSBqUdgfLyNw8yR0Hp8ucnHTiszx3rkHiTxlruq2wZbe+vp7mMOMMFeRmGffBqPwja6DeauI/EWpXuladsJNxY2a3Mm7sNjSIMdec/hQYHpHxcPxVXwtGvjPxV/bGleeuLf/hIre+PmYO0mOOVjwA3zY79eaKyJdD+Eijjxh4pf/uAQD/26oqtwOOa7O1QAQMc+/NEd5J5iHCnachSMj8q9oHw88P3P7Tnhbwstht0K/m0lZ7Xe+CJ7eB5Ru3bgC0jdCMZ4rjvh/4Y0zWvDfxJuL6AzXOk6It5YtvK+XL9vtIi2AcH5JZBg5HzZ6gUrCOGa6ZsjdgMckAYH+eTUJlI/irutZ8O6XY/Bvwjr0dt/wATO81rU7S5l8xsvFDFZNGuM4GDNJyBk7uc4GOiufAeh2fxo+H2jGy/4lOqW2gy3Vv5z/vWube3ac7s5G5pHPB4zgYxQM8k+0FWBz838qZ5zN65r0vw/wCD9Hvb74qRXFoCuj6XcXFj+8YeTIt7BGrcH5vkdhg5HOeuDWddaDp8nwOs9e8gf2udelsGuAxyYVt4mVcZxwS3OM9KAOCMh55NNaZm7161eeB9Cj8dfCqwW0/0LWrLTZdQj8xj5zSzlZDnOVyBjjGO1VfDfg/R77xl8RrGe0EtrpemalNZK0jjypIm/dtwcnAHRsj1oA8vWUr1J/OlkuGZgc9AB+ldnb+H9Nk+C+oa2YM6rFrttaLcFjkRNBOzJtzg5KKc4zxWj408K6TpWrfDxLe0WOLUtIs7m8VZGImkeWRXbk8ZCgYGBxxSA833s2cH3pBIVPPPtXrq+CdC/wCF7ePdCNkP7I06PXzaW3mP+7Nvb3Lwc5ydrRoeTzt5zXK2Oh6bP8HdZ1ZrfOrW2uWdqlxubiGSC5ZlxnHLRKc9eKYzi/O655pPMPWu28deH9O0rw38PLm0txDNqWjyXF424nzZRf3UYbk8fJGi8Y+765rq7/wXoK/tHeI/D0Wnqmh2txqSQ2e9yFWKCZo8NndwVU9e3ekI8d8wnvmmGQ12Wh6Np9z8L/FWpyW+/UbPUNPigmJPyRyLc7x1xyUTt/DR4r0Gx0/wD4Hv7eBY7vUIbprmUMSZClwyLkZwMKAOKAOM3ml8w169N4T0SH49Pog0+M6Q0IItt7bQTZiTIOc/e561xvhbR7K+8GeNb24g8y5sba3e2kyf3bNcorH8VJHPrQM5PzDR5hNddrmk2Nv8L/CuowQKl/dX+oRXE2Tl1RbcoPoN7f8AfRrp4fC+jN8f/DuitYp/ZFxcaaktrk7XEkMJcHnPJY5+tAHlIkNCydR26V1vg3SLLUNA8dz3ECyzWOkpPbMx/wBW5vrWMsPfY7j/AIFSavpVnD8MfDeoJbqt9c6nfxTT93RI7Qop+hd/++jTEcjuIamFq6v4qaTaaJ461WysYBb2sLqqRKSQo2Ke/wBa5KkAM3SimmigDvI/idr0PjnS/FwuE/trTXtXt5miXbm3REiJXocLGufWs3R/F2oaHaa1bWsqpDq9p9iu9yBi0XnRzYBPQ74kOR6UUUxDLjxVfXnhmw0CSRTptjdz3sKbRuEkyxLIc9wRBHx2wfWu6+K3iC60P4geFNWsJAl7ZaFoVxC+AwEkdjbspI74IFFFAHE2vjjVLKTX5IplWTXIHt71tgO9GlSVgPT5kU8elVW8Vag3hdPD5lH9mR3bXyx7RnzWQITnr91RxRRSGdP4H8VX+vfErwF9ulEn9n3dlZwbVC7YknBUHHU/MeTVfxJ4qv8Aw54+8Ytp8qw/bpryxn3IG3QySEMORx069aKKYHOR+Jb6Hw7caEsgGnT3Ud48e0ZMqK6Kc9ekjce9Tap4w1PVpdKa5nDnSoEtbXCAbI0dnUcDnljyfWiikB2Xw18SXOu/EnX9Z1KcPfahpOuTzybQoeSTT7ksQBgDJPQetcEniC9h0S60hJsafcXEd1JFtHMkauqNnrwJH/OiimAan4l1DWLPSrW7n82DS7c2tou0Dy4zK8pXgc/PK5ycnnHQCrsnj3W5PFt54ma7B1m7eaSa48pPmaVWWQ7cbRkM3QcZ4oopAbfh+T/iz/jHk5/tLTO/+zd1yl94hv8AUNN07T7ifzLTT1dbaPaB5Ydi7c4ycsSeaKKALR8bay3iQa812W1UAL9oKLnATy+mMfd46VRs9cvNPsb+zgl8u2vkWO4TaDvVXDqOemGUHj0oooEdPrl6knwl8KQB1MkWp6kWQEZAKWuCR2zz+VYH/CX6sviK11wXjf2ratC8NxtXKmIKsZxjBwEXqOcc0UUxlSy1q80+3v4LeYxRX0It7hQB+8jEiSBfb5o0PHpT5NZvLnSrTTZJi9lazSTRRYGFeQIHOevIjT8qKKQjpPi++/4ja3nr5i/+gLXF+tFFMYhooopAf//Z) | SJM 679 x232 0903 Mønt af sølv eller kobberholdigt sølv
Romersk denar med portræt på begge sider, den ene af en dreng/ung mand. |
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) | SJM 679 x233 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt, MB 350, Grinder-Hansen: 1320-1329; Roskilde. |
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) | SJM 679 x230 1105 Plombe af bly/tin
Klædeplombe med Hamborg byvåben på den ene sdie og dele af etopdelt, heraldisk skjold på den anden. |
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) | SJM 679 x229 081002 Møntvægtlod af kobberlegering
Møntvægtlod, med fremstilling af stående, frontal helfigur, kronet og med scepter og globus i hænderne, evt. til Ungarsk Dukat. |
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) | SJM 679 x228 0810 Mønt af kobberlegering
Kobbersterling ? Kors midt på den ene side. |
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) | SJM 679 x227 0810 Mønt af kobberlegering
Antagelig kobbersterling, evt Borgerkrigsmønt. |
![](/grafik/intetbillede.jpg) | SJM 679 x225 0903 Mønt af sølv eller kobberholdigt sølv
Fragment af formodet mønt, kun lidt præg bevaret på den ene side, i form af en positiv prik/punkt. |
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) | SJM 679 x226 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt, kors på den ene side. |
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) | SJM 679 x224 0903 Mønt af sølv eller kobberholdigt sølv
Mønt, klippet i halv. Kors med bogstaver på den ene siden, anden side uidentificeret. Bemærk "pecks" -prøvemærker.
Antagelig tysk, 1000-årene. |
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) | SJM 679 x223 0901 Smykke eller dragttilbehør af sølv
Malle med blomsterroset i gennembrudt arbejde. Forgyldt sølv. |
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) | SJM 679 x222 0819 Anden genstand af kobberlegering
Beslag? Nederst profileret dyrehoved, øverst formodet mandsansigt evt. med hornet hjælm eller med stiliserede fugle, hvis hovedende er ned mod ansigtet. Midt på, et hul, evt. til fastgørelse. Overfladen meget slidt og nedbrudt, nærmest uden bevaret overflade. På bagsiden ses rester af både fortinning og forgyldning.L: 6,3 cm. |
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) | SJM 679 x221 0807 Smykke eller dragttilbehør af kobberlegering
Knap, eller nittehoved. Evt. Agrafknap? Spor af forgyldning samt korsformet figur i fladen. |
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) | SJM 679 x220 0819 Anden genstand af kobberlegering
Beslag, iøvrigt ukendt funktion. |
![](data:image/jpeg;base64,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) | SJM 679 x219 0807 Smykke eller dragttilbehør af kobberlegering
Groft tildannet "perle". Alder? |
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Ueh96xq0vaKxpCfI7n56fEr4keJW02efwrriWmowkzQ2sdrlJEyCvY7JF55Bwd2Md6u/C39rW71PR1sPHdkugXDHyl1OGRxE7kbW8xSDsOcHrjg9K7/AOO3wBl+H9s+r6Esl1YSSFTGqkum7jbx2/n04r5Q8Vw3FxNZ2qR+SiTHeGj+8pOcYz/k15E1KD5ZI9SmoSV0fSvgzxR5+tz6ZdN5ElsRNE6TLiZWxhkYdcgD8jXeavrl1HeeQLlGEKhy0hwxJUH0/l618q6BJc+GbFbpUe8trRBNHCxxJEN24hG7L1+UjGQcYya9m0D4gW/ixYNRiud0flYljlCh0OMhXPbpxg4OCBSjJbm0rxWpu+Kry1utIuJb2HbdsP3Ue0kSEc/N6dq+XPjA2zx8NOuL1JAltHJ5ajA3sORxjpX0P4p8RaUulK13fvHMxISFMFWGcfe29OvfoPpXyx4st9PtfGF1MJDqd7cS70QfeRTgZc8YyB/On7XmkCS5TVsbE2bAJIUKkMhbDduuf09qX97NfXtu/RtrrjnIB55rOh1i0k09o2mWOKEkO/IAx2yevWs/T/EST6mZlm8yBVbbKSF+lZa6l6WR1VvqsGm6vEshLPMmdvfKnvX6f+AbOLS/A/h61gXbFFYQKBz/AM819a/M/wCDvgW6+MvxY0GztWkS1yHu5CM7LdTlyD05HAz3YV+pUcSwxJHGoREG1VUYAA6CvUwsbJyPKxUk2ookLUqt8o5zUe6k3V6BxE2+myN8ppm6mSNwaaGfh3+2ud37TXj/AP7CTcf8BWvLPAt1oNhrJn8SaPca5pojYG0tb37LIW7HfsfgemO9eqftrDd+0x49YEHOot07fKK4j4Kp4vPjSMeCbyGx1owuBNPPDCgjONw3SkL6e9BEtxvjzWfA2paWkXhzwdqPh29WUM1zd6sbsOmDlNnlJg5wc57dOaK7f47zfFn/AIRW3XxxrVnqOlfa18uODUbK4YS7WwdsLFgMbuTxz70UMk/fZqjbmpaYwpFkO2mlalK0wrQBEy001KRTGXFAyJufak68U8jmm4oGV76xg1C1ltrqJJ7eVSjxuMhgexr5D+OH7It+urTeIvCLNfxNl59PdsyrjunPzYx06n3r7DINIRmsqlKNRWkaQqSpu6Pzm8N+G2upjZywzRzMGRTIML0I28+meR1GBVK60V/hzd3MaWonSYbpcnGcrnDeqgKfpmvvjxd8NtM8T5uRBHb6mpDpdKgyzDpv9fr1H6V82/GzwVJdabdw+S0d+h8o46x5O0kY7FTnPcGvErUJUdeh7FGsq3uvc+Z/F+i67f6Kmo6VLcX+lwOqGMZzEhG7aMcHgj8u3by3VI5ZJLq+sybaNhhlWHJbjP3j1PB/Wvs7wr4duNH8N3EF1G72CxqRuXDbgxyzEY+8NvGOMe+K+ffi1bWui65JPY2hRbiIoIYCSVbJySNp2kZ6DrkdKmMlNImUeSVkfP8Aqyytasly0sEWchcBt2ep/wAmruj6Xc3V5badaFZXmbKwyHG0HGS3pgetQ3+kSi6SWeGVIw2/YQQSe2c+uK7jwzIljClzHbhpWwqtjDZPB5PUnu3t9a3SVjJtn6AfsVeAdJ8M/DZ9Vt7HytTu53gmujg+YiYxs9FyTkdyPYY+hzXA/s8Rqfgt4VZYljDWzMQqlQSZHJbkd+ue+c89a9CaOvXpq0EeXN+8yBvSmNU7JUbL+dakkZPHNRSP1qVl9agm+6aQH4j/ALaTIv7SXjvPJ/tFjhWz/Cv5fSvJvBtvoOo64I/EuqXmj6b5bH7RYWYuX3dhsLpweec/hXp37Z27/hpbx+Tn/kJPj8hXnfw1uL6z8SCTT/DFv4tuPKYf2ddWklyhHGX2IQcj1z3oJludfN4d+DwBH/Cc+KDz/wBC9F/8lUVU+Kuo63daBbrqPwz0/wAG2/ngrfWmlz2rSNtP7vdIxBGOcdeKKZJ/Q9TWzTqQ0yxuPamkU+kakBERTWWpaTFAEBSm7KnZaTbSAh2UeXU22koGR+XXnfxQ8HPqC/2taopkij23K85eMHII9SP5V6Timbc9elTOmqkeVlxk4S5kfM9zrWk/Zbm0diFeNh5bKc+4/n718RfGTT10vULp9P1K1t7YMW8yEb5ZGYbs7VBwuO5PXrX3b8ZPgHrGpagb/wAMQLdQSHLWazCJ4z3wWIBX8c/WvlDx1+y78YtT12ZbTwazWs2ELi8hKHjnjf8AL/8AWrx3QnF8qR6Ht1LVs+UIb69up5pbh5HXblA3LH6Zr6F/Zv8Agbrnxo1qwT7LPHocTBry8kX5Il6kZ6Fz2X3HGBmvof4N/wDBP6K3EF/4+kh3KwZdNsnL/g7nI/Bc/UV9jaJoOn+GdKt9N0qzhsLC3XZFbwLtVR/nv3rthQb1kc0qv8pFpej22iabaadZQrBZ2sSwwxL0VFAAH5Cpmjq2wpjLXecpRZKjaP8ACrrJUbR0wKLR1WmT5TWm0dVZo/lNTYD8Mv2z3z+0t4+APA1JwR+Arz34YW97deJvL0/xPa+ELjymP9pXV3JbLjjKb4wTz6YxxXon7aij/hpr4gY4H9pN/wCgivKfBl1oNnrHmeI9MvtW07Yw+z6fdrbSbuMHe0bjA54x+NIl7nbfFjSdWstBgk1D4m6f4yj+0BRYWeqT3TRna37zbIigDqMjnmisTx1qfgXUtLjj8M+GNZ0bUBKGee/1VLpGTByu0Qpg5wc57HjmimyT+jSkajdSVQwptLupPpSKEooPUc0UANakpzU2kAhNHWl7Ui0AJmlxml96cvFMdxuM1G1SsKaRTEQsOaa1SsvemUAMprCnmkoAjK1Gy1MaZ60AQstVpl+U1daq8o+U0DPwt/bWjC/tNeP+f+Yk/wD6CtcN8F18YN402+B7GHUNaNvJ+5ntoZ18vjcdswK+nPWu4/bY4/ac+II/6ib/AMhXlPgex0HUtcEXiPW7rQNO8tj9stLP7U+4dF2b04PPOanqQ9z27x/44+N/w70uLUPEmmaZpVnJIIY3OjacQXIJAwsZPQGivK/iHofgXTdIhl8MeMtU8Q37TbZLe90j7Iipg5YP5z5OcDGO/XiincWp/RbkUm6qLaxZAZ+1wgf9dB/jUba5YLyb23A6cyr/AI0xmjmisv8A4SLTBn/iYWv/AH+X/Gj/AISXSh11K0/7/r/jQBqUVkt4r0ZPvarZL9bhP8aa3i7RB11exH/byn+NAamtTd1Y7+MtBTGda08Z6Zuk/wAaibxx4eGSdd03A6/6XH/jQM3OtKtc9/wn/hnv4h0of9vsf/xVH/Cw/CynB8R6SD/1/Rf/ABVAHSLS9eK5n/hZnhFevijRh351CL/4qk/4Wj4OBwfFmhj/ALiMP/xVAtTp6ZXMN8VfBa5P/CXaGB/2Eof/AIqo5Pix4Kjzv8X6EmG2ndqUIwfQ/N1oDU6k1G1ci3xk8Bruz408Pjb1/wCJpBx/4/Vdvjd8Pf8AoefDn/g2g/8Ai6B6nZmm1wsnx4+HEP3/AB74aX/e1aAf+z1C37QHwzXk/EHwwB/2F7f/AOLoDU79qa3WvPj+0N8MMgf8LC8Mk+2rQH/2eq8n7SHwsjYhviJ4YB9P7Wg/+KoDU9GaoJvumvOpP2l/hUvX4h+GsYz/AMhSH/4qqc37T/wnWN2HxD8OFVHJGpRHH60D1Px8/bbYn9pz4gf9hJx/46K8t+H+qW2ka95934Xt/F0Xlsv9n3TTKmTj58wsrZH1xzXd/taeJtN8WftDeOdV0m8h1DTrnUZHgurdgySLgfMpHUVy3wdn12PxeP8AhHvF8Hgm/aBwdTudQayTZxlDIozzxx3xU9SHuaXxQ8SWOr6HbxWvwwsfBLCYN9utnvC0g2kbP30jLjvwM8fWiu+8ZeFfF/jqwjsvEvx18M65aRyeatvfeI5p0VwCAwBQjOCRn3NFNoR5U3jDUzjN5MQOmXNMk8Yag8RBvZTz93ccD/P9K2fDPgO113wT471ma5kim8PxW0sMa4xJ5lwsRDfQNnj0pnibwLZ6J4T8CavDcSyzeILa4mnjfAETR3UkI2+xVAee+aWoGGPE164x9olJ7nean/4Sm8jZ2hmkj3LsGXJIB68+/T6GvQpPgvpqfG/xv4KW+uDY6Fb6tLBcYXzJDa280sYbjHJjAOB64rkj4JtW+D7+LjcTG+XXF0ww8eXsMBk3dM7sjFGoGBJrV7/FNJnP8TGlfXLtUXMzkDou416BH8KdNh+Inw60KW6ums/Elvpk9w2VDoblgHCHGOM8ZqjY/Dmwv4fii8lxcLJ4XtvPtOVAkP22G3w+R02yE8Y5A+lAXOIPiC8k5Nw54wBnpSL4gvVjKC5k2+gY10+veB7HSPhR4R8TwzTPfaveX1tcRuR5aiHydhXjPPmNnJPQV2DfBLSF+OV34L+23f8AZkeky363G5RJ5i6YbsA/LjG8Y6dPfmiwHkn9tXJyBK+P941JBrFwsifvW4PrXS6R4Gsb74Q+JvFMks41DTNWsLGGNWXymjnjuWcsMZyDAuCDjk9e2zdfDLTbbUvhRbLLcn/hKbaKa9y65RmvprciPjgbYlPOeSaLAeeyaxcbiRKwGcYzSf21cgj963r1r0TTfhfpN54s+KWlyz3Qh8M2F9c2LB1DO8NwkaiT5eQVY5xjmsC48H2EPwd0zxQJJv7RudcudNkjyDH5UcEEikDGd2ZW7+npRYZzy69PGrfvXLH34xSy6/dTfM1xI7N94scn/wCvXqVl8H9Cuv2gPDvgtpbwaNqNtYTSNvXzlaeyjnYA7cDDuQOOgrkvCvgvTdW+HfjrW7p5hfaKbMWojcBD5srI24Y54A6UWEcqdcu9u0zuR6E1C2rTMpHmOO/Wuu8Q+C9N0zwf8PtTieb7TriXDXe5wVGy5aNdoxx8oHrzXUSfCnRP+F1/ETwsDdHTPD8GtSWh8weYfsscrQ7jjnlFzwM+1FmB5E2ozHrK350LqUvQu2OvWuth8IafJ8G73xI3m/2nDr0Onrhvk8l4JXPHruQc/Wuhm+G+iN8Wfh9oMYuF0zXoNJlugZAZAbkRmTaccfeOPSgDzD+0pd2d7AfWmPqU0h5kYke9dv4f8E6ZqFh8SZJzIZdBsPtFmA2Pn+2wQ/N6jZI34kVneIPDVhp/w78H6xCki32pTXqXLFsqRE8YTA7cMaAOXXUJVP32x0PNC6hKu5TI21hg89RXqzfDPQv+F9X3hVUmOjxWs8qKZDv3JYtMDu/3wPw4rkLXwzYXHwl1jX2R/wC0bXWLOyjYMdojkhuWcEdzmJP19aAONkc7ueaiMhFdl8UvDdj4Z1XSrawR0jl0fT7uTe2SZJrWOVz9Nztj2xXEsaQD3kJ5zRUeaKBHtnw1uhN8J/i+T957Cxb/AMn4f8a4zWvHl3rHh/wzpMscSRaBFNDBImdzrJM0p3e4Lnp2ooplG8/xs1OT4neIfGhtLYX2tJfRy2/zeVGLqGSJ9vOflEhIyeoGc1gDx1cjwLL4UMMZs31JNS87neHWJo8emMNn8KKKLknoHxO8V3PhXxZ8LtctQktxpegaVdwxyg7GaMlgDjHGVGa4e1+J1/axeNEEMBHimHyLrIP7tftMdx8nPB3RAc54J+tFFAFLUPHl9qPgnRPDEiRLY6Tc3N1DIoO9mnEYYNzjA8oY47mvUvhD4+vPHXx4/tjUEihnl0W/hZYAQuI9JliXqc8iMd+pNFFC3GeXWvjq80/wVrHhaKOE2Gp3ttfSuwPmK8CzKgU5xgids8dh072W+JmpzXPgyUxwB/C0KwWeFb51W5kuBv55O+VhxjgDvzRRQA+D4qara614r1RI7fz/ABJb3FteKUO1VmkDvs54OQMZzW5eXX/GN+kR918U3jD8bW2/woooGY1v8YNct/iBpnjBBb/2tYR28UW5CYyIYVhTIzz8qDPPXNY2meN9Q0nw7ruiweWbPWPJ+07lJYeU+9dpzxzRRQSixJ4yvtcs/DOkXPli00dnjtii/NiSXzG3HPPJOK7f4t+NNQ8I/tBfEq608x+bdahqmnyeau4eVM0kTj67WODRRR0Gedjxlfx+E5/DoMf9mzXqXzrt+bzURkBz6bXbirv/AAsjVj4m0DXQ0Qv9DS1jtGCYCi3A8rI7/dGfWiikK50fw61U3Hhv4qTTFfOudCVj2yx1G0JxXDah4qv9Q0LTNImdWstNeV7dQoBUyFS+T35UUUUxl4/EjW/+Evk8TefGNWeNoml8pcFWhMJ46fcJFZ9v4lv4/DN5oayL/Z9xdxXkke0ZMiK6Kc9ekjce9FFIDrPjXJv8R6IM5z4c0kZz/wBOUNecUUU2AfpRRRSA/9k=) | SJM 679 x218 0819 Anden genstand af kobberlegering
Trekantet, pyramideform i grov fremstilling. Gennembrudt. Funktion ukendt. |
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) | SJM 679 x217 0813 Sværd- eller knivgarniture af kobberlegering
Fragmenteret dupsko, nedbrudt overflade. |
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) | SJM 679 x216 080701 Fibula af kobberlegering
Urnesfibel. Nærmest komplet, men med helt nedbrudt overflade. På bagsiden en lidt usædvanlig nåleanordning i form af dobbeltfliget nålefæste med tværgående pind ligeledes i kobberlegering. Nåleskeden er almindelig krogformet. |
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) | SJM 679 x215 0819 Anden genstand af kobberlegering
Mindre fragment af smykke eller beslag medmarkant, slynget ornamentik, evt. ranke/blomster. forgyldt. Sekundær nitte af jern.
Ev.t beslag omdannet til smykke? |
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) | SJM 679 x214 080701 Fibula af kobberlegering
Oval pladefibel i gennembrudt arbejde, med stor, flot S-formet slange med hoved i begge ender. Fragment, markant skadet af opholdet i jorden. Fladedækkende tinbelægning |
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) | SJM 679 x212 080701 Fibula af kobberlegering
Midterdelen (bøjlen) af kort ligearmet fibel. Rester af ornamentik.
Delvis omsmeltet? |
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de1i8heC01CSKODcMeZs3bmA9AWxn6jtX0vRbabBp9rDbWsKW9vCgjjhiUKqKBgAAdABT/LNevTh7OKieVKXPJtldu9FTGP2orQk6ykPFPIpMUzO4ymstSUm2gdyuy+lRspqyy1Ey0hkW2msvtU2KaVoAr+XTWjqzikK0gKpjNJsqwVpu2gCvtpNtTstN20ARbaQLxUrLTdtAyLbSY3VKy0gU0rARFaBGSKmWOnhdtMBip8tIwqWmHvTGR7RTGX1qUimsMigCuVopz8UVQHT0UUmaDIGptLmkoAQio2FSE000DImptSNTcUDuMIptPpCKQxjU2nkUmKQEZzSFfapGFJRYCI/SkK1KRSY7UWAj20bakpKLANpDS0UWGJTcUrUlADTUbVI1MbpTAgeilkopgdJSVwJ+PXw2VsHx/4ZB9Dq9v/APF01v2gPhopIPxB8MAjr/xN7f8A+LoMz0CkJ9K8+H7QfwybgfEHwyx9F1aA/wDs9RSftE/DCJsN8QvDKn0/taD/AOKoA9FzTWavNpP2kPhbG2G+IXhoH/sKw/8AxVRzftKfCuHG/wCIXhtcjI/4mcX/AMVQB6ZSEV5d/wANP/CZevxF8N/+DKL/AOKo/wCGoPhMEZ/+Fh+HSqkBmGoRkAnOAefY/lRYep6fSGvKW/at+ECttPxG8O5/6/0/xprftXfCBTg/EXw+D6fbVoDU9WPSm15NN+1p8HomYN8RNBBU4P8ApYNRS/tcfB6NQzfEPQwp7/aM/wBKBnrppK8cb9sL4MrjPxE0X/v8f8Kb/wANjfBjaT/wsPRyByf3jeuP7tAanslG3jNeKt+2h8E1HPxD0n8DIf8A2Wm/8NqfBPnHxD0s49BL/wDEUBqe1kZFJXii/tpfBVh8nj/TmG0t8qSngdT9yoJP22vglHx/wsDTycA4WGY9folA9T3A0leETftzfA+HBfx9ZjPpbXB/9p1A37d3wMUf8j/af+Alz/8AGqAPfaTtXz037fXwIU4Pj2D8LC6P/tKmt+398CFJH/Cdxn/uH3f/AMaoDU+hjUbdK+eT/wAFAvgVtJHjdWH+zp12T+XlVWb/AIKF/AjoPGuT/wBg26/+NUgPop160V82Tf8ABQ/4Fxgf8VfI2emNNuf/AI3RT0A/HP8AthxgF3yD69qjOtTI3Dt+dezQ/Cfw7J8frDwo0Mx0afRIr5k84h/NfSRdZ3f9dTnHpxXB6D4Q0u++DvjLxBMkjappmq6Za27qx2iOZLsyAjocmFPpj3pamRyn9uXDDmVyPrTP7WnX/loQPrXod54C0eO4+DypG6x+I7JJtR+c/Mx1O5tyV/u/u4kHHcE96dpfw90W48UfFeykicweH9PvbjT18wgo8d1FGhJ/iwjN1+tIDzk6zcL/AMtm/wC+qjl1iVgoErn1yc812GqeF9Lt/gn4c8RJGw1W713ULCaTccGKKCzdBjpkGaTnvn2rs1+GXh0/tD/8IsLST+wzY+d5PmNuDnTfP4bOeJOevt0osM8fh1SXzFYgOF/hbOD9cUsmpzyII/NO3JYjOOa63w/4V07Ufg74y12aNm1TTtT02C2kDkBYpVuvMG3ocmOPk9Me9a2teB9FtvEPwotobciDXtOtJ78GVj5jveTROc5+XKoowOmKLCPNxdS7gAxP40yXUpVYhZD7sDXqWj+CdFbxN8V9Pltd8eiabfTWCtKwMLx3MaIc5+b5WIwfWuc1zw3plr8G/CGuxw+Xqd9rGp2lzLvY+ZHFHZtGuM4GDM/IHO7noKBnFtfSFB87EZqP7dJ3YkV7jN8NvDZ/aOsPC4sSugTWcUrWwlfO5rASn5s5++c9fbpXA6b4W024+C3ijXpYN2q2euabaW8+9vlhlhvWkXGcHJhjOSMjbx1OSwHFfbHb+LFSRahKqyDf95cH8xXo+veDtGstY+E0UVmqRa3plrcagvmOfOdr2eJjyflykaj5cDirFv4H0Ztc+M1ubRTDoFnPJpymVx5DLqNvEpHPzYjd1w2eueuKLAeV/a3zjcaBeSc5Y8+9dnrnh7TbX4L+ENahthHqt5rOqWtzcbmzJHFFZNGuM4GDLJ0AJ3c5wK7GTwP4fT45Poa6cp0j+w/tQtzI2BIdJ8/fnOf9b83X9KAPHW1J2wNzBfQH86a147Zwzbe3Ndlo/h7Tbr4L+KtYltwdUs9b0y2guNxykUsN60i4zjkxRnkfw/WtbXPDGj29/wDCiKGyRF1XTbee+wzfv3a9njYnnj5UUcelAHmrXsjcFi3tUb3Ltg5Neox+FdI/t74wwCxQx6PZzyacuT+4ZdStowRzz+7d15z1rC1rQtPg+DPhTVorZU1G81nU7eacElnjiisjGp57GWQ9P4qAOI+0N6mnfbH2/eP517PN4T0KL45S6R/ZkJ0t9DFwLbJ2iU6SJt4758z5vr7Vw+jaNY3Hwh8V6pJAr39pq2mwQT90jkjvC6gehMaf98iiwHH/AGpwOpphuH9Sa9Tm8OaSuvfBxEsYzDqtnbyXyMOLhjqNxGxb6oir9AKpaLoOmTX3xTSayicafps8lkpH+ocX1ugK+4RmH40WA84+0MVxk8c0V2moaTYw/B/wrqKW8a31zrep289wB87RpDYlFPsDI5H+8aKQjuvgz46ufEnx00jVdXuIhL9hktPMYBF2Rae8EeffaijPc15pB4z1Gx8N6roEMwGmajcwXNxHsBLPCJBGQeowJn4HXPtRRT6DHSePtYmbw4Tcc+H4vJ08hB+6Xz5J8Hjn95K559cdKWP4hazb6h4hvUulFxr0MsF+3lqfNSSRZHAGPlyyg8Y6UUUgOv1a4Dfs2+F1AAK+KdUOf+3Ww/wrll+JniFPFqeJhfn+2ViEAuTEh+UQ+SBjGM+XxnGe/XmiimwM6y8W6jY6DqOixXGzTdQlhnuIdgO94t4jOSMjHmP0POee1bfhvxnear4w8F/2ndKbbSJre0t3YKgihFwZME8cBpHOT69eKKKAHeM/F17o/wAQvHT6Vdqtvql1eWkzptdZoHn3EA4PBKqcj061zV14o1C78P2GiSzl9Nsbia6t4dowkkqxrI2cZORDH1OPl46nJRQBePxG8QHxVD4jOot/bUUaRJdbFyFWIRKMYxwgC9P1rq9Aui37PPjUNlm/4SLRuSeg+z6jRRQBw954w1W+k0Z57xnbR4Vt7ElVHkxrI0gUcc4d2POetSL411kTa9cC9cTa4rJqDBV/fq0qysDxx86K3GOlFFICpN4iv7nRbPSJbln020uJbmG3OMJJKsayMO/Iij/75rtfip4wki+JH9q6LqCl/wCyrGAXNu4Yc6fDFIuR3++pHY5FFFMDhYdfv4dHu9KjuXXT7qaO4mtx915Iw6ox9wJZB/wI1JN4o1S4fS3kvJHbS41hsyT/AKlA7SBV9tzsfxoopCO3+H+qz6no/wAU727mae7udBMssrHl3bUbMsT7kk1wcmvX02lW+myXUjWFtLJPDbk/IjyBA7AepEaZ/wB0UUUwJz4v1j+2P7TOoXB1AReQLkvl/L8vytufTy/l+nFVYtYu4dNuLBJ3SyuJUmlhB+V3QMEYj1Ad8f7xoopBc67xr4mjl0b4eSafegXumaOY5GhbDwTC+upFGezbWRvxFccuu6hHJfOl5MrXyGO5ZXI85SwYhvUFlU89wKKKYyOTVLuSwhsXuZWs4JXmity5KI7hQ7AdASEQE99o9KKKKQH/2Q==) | SJM 679 x213 080701 Fibula af kobberlegering
Kort ligearmet fibel, hel men med nedbrudt overflade. Rester af enkeltfliget nåleanordning. Blot 2,8 cm lang. |
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0VePfBPUPEljrN+fDni3TfCU7QjzZ9UuVhWVdw+VSynJzzivZP+CjKXDftS+J/vGHyrPbu+6P8ARo84/GvD/hlDpNxq94dW8Jal4tjEeVtdLungaI5++Ssb5HbGB9aZEtzvfHnxq+KHhG6it5PiPbav5sYcSaLdRzJHyflJCDDcfkRRXnnxTTSotSs49M8I6l4Pi8vc9vqdy07ynJ+cFo0wMcYwelFMm5/Rq1V5KstUElIaK7Uw1I1Rmg0OB+Oiuvwv12VI/NEMJkZc4wo4Y/gCTX5jR68fEvjC7t1WO7vLmVVj+UhACyoDz9V/MV+s2v6ada0TULBZjbm6t5IBKoyU3KRux7Zr81tJ8G3dr8eL22udL/s63hv2nkjcrvCw/Mp+XOBu569x1rjxEVyNndhpNyUeh2/xAvIYI71rmRYDbqGbnaAMDGOCRgY9+v4eYWepW9tHcF4grIpl27n8tFIBwWPJBzzn+ddr4svIGgF/dKTJJLJFJHMWAA5Geh6gHnj9MV5trWsQXFjfww2rpNKRiZAWOC5O5ieegGPXv614l0tGfQJX2H6DqGzS7m5Bae7ulIYL8uwE5xnI6f1qhrHirYrWAzFGqjb5gbDg89sngn888VR0qa5eW6sLeJrSBE5eR8M3Q8nr1HP0/CtDT7OFtQlgvZPtBRVX93JmMdgF5/3frz2qnKybihqF2k2ZHiCz8yzuneUlrm2SCL5RkFuThQcjGCcdOg9M8xrGharb29u2m6hJbTJCwIXILpj7wyeCB34xz3r0nWtU0i3sdRsE3SajGiQQxxy5HmnBUHjOQT+nXrXjl/H4kvdNu1gZzMZWh81QfNnyxzyT8uBxx1Fb4fmcddDlxPKnoZ11No0mqWFnHJJd6REBtnmjKtv24xwMHHyg4Hb89BreGbT47dlnikN1M3lbCFCnZwSMdgOg5x2zWXp+qWkem6dazI8F1G3lGXAUeWRz0GfvDkj379Ny4bTdI02NLe2uprvzlWSdbnMTHktjj6dwOD17dsr2OGFr3Zp6lYfZbh7qWPbC2ZCIxNu6BtvJK4/LoOvFaniizubhdPuLG+aCx2pvSUAZZBtOTkcjHrWFLEl3qf2+GF1S4sRG6xMzYyCBkDOQcY9K1de1B4vBuk2004e7ZyzeYeQuMduo5Ga5KkeVRa3NIy5m0WNJXUJNQS4nklu7pANsyneNnXAxkYII/rmtVr5f7YSW6laXAMexiVCZcdj19Pp9KxbR3jj0eaOTAXT28zrwQ5wQfXHFaek6DNqt7a2FkTf3d9tZLZQCXdmxtX8x/PoaxjD2jaNXPkimfZn7C+lxwaf4yvlTa8lzb25JHOUV2I9P+Wgr6ozxXC/B/wCGlr8J/A9tocEn2ibe09zcFQpklbAJ49AFUeyiu4HC17VGLhTUWeLWkpzckLuprN1pGpjNxWxifjP/AMFGZyv7VXivk8RWeOf+nWKvGfhHqElnq146/EBvh8DDzeKLomfn7n+jqze/OBxXsP8AwUcU/wDDVXio9misz0/6dYq8h+Dun6jeazef2Z8O4/iTKkGWspLe7mWD5h+8xbSI3t8xI56VREtxnxYuftmrWbv48bx+PI/4/WF0DD8x/d/6Qob34GOaK7PxZ4rXwHeRWviL4CeH9Au5k82OHUo9WgZ1zjcA92CRkEZFFMg/fxulQSVOahkFIpFZqYakeomoLQ2vjb4k6Ppnhz4teOtViVoWk2IS4wDJKis+PXp9efxP2VniviH9o74iDR/iRrqxRSSX7Yt4oXOEDBEVG9OuW57H3FcWKtyK/c9DBJuo7djwbxhr6anrMNlLJI0ePNManJ9ATuxx/iPrWC0k1ragtt2lxIzYXHAPBBB6cfTArft/BKtIbmG7SSabajTSSM7knHOO3TOT6VX8V+EdRs7exkntQiXKlFiXBAZcnB9Btzz3IPWvGi481+59Dq42Ma1lihSe4xvmK7AC4Oef6DJrX8O2draot/q0yxWasrSO5yeoOB69uPesrw3qkd9eWdqIWaP5g6sDnGTkHHbgH8M1u65qdpq0U1rdlrays3BUNHlpGBJZgOuMDOf6U2rK1ilq7plXxJq9jdabNf2lndqrMYJkkZVM+4ZBUdQM46HkZrybWI9TbS5pmWa0eONFWNVIdsnJbPvkn1Oe9dxqm3U7GKKKFxaecdphl8sQgjJJI6NxjntmsuzuvIhb+0r24vI5NkRbplVY/KrZ56jn3rWi7ao5ay1szzf+zdU1Z7O6+yTiPd5QkKZXcBhRwOOOOfT2ruNMa3vFa0eJ9iBiAPlXd06evv1681ZbS9Mg822tpJI4ZG3h4rkARgBgoJZQN7Dbnt078UafFNosMlk8NvqN8shjVUwVfnLfMw59MgYJxjjmuqVTmVkjkjT5XdmhczR3kUM1vK0V1G5iVjHsDADkH05A49+1c34qsd+n6LPPtQCSWPIwDhGwR15GNv8AOtm2uI5LCORbOK0R5ixO8yEYBBHU88/pwMVX8SXMH/CL2jSnKx33l46nDBjkY7gD9ayn7sUkSk27suaGqNa2Q2lkUXaBWP8ACPLOee2e/vXt/wCxD4T1W8+Lmm6qLWS6sNNtJzNeSRnZEXRlVVYj7x3dBg4yfWsP9n/4A6z8ZtUwxk0Xw7ZEm71BQfMkLiNvLiHTeQvOeFBBI6A/ot4c8O6f4U0Oz0jSrVLPT7OMRwwxjhQP5knkk8kkk1vh4Nty6HNiKkUuVas0utL2oUUHNeieaMeo2z61KajbpTA/Gn/go5Gv/DUnidy/Pk2g246f6NF/9f8AKvBPh+mgtqFyde8Q6t4dg8r93caTYLdO7ZHyspmiwPfJ+lfQH/BR6Hd+094mk6/ubTjaf+feP8DXj3wTh8USaxfP4Y0PR9auFgxIus21rLFGu4cr9oO0Nn05xmqIe5gfET+wW1K2/wCEf8Q6t4gtvL/eT6xZLaujZOFULNLkYxzkfSitf44J4kh16xPibSNG0q7a3zGmjQ2saOu48sLc4LZ4+bnAFFBJ/Ra33TUTVKaY1AFaSoG4q2y5qFo6C0V26183ftcfDmw1LT7fxElvaQ3Wxre5upn2bwBmMEfxEfPjv0HSvpJlrn/G/hG08deE9T0K+ytvewtFvUAlG/hYZ7g4P4VlOPNGxvSn7OakfnDHocutLZ6dG8dqJoMlpPmXhcYxn7xPGPccVpeNrdryVPD0iJqZsYYbmWR+GiZgAVG3Hy7WHUHBB9Bjq/H9inwiv4bC/wBNuZ9UVZpIpltmWJQjYV1YL/F8vPPf8fIZfHmoa5HfmW1k03VJLnzftE6HbKpzuJBHIxk8dMD0r56cJxmnI+mjUhJe6yjY2tzfa9eWunwqqwuFjyNpVeoGM7ehyOab4j8PNYLCtzJLFceYrT24JKxYJK9MjkAk8/xHirGh/Ei78LQtZf2fbyTqGkWZSW/eYGc8cnPH/AuDXa+B9SuLyyX+3Hiv7mRwpjulHmFjkBSPbn5c9M1zYipOnJPozekoyVlujzu41BZLOWzhKvHNOrbcYRtqjng98/pVnX7i3vvDWkW9vHEJoTuEQQOT8wADE9jwfrirOrand6b4v1Voolg8uXYqyQrHsXOCFXPJHAx/9Y1y3iBb+GzltrSNobl5Sg3IDuOCWIyevHFKEVzJ32NpyvF6CP4W1rRbq9jsryIRs6wgE5DkjcdrnjI2deOhFU9NuF1zXHR5Ybi6ZvLWZWw6KuDtyQvp1B7mq6QNrV0LHUnaAqpnniV1BbaCMDqASe2CefWoPDfhmD+z7iY3flTQxjaLhTg8jhTnrz930r0eZKN5PU81xd7RWhemSLSbq4s7eTfaxFijCMhyTgFfoDx+Vdd8Nfh6/wAVPEOm+FrQb473UozJNj5Y4UXzJGP/AAFW49TWPbloy8UkqlojIvnYwrsF5GRg8ke36V9C/sZeAdSf4mHxHbwTnRLaGXddXH8bOm0KOOTznr0qor2jUX5HLWl7OLZ9qeG/DmneE9Ht9L0u2S0s4BhY0HUnksfUk8k+tagFNXHY1JXsrRWR4YlJTu1NpgNPpSH7tOxzQRxVIR+MH/BRqQx/tYeKhuIHk2fT/r1irwrwLeeF476c+K4tYuLUx/ul0qSJH35/iMitxj0wa92/4KQrt/at8UsOcw2f4f6LFXjnwcvPEVvrF8fDviHSvD1y0A8ybVriGFHXcPlUyggnODgc4zTIe5p3t/8ABxpEP9jeNQOhH9o2g/EHyD+VFZfxmufEl9q1lL4h8RaV4lmFuVjn0q4iljjXcfkYxgAHOTg+tFMR/Rgab1p1NpARtTCvpwKkam0DRXkj3VXkjKt7VdK80x0zQUcx4u8MweLdFn064OxZMESbQxU+uPz/ADr4x+JPwrvfhtqjWzW3m2cm4wXS5bKkMDjPAPzdMcHH4/dskZFY3iPw7ZeJtLmsL+FZYZBjJA3IcfeU9iK4MThVXV07SO7D4j2LtJXR+eVn4d0vwrYzXl35KTWufMVoxmU7jtIYdSG4I74J9qyNe1i9sfBWuaolrbQyGeBYEgXy3j3sQeGOWOBgnsTntivafjl8O5fBl/dXVnImoyxx5+yeUHJjYYDkZyDw/GDkjjvXzn4y1jVNU8sCP7TZyENdQTMTwOjZ9ckfjXzs6KjUvJao9jC1pODbe5mafZ/arG41e78y7uo2Estw/AZjuYtk9R27Dj15rn9X143k90017I06yie3UHO5h0wcH1OeOa7HxRD4g8P+H7/w7aW2+W3tzcEvhvtMZUgY6gHAKgDBznHNeHaF4mivrx7Z4pfN24ff90vzwfxranBu8jsqVFZRR7R4P8J2WrXQOoaW+oTzB/3rsSqsVByOhUk7vTGKrz2L+DmXSGkjeN3ZomlUgbDj9cgDkdz7Vb8O61aaDpEuoPciC8hCvEZXAwwOOB6fMQR+PPJrkZtdg13xZf3puhaWRU+Zbxp5gUjJzkHpyT16n8KUYyk2ybqC1NGZV8Qaxa6Hawy3F3fXCRW8MOMu5YJt45JJ+nWv07+EngOL4c+BNL0ZE2TRxI1x82797sUEZ7gbQPwr50/Y9/ZxlsL5PiP4ihkt5pWd9H02SPyxEjblE7IRkEqTtBJ4bJycGvr1Rz7Yr3sPSUIpnzmKre0npsgX5sU6lpcV1nIN/lTcc0/rSqtAhoWjbUgWhl4qxH4v/wDBSWIj9qnxO3ZoLPH/AIDRV4P8NvsP9qTx6h4VvPFsTR/LaWdy8BRgQd5KKxIxkdutfQX/AAUijCftReJWbjdFZkep/wBGjHHtx1PvXhfwr1C6tdZuzaePR8Oy0GDeb7tfPG4fJm3RmPryAOKCXuZ3xO/s1dQtBpvhK78JL5Xz293cyTea2T86l1Ujjj04ort/FHhvSPF1xFca78c9N1qeJdiS39vq07IM5wC1ucDNFMR/QXzt5602n00/epAMamlakxSMDQBFim4qTbSEGgdyFl7VBLHVorTWWgZx/irwXYeKYit0rRybdoljxnHYHI5/+ufWvl34hfs2z+EJm1C1dbjRllMjCGPBjyABkdgG5ByQPyFfZckOage13ZBGQa5K2Fp1tWte500q86T0PyO/aCkvdM8bSyWTXEkTQLFeMoIYsqheOR8pxnv1rmX03Rbi20u+nc219NIIZYrdQHK443E4wOue5yK+6P2vv2c5vEVjB4g8LaVcXN4gMd1Z2ab1I/hcRDk9wQoPY4r4Um8K6hqniK10yDQ7hb6OPDx2akyAnOVK4zwwP5+9eNUozpu1j3qdeFSN7nP6pZ3Wi3Fwmr3Ud1p00ZwsMxUqQQFKjjOAMYyR7mvof9mf9nG++L+qaHqeoWV7Z+DtPmEs1xOqwrd7DuECKDllJblsYwG5zgHr/gH+xz4n8TeKdI1vxzoR0jQ7QGX7Pcy/v5znKr5f3kBPXcBxnHOK+8tN0Oz0OxhstOtIbKzhGI4LdAiIPZRwK7aGHcrTn0PPxOK3hTegRxrDGqIoRFGFVRgADoAKcFqfyTTlh9a9U8kg25p4jqYQ09Y8Ciw7lcR07y6m20baYiLbTWWpitNZaYj8Wf8AgpMrj9qrxQSpCeTZgNjr/osVeLfBvS9b1TWr5NE+H8XxCnW33SWU1pc3AgXcB5mIHRhzxknHNe1/8FKJD/w1d4owMbYLP8f9FirwDwDb+G7zULlfEuvahoFsI8xzadpwu2ds/dZTNFgYyc5PTpQJ7mh8bNK1vSdasY9b+H8Pw9na33R2cFrcQCddx/eETO5JzkZBA4orI+Itr4Xtb+2Xwzrmp67bNFmabUrBbNkfJ+VVEsuRjnOR16UUEn9JVJS0hNMY2ilpKAG0hpaKQEbCm1I1IRQBEwppWpGWk20DuQlc01beOORnCKHb7zAcn8asbaRloC5Ey0zYKlI/KmkUAReWOuKNlSYooGRlaNtPIpKAGUm2n000ANIqNqlIqNqaA/Fj/gpU2f2rvFI6Ygsx/wCSsVeNfBOz8T3mtX6+GLLw7e3KwZlXxFFYPEF3DlBefLuzj7vOPavZP+ClDf8AGWHioekNl/6SxV89eBpPCa6hcf8ACWwazPaeXiEaLLFHJ5merGRWG3GenejqJ7npnj34Q/EXxxewXGoWngq0lgj8tV0rUtFsEIzn5lhlQMeepBNFeXePpPCzX8H/AAiUGs21n5f71dZmikkL5PK+WigDGOvfNFAj+kyim7qN3vTAXdSZpu6k3e9ADs0VHupdwpgPpDSbvek3D1pALTeKC3vTSwoAWim7qN1ABTNvWn5FIzcilYCP2pKezCmMwp2AKbQXHrTdw9aQDqa1G4etBYetIBD0qKSnlx61FJIvrVIZ+K3/AAUoI/4ay8V8/wDLGy4/7dYq8b+C2oeINP1y9fw74ysPBdy0G2S61C7+zrKu4fIDtbJzg49q9f8A+Cksgb9rTxaAekNl/wCkkVeHfC+1s7rVLpbzwXqHjVRECtrp9xJC0Rz94mNGJHbtS6ie5ofHLUPEOo65YP4i8a2Pja5W32x3en3ZuViXcTsLFVwcknHvRU/jr4f6vr2oQSeHfhd4g8OWyx7Xt2juboyNknduaMY4wMe1FAj29/8Agod8bd3PjaTGP4bS3H/tOmH/AIKHfGzJ/wCK0mYe9tB/RK8u1r4LLpPjf4l+HzrG8eDoLmZLhoMG78q4jhA27vkyJN3U4xjnrWTZfDNby08AyjUSv/CU3klq37oH7NtnWLd1+b72ccdKeoXPYG/4KEfG12yfGtz9Bbwgf+gVH/w8E+NZbJ8bXROe8MQH/oFePD4b503x5dnUDnwxLHEqiMf6RuuPJyefl/vd/StbTfg7b6l4r+H+kNqzxr4qsEvDL5Qb7MWlmj243fN/qc54+97Uaiuz0Ob9vz41NMQfHd6q55KJH+ny0R/t5fGiRQW8f6lu3cqqRj5fY7evWvFbfwZFN8N9U8UfaSHs9WttNFvtyHEsU8m/d2x5GMf7XtXUyfB6FfHE3h/+1HMaeFv+EiE4hGS39kjUPKxu6Z+TdnpzjtS1Hc7q5/by+NtxI7jx5qUSMSQkewbeeg+Wof8Ahur417Ru+IGq7R1Idc/TpXkdx4UEPw50bxIbt2+3apeacbYrwggitpNwOerfaSMY42+/HVa/8IbXTfGHxJ0ZNRlaPwpYyXcEjxgGfbcQRYYZ+XiYnjPKj1o1C7Ouk/bq+Ncikjx/qygDA2yD/CoW/bm+NLR7P+Fg6uv+0Juf5V5+fhvbrpfw9uRfPnxRK8cqsg/cbbkw5XnngBvxpNS+GMNjY/EOf7e7HwvfR2kS+WB9oDTvEWPPBG0H8aNQuzuW/bc+NJYY+Iut4/6+DT/+G1vjM1s2fiJrwfdgH7Ww7VyOmfCOzvvHXw40E6hOsPiq0tbiaYIu6AyyOhCjPONmefWudh8Hxv8AC/UPE5nkE1rrMGmrCANjLJDNIWz1yPKA/E0ajuz0Nv20PjOW5+I/iH8L9x/Wm/8ADZnxlypb4j+I8dDjUJP8awZvhLYxfElvDg1Cc2o8Nf24J9o3eZ/Y/wBv2Y/u7/k9ce9ctfeFLa3+HeheIknka51DVb6wkhZRsRYIrV1Yd8n7QwP+6KAuz0mT9sv4xSQr/wAXG8QDA2/LqEgJ56nn361Wk/bA+Lzqyt8RPEnPVl1SYH/0L+VZOsfCTTtK8dfE/Q/t9y1v4Ut7ma1lIXdMY7mKFQ491kJOO4rJsPh5ZXsfw7klu51/4SW8e3ucY/dKLkRZTjrg5570BdnRP+1r8XvLwPiR4nz0J/tWf/4qqj/tVfFqRiT8R/FGfbV7gf8As9Ya+ArOTSfH1150wfw/LFFCvGH3TmI7uPQA8Y5rT0n4X6XeeLPh7ps1zdC38Sael1cOpXdHI000eE46fulPOepoC7LDftRfFVlyfiN4pz/2GLj/AOLqOT9p34pPFtPxB8TH/uLXGf8A0OuTtPCttcfDfV/EJmkFzZatZ2CRDGwpNFcuzHvkGBcfU10k3wx0uPx02ii5uXtB4W/twSArv87+x/tu37v3PM+Xpnb3zzQF2If2lPif38f+JG5z82qzn/2eox+0V8RhMS3jnxEysCCG1Wc8EYP8dc7feF7W3+GujeIFlmN7eateWEkZx5YjhhtXUjjOSZ3zz2HTv02vfDDS9N8SfEzTY57pofC9u8tmzMpZ2F1BEPM+XkbZHPGOcfQgXZwHiDxBqPiPVJr/AFa+uNSvpcb7m6lMkj4AAyxJJ4AFR6H4q1bwvcST6Pqd5pc0i7Hks53iZlznBKkZFbHjLwzbaDonhO5t3lebVNLN9P5hGA32meIBeOBiJfXkmuQY0hHVTfFTxi33vFWtMP8Aa1CU/wDs1FcoeaKd2B778aPH1z4f+NnxWFh5E0Gt3F3YzO2W/dNOsmVIPXMa88jrxXBW3xK1O2t/C8EaQ7fDty9zaEqTlmkWQh+eRuUdMdTRRQIjPxG1H7P4pg2wbPEbq958pyu2YSjZzx8w754ru/GHi678GyfCDXtN8v7bYeHY5Y/OXcpYX13wRnpRRQB5xD4yvrfwne+HB5Z0+6voNQfcp3+ZEkqIAfTE75454rWb4sawfEI1si3N3/Y39g7dh2/Z/sP2Hpn73lc5/vc47UUUhl7VtUib4D+GLVJ0M8fiPVJWhDDcFNtYAMR1wSrAH2PpWXf/ABY1rUtZ8VapOYftXiS3a2vtseBsMkch2jPy/NEv60UUwKH/AAsLVvsXhu13x+V4fd3shs6FpfNO71+au10LxHceIPhv8V9QvNrXN7PY3MmwbV3tcuzED6tRRQByUHxS1u11/wAL6xHJCL3w5HDDYMY+AsUjSJuH8XLGs6LxdqEPhS40BXX+zri9S/dSo3eaiOikH0xI3H0oopAdr4A8eT6z8RJdV1q6gikXw1f6csj7Y1Kx6PNbQr6biFjX1JPqa4K48UX1x4fstFeQHT7O6mvIU2jKySrErnPU5EMfHt70UUwNK++JWu6hrniTVZrlGvfEMckeoP5SgSK8iyNgY+X5kU8elafgHxRfal4w8BabcyhrPTdThFuqqAVDzqzZPfn1oopCuU/EnirUNN1vxfptvMEs9SvHW5RkBL7Jiyc4yMH0qnD8QtbtNU0G/juVFzokSw2DeUp8pA7yAYx83zSMec9aKKYzPi8R3sOg3WjpIBp11cxXcsO0fNLGsiI2eowJZPru56Cuv+IXjaS28X2moaLfR7m8N6fp0kkW1xhtKht54+/ODIh7g56EUUUhHDyeIb6bRbbSXmzp9tcSXUUO0fLJIqK7ZxnkRR/98/WtCTxxrWoX2vXU16ZLnW4WjvnKL++XzElIxjA+aNTxjpRRQBufEaUSeHvh2oO7/in2U89D9vvOK8+oooABzmiiigD/2Q==) | SJM 679 x210 080701 Fibula af kobberlegering
Næbfibel, fragment. Dobbelt rørformet nålefæste. |
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YHBPI9+/T0qK9s3Gmskr5umVikky/LEMj09MZ7U3WLhI9QmREMeSrxpgFnYjO/PtjH0qzdXE9xA8JaOOOVfLSQqXO4nnI7Ywemce2K8Zx5XZHpufu3Zh2ejLZwm4mxObjO2ST+GMnPHHoenoBXO6pfCxaCytiZlRnBZpQVKhgo+ZuuAOgz0xXYasx0W2uYiTK8SqkkrrjzNo6KO/JyPUVwtzpF5qGrSSXOxIli2wx+WTGGY/NnnGeP89aakmtTB2VnHYlj0i2k8uO2DGCFdsPmKN25cE++OMc9a5jxFqEHh/T1sYbcsskwWSZhuUP8AezgAnsAPTP5dTBePptjtunMssEyxGeMfu33YyBjk4BH45FcV4otzcXEUk00fny3aSBGH7so24AYyM8Y64z7da2pRUpLmMas3GHuEesNFpemiaD/QlupvOuJIRvWFtoAzlMc8cH0rlta8iGaK4jmF0Z8MqxrhT34/PvU17qeq2txdwzXuTNKx8tdinbwBngn0yMkfL36ktdH3Rm8IO/Kq1xIQe/QADgcj3q6lo+6hUXKXvyNSxjK2IeSHO0rK/BIC9c/XnFdj8Nde/sv4jeHb6KNmjjvolSPq5VyEcAdzhj09q5vSbc3cjwedtEg2qQMA44yT17mojqFxoN9DPZs8ctnIssLkD5JFfIbn3wce1c0bRafVHU7vTufo/nkU7Pasvw5qy694e0zU1XYLy2iuAvpvQNj9a0c/Mc17976nlDw3NG6m0VQjl/iww/4Vh4tzk/8AEpu+nX/UtX8+tyFlvtyYjPmDbvGQOe/HP5V/QL8WJCvww8Wt6aTdnpn/AJYtX8+9xdM14OVzvz8yjHXuKomR6p8Ur64l8KhZvEXgHU/3qEW/hvRIrS6zg8l1tIjtGeV3dSODjgqL4oXk154YRZNT8B3a+cmYvDenxQXQODyWWBDt9Ru9OKKZDP6FKaetLTaRAUUUUARyVVarUlVZKDVDN1eL/Fa3e01SbcVEMil13DAHGWJ9ef8APFezmvOPjFGq2dtIyA5VlBzg8YPX6Vy4iN4G9J2kjwSazn+0Q39wQoiTyIDsBLk4Ocn/AA/iP4Z15qlrDeMHmZrh0aQFAcooJyRjjJ559q0fEl4xt5FtynmwRbd3ODITlW5zgYGBjnk+gritNvLlpJY/LWYRyY5+QfNztz0JJrxnpoejrNXZ002oDUL6N0kltrGGLy98qABu2eTkHP1/w5iSzhGppbx3siiNWkjAYyiTIACkH6EZzWlqmrW95JbWcqYh3B2lfJPGDgDGM9Ovr+FcpqV//ZsaTQBstM0cabh5jsQefXGQR+XWnsZSj2NC6ja1tIYXmLo6mRAPlC9mX0znOCf5Vy3ihXe30+wtwDE0xaQqCSxH8JbPTknjPaux05mt7O5N3EqXkkMqKF+7txjPzfTuPc9RXOahCL66ge1Vylujo8chAChs53Y6nJH0FK9gSbdjBvPD/wDYMMN2sUF1MMLIjjC5J5I7kjoM+o6damhha+mdWU21kyfPtYjbg5zjpnnp3qTXrp7xbW1iSOCLEexWbL55DO3PqB6fpVC91yS3tAlwY1WTCo0eSGbIyOnA9OucUt2bqyTdiKO+MF5NJkQxxjbHHncAvbBPUc89etMmVpLqT7OzETJvVVY5UntjtzVK0kX+0557lgV2gZZRjPIH64pbyST7VbEbmDABDnJbPYflTTSbsKSbSPu/9nW/u7/4O+HXvECyRxvCpwRuRJGRTj6CvSs965H4V6T/AGL8OfDdod25bKN23jB3ON7A/ixrra92F+VXPKe7AdzQzUHim9vWtBHK/FhfM+GHi1QM7tIux/5Bev58ZMfbDkj73G7p17+1f0G/FYbvhn4sH/UJuv8A0S1fz63ahtQYKigb+FduOvc8VRMtj2TxNrU/hXS476bw98Mr2PcIxDps0V1KMg8lEmJxxyaKxvihps1n4ZjaTRvAlinnIPN8OarHc3WcHgqtxJ8vqcenIopkH9DdNp1NpEBRRRQNEbVXkX2qy1RMuaC0Vq57xtoB8RaDcW8fy3KqWhbvu9PbPSulkSoGUipklJWZpF21Pi/X7FtPuruW+RopI1AAuBlYzk8EdsH8ecVxMfiq00zVBaRwy3DOyv5/WPcxIwBn368d6+kf2iPg9eeKLFte0FidQt/nuLHOFuEA5K/7QxnnrjsevzXo17HcTWsfl+VEEy+5Ryc8gkZye2O+OK8SrT9m7M9SlLmWhs3caR3plnlEVvbv5qRxS7A3HIPtkj/61cvrGqSX15bPEiKZZvNZVZVICkgHI6HODjPWrevXVreKxshJdNsIm+fYhJyOQehHX3/KuPt7jTbhFdGd5ZZhvW4B3IQQGXPQAH/AdaxbHy66myviqI2M91dSRL87LCkYPzEkfMD/AMBPHP61zH/CXfZ5rn7IksUbKFhZUb72ODk9hzU/iqxnaFSI5Z44wVS3UbQuc7yMjJBOBn0A9a5ae7kvNWhjgC+SBHHtkdsLgHJNS3zFqHK73N+6Wa4t5bmaVlnY+YksjjeW54UZy2elZE2y/VnlMhZMA/KQxOBn27VHfeJr240+zgtLSMBFYNJvBB+UZCnPTPtWfNqE2nabPc42XCkOAoJA5C98jnPTFHQS3L99LHbPHbQRyNKRiXJDH279R+nNd58C/h6/xO+JdraNHKtlCRPeybsgQrjgEdCx+X8c9q8v0FdQ8QX1tY2qyXep3hEaRJgyMzHAAGOa/R34F/CW2+Evg2KzJE2sXWJr+54+aTHCD/ZXoPxPeumhS9pLXZGVafIrHoqIsaKqKFVRgKBwBUnpSL+Yp1eyeaNamn0px60oWmgOS+KmV+GXixhnjSbo8f8AXFq/n5mkS41AOUyN/KlgAeenGK/oJ+K65+GHi4eukXf/AKJev57ZsLebdgb5+hOM89Kohns/jD4d3OsaOtvZeHPh9oE29X+1WPjGF5tuPukS6hIuD9M8DkUVifEvw/PpvhpZm8A6L4dHnKPtlhrD3Up4b5fLNzJwcddvbqM0UyT+hyiiikQFFFFBSGmo2qXFMYUDIzzUUkYbpwanYUw5oGijImDXhPxf+AEGsG81vw7CsF+/7yexRRtnbIJZfRjyfc89evv8iBqqyJjNZVKcai5ZG0Kjg7o/Njxdof2eaa5EclhNa4VwSUUkk43KOpBPXHauHvPECaM4u4F+0+U7CTagYryMcYGOR646cV9j/tXfDvTGsYtaELQfbpVtrqWFCcP1R2x9CCfYdzXxdNaI1rJ5sskTTyeXhDuw+SeAPpXh1IOnJxZ61OSqK6H+KPED29ut+GmkuL9SrLM5JBX2BwB04ql4JmtLiNJ7+Zkg2giKIKHJPRevBx6mr91bC0s2jkaW4uIBtedIwXUY+YL+IA7d6ox6krLDJGNzSBgDI24hgcAEdjjH61no0XazdmXPEmuWELEWWlyMf48sq7hn1weTmuaXUBqNuY7u08huvlswY8HgVNq1xIxRVJeRsl93IHfP619AfsZ/AtPF3iCTxfrFkJdDsm/0ZJl+S4uBjHB6qnU++3rzW1OnzOyOaVRxWp6X+x58BZ/Dtr/wm/ibTlttXuUKaZaSL81tCeshB6O/buFJ/vV9SbetO205Uya9mEFTjyo8+UnN8zGqO9P28VIsftUnl1oQQ+XS7am20hWqEch8VFB+GfiwHp/ZN1/6Jav57LmFl1AqBuffgD1Oa/oX+KeP+Fa+K8/d/sq6zx/0xav5676bzL51UHDPjHduaBPY9L+KXhObQvCi3Evw+t/DJaVB9ui1Z7hjkE7Chkbr9OMUVpeKvDOj+DdJW/1n4U61YWZdY/PuNe+XcQSBxD7H8qKZJ/QHRS0GkQJRRRQUhskayoyONysMEGhqdSNQMjYU3FSGkIoAhNMaMNU+2mlaAMbWtBs9e0250+/t0u7O4QpLDIMqymvh34nfse+L9H8SXlx4a06LW9EU77fEqJKF5+RlJGSp4yM5GDwen3xtqNo81jUpRqL3jaFWVN3R+aFr8E/HumXDSHwZqxQDcV+ysQfUbhk+34V53/wh+sweJLqGXR7y1kEm0W7Wzgg8dFx/T+tfraY6BEB2rkeCj0Z1LFy6o/Pb4Sfsga9481mK98SWV14f8Ng7pPO/d3NxjoqIRlQePmYdOma+5vDvhmx8K6LZ6RpNpHZadZxiKGCMYCqP5nuT3JrpPLFJ5Yrqp0Y01ZHLOo6juyisJqVYcVY2AUbea2sQRCOl21JikamIjpjLU1MZaBnH/FZR/wAKz8Wg8D+ybvP/AH5av557iNWviFDEb8BR1PNf0M/FjH/CsfF2en9kXf8A6Jev547hd19jaXy+Nq9Tz0FNiZ6h8VPh6/hvwqt7/wAKw8XeEVM6J/aWu3TPCcg/u9ptYvmOMg7ux4oq/wCLfg7rN9o4i0P4SfEXT7/ep87UXe7iK85HlrZRnPTnd2PBooIP6CM0lFJmnYQtFNZuKTdTKH03NJuozQAUjUmaTNAC03+VBajNACUjClopAR7aYVqSkaiwERWk21IaTtSsBHjijFPNIaLDGbaSnUlFgGNTGqRqY1Azjvi1/wAkv8Xnr/xKLv8A9EvX88Vwc3hGCfn6L169q/oc+LnHwv8AF/8A2B7v/wBEvX88NwQbojBPzduvXtQxM9O+JXhpPD/htL228LePdDczKn2zxC/+jYIPyjEKfMccfN2PFFUfiJa6ZF4ZR7S08aRSmZR5mvbfsxGDwMAfN6fjRQSfsyf+CgvwR2lv+ErbHb/Q5cn8NtQP/wAFDvgguQPE1w7AZ2rp83/xNfjPpvgnXdWbQVtLZXbXJJIrHdKi+ayNtYcn5cH1xT9D8F+IPETaCbG3WU65qD6XY/vEXzbhPK3LyRtx50fJwPm9jViP2Wtv+Cg3wZviwh128faNx/0CQcZA9PUgfjVB/wDgo58Eo2IOu3v/AIASf4V+SVja674is9EktLKKOXW7ptCs5VdVM1yjwMd2TxgTQDc3HzHng4yNP8K67qiaVIId8eo6m2j27mVebhfLyhBPA/fJz059qkZ+v8n/AAUl+CMLFTrWoEg4ONPkph/4KV/BHnGr6kfppz1+Pi+DtbuYxLFGhRtTGkAmQD/SDyF+nv0qrqHhDW7Gx1C9niVILHURpc7eYpIuCHO0DuMRtyOPzoA/YmT/AIKXfBFVz/aupn2Gnsf61C3/AAUy+CnbUNWP/bgf/iq/HzXPBOt6Cuu/bIVUaLqa6RebZAdty3nYUY6j9xJyOOB6in614B1zQf8AhIhdxxodA1FNLvtsoOydjKAB/eGYZOR6D1oC5+vUv/BTj4KRsALzWZCemywz/wCzUi/8FO/gu3Pna4FwSGawABA/4H+FfkHrXgTW9Fk8RC8WMNoN2lje7JAdsjF1G31GY25Ht60/VfAut6Kmti5SMDR/I+14lBx52NhX16jNFwufri3/AAVJ+CobAbX29xp64/8ARlNb/gqT8Ftuf+KgPp/oCc/T95X5I3XgPVrX+2zKkMZ0ixg1C5USZ/dTNCqbfU5uI8j3PpTbr4e61aS6v5gh/wCJXpdtrFxiT/l3n8jyyvqf9JiyO3PpQFz9aW/4Kn/BfaTs8RE/3fsEeT/5FqBv+Cq3wZVsfZvE3/gBF/8AHq/Ja6+H+s2y37MsQ+xaTb61LiT/AJd5jCEI/wBr/SI8jtz6UjfD/V47h4T5O9dIXWjiTj7OyK47feww4pDufrRN/wAFV/g5DjNj4nbIyNtjD/8AH6hP/BV/4OYONN8VH/tyg/8Aj9flB/wr/WJpYogYAz6O2tLmQ/8AHuiM57fewh4qG28A6pdLppV4B/aGlXOsQ7pCP3EHn7wePvf6NJgd+OeaAufrI3/BVv4QbAw03xOTz8v2ODPQHP8Aru+f0NV5f+CsHwkVCy6P4ofHYW1vn/0dX5T2Hw91e+fR445bdRq2l3WrwF5CAIbc3AkDccN/osuB7ryM8RWHgLVNUbRjFJAv9qWtzeQbnPCQeZvDcdf3TY9eOlGoXP1Tm/4K0fChBxoXihjjp9mtx/7WqH/h7Z8Lm+74c8Tk+8NuP/a1fllpfw91PWpPDiQS24OuyyRWpkcgAo207+OBn0zTNH8A6jrUnhlLae33a/eNYW25yNkisinfxwP3injPejULn6mn/grZ8MirY8NeJMj+8kAz/wCRKrN/wVw+G54HhbxF7bhAP/Z6/LrRPAOpa6nh1oZ7eNde1V9ItzI5GyZfIyz4Bwv+kJyMnhuOOYNL8EX+sW2hzwTQKusao+kwB2OVlUQks3HC/v06ZPB49QLn6TePv+CqfgTxN4J8QaVa+FdcjuL6xmtIzI0ICmSNlDHDHgEivy5eYfaA+So3Zyp5/Cun034e6lqlxo8cNxbA6pq50WLezALMDGCzfLwn70cjng8Vx9wvlyMmcgHhvX3oFc9e1vxp4K1+yW21TxF8QNUtwQ/k3c8Mibh3wznnk/nRXje6igR6joXxYuvD83g5ks45f+EbuZriLLEed5jhiD6Yx29ad4V+L154V/4Q0R2cdwPDety61EHYjzmf7NmNsdB/ow5H980UUXA3dM8VT+Ffhp8O9bhjWebTPF2pXqQtwGZItMcAn0JXFc5pfxSu9Lh0WNLaInS9ck1yNiTlpHEI2H2HkDnryaKKYFnQfiNJNe2VjMkcVvN4hi1iSQtjY2duPphic+1J498dN/aHi3RYFhms7nxC+pLcocklDMigHoVIkJ/AUUUgRQ8SfFK+8TL4oE1tBENf1pNbm2Z/dyL9o+Rf9n/SW68/KK6S/wDF8/jTwP8AEzXrqNYbrVPEVhfyRx52Kz/bWIGecAt3oooGczrvxQv9ebxS1xbW6f8ACRXsd/cbAw2Oju2E56ZkbrnpSa18Ur/Wv+Eg86CBRraWqz7N3yeRt2lee+3nPrRRSEa/xA8fPb+IfEMOnSW93aa1omm2E0qndtCR2kp2kHG4PAFOc/xDr0w7z4qaleSay5gt1/tXR7TRZgA3yw2/2bYy8/eP2WPJPHzNgDjBRTGdH4b8YXPijSPHM12katB4TtrFBECAUhubGNSck87UBPvmuXm+J2pyXTT+Vbhm0ZdDICtjyBGEDfe+9gA+me1FFADv+Fnaotxby+VbFoNGfRFyrf6ho2Qk8/ew556ZA4rQ1bxx/ZWl+DJNNlgmuIfDl5ptyhO7y/Pub1WBAPDeXMGH1U0UUAY1r8SNVs/7HKLAf7L0y60mDch/1M5uDIW55b/SpMH2Xg453/hr4oudS8SaJZT+WIdM03UYoCg+Yh4LiQ7s9Tuc/hRRQI5/S/iNqmktoBgEGdDkkktNyE8u247ueefpUWj+P9S0aTQHt/KDaHetf2hZSf3jFCd3PIzGvH1oopDNWz8af2D4P8JT2E0X9r6Tr95qKxuN23MdkY2I7gtE/wD3ya5/T/G2paXDpMUDRqml6g2pW+VziZvKyT6j9ynH1oooEdP8L/FV7feOvBdlM6C2i8TQX3C4PmSSxBj9MRjivO7htzbvciiimMh70UUUhH//2Q==) | SJM 679 x211 080701 Fibula af kobberlegering
Næbfibel, fragment. Overfladen nedbrudt. På bagsiden rester af enkelfliget nålefæste. |
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) | SJM 679 x209 080701 Fibula af kobberlegering
Oval pladefibula i gennembrudt arbejde i form af en S-formet slange med hoved i begge ender. Få spor af stempelornamentik. på undersiden Rester af nåleanordning samt rust fra jernnål. Afgnavede kanter. |
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) | SJM 679 x207 080701 Fibula af kobberlegering
Hel fibel, afgnavet og korroderet. Rester af dobbelt nålefæste samt nåleskede på undersiden, hvor der også ses rustspor fra jernnålen.. |
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) | SJM 679 x208 080701 Fibula af kobberlegering
Skålformet fibel med fremstilling af firefodet dyr, set ovenfra. Afgnavede kanter, rester af nåleanordning på undersiden.
Ørnes type N. |
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) | SJM 679 x206 080701 Fibula af kobberlegering
Fragment bestående af rektangulær hovedplade og del af tagrygformet bøjle. på undersiden rester af dobbelt nålefæste. Hovedpladen dekoreret med cirkel-punktplaceret som 5 på en terning. |
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) | SJM 679 x205 080701 Fibula af kobberlegering
Foden og del af bøjle fra korsformet fibel. |
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) | SJM 679 x204 080701 Fibula af kobberlegering
Fragment af fibel med hovedpalde, med rustspor fra nålefæste, samt størstedelen af bøjlen. Spinkel, næsten uden bevaret overflade. |
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Beslag. Hjerteformet, med to nitter på bagsiden. Bæltebeslag? Største mål: 1,5 cm. |
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) | SJM 679 x131 090101 Fibula af sølv
Palmetfibel. Lille, fin model. De to dyrehalse med hoveder er tydelige, måske en stilseret palmet i midten, og et ansigt forneden. Højde: 2,1 cm., bredde: 2,3 cm. |
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RKQqyYVXBzkEcnjbnH+Fc14ms/senhmVkMUu1WDZ4OAOR9Ky6l05PZHmmuSyK3lOWyBtOQB61p6HLb2N9ZecnmW6urSpnG5QRkZ9xUt1psmtxSzkN50JBcgDDj1+vas77OvnATERnoOMcV2K3Uq/NG0T334veDZdUsZfiBpVxHqWiaxKhRNuPJdUxt/2QcPwR0ArN+HvhiXxF4r03UbK3FibWWNnsw3ySAAMAo98DI9/SsP4B+LdT0PWrzTo7Fta0DUV+zX+n4DBgVO1lBIAkHJB78+uR6Z4MuHt/EWr+FtFCrqmnqz+diQjYABlR1DfKjAEcFx6EmNY+6jzqrS1b1QuueKbvUP2ivAtxChjGDArsOrElWbjHJC8Yz2PJr741LTY/GGh6e94jQvZyLcpNG5Gx4znOQcdsde/rivk3xl8P7bxTHHYWUFrLLbRQPFcW52NaFGKsc8k/MVAI5IHrXud58QR8NfhrdXF/PG2q3UCxosjgrLOVwnf0G5iOoBPoKneDU+g6Uk5Lk7GL8ZI7rxJb3Fhp17GqWxZ57qReoVV3Jtzk/fUE56PwetcbJ460/wX4et7bTxHBLBGsck0CjyFkIJKjP3myT3yRnOD1wPFHi2XTfA+jWEtwy3UoZ7iTdiVEYFmPHOMgsMHt2xXW+BvBYutLTxHdvDfWdxHGkUcbEBZVzukA7H5UXpkAH1OctIq7OmcnbQreHZl8YaxZ3d0JJYpm8swiQ7zyATtxwqlWHbpW5pPg5NP+IF7vXzbCa3hurUwjONrncuDxtOIyO1ZHhLwxPpnijUtamDWOmWtqM7fl3lizBtuMbgFIyOTvI9z13hTxBbQr9vj0gzafcROW2uQ3yttJVAPUY9SfWt4zjHlkt+xx8k5X5mdFDPLa2Rkht41dcmLKHcONoLAHgkZ6d/zrpfA/jhLHXFk1a1WB/LYiaNmcsDjsB19uvFeeeLNN1HT4Re6bqH2SW4uNkByVWOI4IY8fMNwfIzjAH4dOt1D4gs4Gl063a+iRd1wgKI6tj5lwevB4J7DmtVWnK4OlFWsz6IimS4jWSNtyMMgihq5L4cTpHpc1gJZJHt33AyPu+VumPYEMPwrrWr1acueKkMaTWVr3/HhL9K1Kytc/48JfpW3QpH8+/xwiNn8W/F7REoW1a7JXcG6zP3H8qr+B9S8FWNxd/8Jhoer6woRFgXSb5LXy2537t0b5ySOmMYpfjJth+LXjQupXOr3Z2nrnzmIro/2f7j4oLLrX/CuIYZmIiN+JorR+Mtsx54/wB77v49qUdhzOY+Jut+DNVXTE8J6HrOjfZ0ZJ/7W1BLneuQVCBY024JYnrnPaiul/aCf4oO2jL8RooE/wBb9hMMVomfu7/9QOf4fvfh3opijsfuNIFmjZHUOjDaysMgg9jXw9+0h+ynq1h4hi1rwlZTah4f8gfaYEbzZrdgxyAn3mUgryMkYbOBgn7e3UuaynTjUVmaH5Gf2NcLjyAxT0ZvzBGPb+VMtdHlt9SVrVjHMuJXaJuQFbJH6A8V+lvjL9n3wT421abVb7SFj1KWF4mmtpGiDEg4dlUgMwJJyR9c4Ffmn4g0fxR4F17V9F1yzmtri1nChyu7aBnB45Ib5SCO2O1eXUw8oK9xczjoaOn3N5DrsLpFHPbzPkqyYYckfKQPpn+taeqPArXbBmm0S9XCiWP57WTdnawx27/0qj4M1a1ur6xjurZzEHKm4QBlVxkgtnpzwen51e8WWepWniLUxpEomQIrSkbTDOQCCV54OBzjtXG13Q1J3tc5RpLfTbwPLIrpDcBZo0zwmccHuMHpUuq+DRpmuSaLdKZ4Jy0lrdrjmPB+bPt/jWRrFv8A2hqUi2vnWyXayTC3kwTGwydpI6jtn9M11WlXv9ueEbm01tmS8sto07UVIDRZYgq+PvZLDn0FaxSitSnJ3uc1psep/CvxTbXNxE8lmXjkaSMsFmTqOQRyPz4r3/WdNt5vC8XxL0O4Jv8AypY7m7tgGE6I20qw6Btij64z3FcN8KtYbxppuo6JqEVtfagsv7qzmGX2AbnZRnJOFbp8xDE9hXdw22lfD2SNrOSZ9Eu0LXVjbtv2K+Ayxo33skLnBGM5GaVTdXMZ2k2uvU9k+CEdtpvhGHxbq07yXOoW4uZIY0O5ckuQy9DgEDjuXzzwOO+Ld0fHXw71+/1Fja3KuZ9NjU7BEiNgyAk9GPb16c1eh8f6D4vt5LfR7+GK1ihW1t7OQeTOvynduRl+Ykjrzyeayf2op08OeDfh94VAVJNTuPtdzIRzgYUAei5k3YA7e1TLmnqzak4Q92O55r8LfDuq/EjX9Ihv7i4uJbeZGufNbHmQbREq7hx0OPXIFfZrf2ZNZwaTp8UP2SzdmulGFNuAAzHA6sSzEH1655ry34I+BZPBmkL9vHl3TfNuLncUI3BvT5c49jnpU9jrUfhD+zNK1BRcXHiTUJ5bq5tYtolhEjeWWZSc7vl6diePQlaT5exyufNLmTO18L/afGWkpcX0f9n6VE5NnY92iUsN8pPXcoBxg+nrWjPpaRaJqNnAFi8uNntmyQihACMn+HcQDnHr16UyO4ttDhm3ss+nbhJBLC4KRrxHgcdB0wM9sVX+KnxEtfBPhu0hgjzqt3E0UceN5wQVACjJJyBxgj69+bWTKjL3rMXxVcG40C1iurZBII0G1W+QhhgO6HOFB3Hg54robPw9J4fitBpTnV7CZC0y7w2AR/CDzjIHHTg9a5zwj8N9X1aH+1tQndCyhYoJGUs7nB3SNgYC/wBwHk8Zr1bS/DaeH4Tb2yx7ZHZ0HIdemNxyeRzyMdR9TtH3dRurG9kWPhKZ3kvLqZPIG9otuQdwDYHfOR/WvUG6V53o6y6bJMxRfmYGTHRu2cfSu/t5hcW8cgIIYZBBzXp4OTvKDG7boG71ma7/AMg+X/drSasrXj/xL5fpXp9BI/ns+Mzbvit4xOB/yF7vGOn+ueofh34e8K6816fE/i+bwosWzyGj0yS884nduzsYbcYHXrn2qx8XpYm+J/i9vL3H+1bvJJP/AD2al+GPiC00VtQ+1eArDxt5nl7VvPtP+j4Lfd8l1+9nndn7o96UdipEHxG8N+EtDWxPhfxlL4tMm/z/ADNMks/IxjH3mbdnJ6dMe9FdvqHxY8P6P5f2v4H+G7QyDK/aHv03Y64zNRTITfY/bTNAakzRUm48GvEP2ovgjefFTwxBf+H1gXxLpe6SGOQbftaY5iLZGDwNueM5HGcj23NOFKUVJcrA/JVr5bO4vrGYT2cUn+jXrd7aRcjcQBwyknOP9rv167QdcupPEU3hXWl8/ULdhHb3kY5uNgHBGPmBCkkn+fNfUP7XHwM0e/8AC994x0jTBb6zHKr6g9quBcRH5S7qOpU7SW6lQc57fIWj6tZ6B488Nane3IMX2NoJLiVyPJfDxB8+21fz9q8irT5LxZjGPK7Gd9nhvtNuLpDHus5toizyUDsSCGGMEAdD1/Wv8RLV9PtYBEojC5R0X7uA3b8c9fTNb2qaS+h315qUCC6tZk+1NCpHCM3BbsR1wR149adqlv8A8JF4FvNf3rP58mZH2lU38b0x26g5HcD8OW+zNvteRL8L57C98SWEsZ8nV5pliludu1slHdWGeMYjdTggnI79Perzw3Z3OiQWuphY2G4Wk7ZDbgS+QSenAGM4IBxXzL4b0mzN5ptp59xb3eoRGB41bG0s6hWBHcbj64GeK9+hv9S1zwNZeGUvbdtSsbc2lpdTFstAqKE3D1IQc57nrnmai2aMXZNWOJ8C6HB4mnk1a5jls9LF1H5MxzkhHG4bgPQHnv8AqPV/jD4Th+I3ijw9PJqce/T9J+1woshBmUTbeHOcHI25OTz6ivNvBX9paH4bs2mup5tJ8sOIt6iDzwzYBRcdwFIyM5565r0nS/D9zLe6NPe2qxSSaI9lPBHKzqkZuGeSQMT9070I6FWIx0oT3szJu0uZHomla7c3limpTpDdwTSG1T7KCWKGMlSR/CSM42kgk9+K120ew1jTZ7b5CsMaW8cTMpKKvVgM5G3IB6du/Nct8M4Y47xYzerhljiS3kddjhQSJFA6E5J9PlOOuazfFvg+dPiFouu2DGEXVrILqIMcTLEcrg4JBDKpP+4OvOYsrWuQnq2jtLXRdT0GbRLdrhLu0uFEcqXDgsqYdyUOBuYbVB9jnNeUeG/iFaeLP2lr67mnjOi6FvlhzIiZdInjVU3EAszsBt4znnOBXsa61LeaXBPLCsjKw+eMqWj3dH6DgYx9Dj1r4svvDUnh3xV4xWS4/su8juHXzbhSYlY/ONrDuT0PpnjuKjY0XwNs/TfSZYdYtYtU0q6jurFxuaJe+Bg4Pp3/ACOcUkd+7LNIglh+XePtHIG7JwfTAPTpzXjXwb+K8i6X4V0PztHWOSyU3KwyuBbqFBDKcbVPUYJPuele0C8bS1ggvr+B55yYhJ5RVJflYh144O0cgEgEGpkmmczi4s1bOS3aGMqzKzNt2q24HAJGD/nNdD4djht9Jjgt+IYSyKvoATgVwGjxx6jZ28tu8KxxjeGjbfG7Y9RjI5I6dq77w7ayWunHzfvySM/4dB+YAP416OCT5/kb03pY0GrJ1440+b6VrPWN4ib/AIl0v0r2XsbI/nq+MGIvih4tjU5CatdDd6/vW5rc+Ca+MPO1U+E/HVp4KciMXDXWtrpv2gfNtAyw345+m73rnfioQ3xI8Tkf9BO49v8Alo1L4Bm8DJLeHxpDr0y/ILYaHJCmOu7f5in/AGcY96mOxUzovjefGOdJXxZ47s/Gv+sNubXW11H7P93dnDHZu+X67faiua+IEvgeR7L/AIQuDXoEw32n+3JoZCTkbdnlqMd859qKAjsfvnS0u3FGKRoKKdTacKoDgP2gLy5sPgt4xmtE3SjTpFPzbcIw2uc+ylj+FflZI0niK6t4cKkbSGKJCMjHJ/UjFfr94u8L2fjbwvqmg6j5n2LUbZ7aYwttcKwxlT2I6jg/jX5p/Gr4G6r+zXrkLTn+1tJmld9L1DdgsoyCkgH3ZFDL04PUe3DiIv40VurdTmPthstL1aJox9gjtDaQbH3GJ1KlR9Dk/pWjo8v9ifDEae0zSJdI1ykMkgyVfG7IPTBKkfQ1kaW1trOm6RbqyvLf3e6ZCSCAudxY4OSQAc4NSeIpD/bAijbNoIhB5bnPTO36fdHP19c15kr2sZ2TdiHR5JbfWLm9gChLWAiObGNr70ABHbk8H1xzzXomgeLrm9vNMvIFSe5t7tYr6GNRukJDHKkkfNhMdcHIJFeS+EZtt1qVpmTbdhIFCkD5xJuGB9FNdHbtfW+qWlzppUCznMF1byIc+YFIDkAjnAA6jJFEkrBJbnsmmeJi1zqHh25lsLh2MVxbBkKLcQu7KGDAdQJRnjoOehr1p/A2oXHhy0n0258q/jEiK+8OIxIFzEU5+XG1uOhAOBXjcmly+KLZPEVvp7WVzYyeQI1kJxGxwufVSQcehH0z6/4Rt7i48OyW86pbxLayJLPHuARkyCSccA7VbPc5wcVikjjlvocRpmna/wCFdbvtGu7WOeaP7OA0MQjZ0O8OYzjAAcw5XHAyQPmrrNe8VKz217ZLM8unvslMGN9uJNxLhRnIzuB54zzgddbR/Etze+Ml0rUr1LW70+zf7dDJGHLxupRJI364BaMnHQr6c1d0Hw/otlaNFCY0Ll28zyyA5CEENxgblGSuRnA47VTm07Mnl5WTeGZrXxFo73entbrBNCqyQ2+3yiVB6kZ2YI28DIIzivIf2kvCJsZ18R20c03h6/ljlupIV3vbHBBIGenzMMdsDFdt4Xe50S68SQ2t2xjtbjz2sEnLIF8sllRD93c7YOBlSvrg112k3UFrsstRdLq11Cya4u43hZoRMACCr5KjKE/KB1X3FLS5Slyt82x4t4S+FNprGhaV4j8Maq2sWlrAqtaK5PyMSzRzFWBUozE87RzjJAwfovwxdR6x9k8OWl1rV1iNpoLp3BFqFHlsm/OcgqzfOST5g69vPLP4U+C4dX+2+F7+bQdTUSO1vZvmKR1jwy5OVPEmCvoSMda6nQfB+u3ni23u4/FN1LDHaIYGsohbsyMeQ4XCg9MkDnHQc1blfQbg310PZNBvEaaXSooGle2KrG7PujI3ZU7uc88+vHTmvWFUIoVRhVGAK4nwD4I/sKMzSqEQnfFblfmU92YnJ3EnP612zV7GFpOnFuXUuEeUY1Y/iL/kGzfSthqx/EX/ACDZvpXa9jRbn873xIYt468RMTlm1G4z/wB/Grp/gpL40jk1X/hEPBNr4xY+X9o+06Eup/Z/vbcblbZu5+u32rl/iK27xx4h/wCv+4P/AJFar/w30nSdTN8dU8dr4K2bNm61uJvtGc5/1IOMcdf73FRHYqfU7vx98N/i98Q5LNrv4VXGlm1VlUaP4a+xB92M79iDdjHGemT60VxXjxLfw6bU6B8QJfFcUgYTSW8NzbiA8bQfNAznnp6GimQua2h+9hSmbas7cmkK9qlG5BtpQtS7Kd5dUIjVa4r4yfCHSfjT4HuvD2qlodx822uoxloJgCFfHcckEdwT04I7sR1KsdK19GB+U/iL9nPx/wDC3V3kvfD1+9nZzsINQs42nhfDYEny5Cg7RgNg4rz3XLqSOY3Q3faGOSoGGyoBz+Z/Sv2eWOvNte/Zp+G/irxPda/qvha1vNSuVxKzO4jY92KBgu49zjJ/OuSWFTd0wuz8r/Bv2Zn0ox3sceotdtcMJBwqLhcfX7xrtm8H65eeLtUijUC0v289DghJFV2Cg+jYB96/QXxN+yD8LPEWnSW6+FbXSbnO6K/05fLnib1BOQR/skEe1fJXxX8D+K/2bLiOznjvNQ8LwzSS6dqyKWgYuHO2fghHyxHPUcg8cc1bDTj7y1IlezS6npfw11eK88PJaXcQjeENG6vy7KpyA/P3t2Tnvkc10/2G8juJbPT4fNW6X5pty4wF2grxlic7SDjGB0FeSfCT4teHNShiTUL6xsJHnKyRyzqrorOBkknGQR15HJ59fTZpptc8cW9z4Y1S+vdKs7r7RPa2ti14kU/lfcDq2dpyTtUEggccCvP5ZSdkji5ZXaaG+KPCsXjiFXsrf+yvEumy/ZIpFZtxQMAqttHKlduDyK3vA/w38V/D6XV2/s2TX/NJuLa3jcLu6EI7yEAMDzkMCTnoABXa/DVofHGtNfSeGta0cm3V5/7VsZLZCxJ+6XVSzAqOmcKR0r2qO1rvw+FdTWd0jaMXL4j88fDk3iey+JutP4g0byLCOTfdRyRvbTIWBaNlB7jIPcMMjmumj+OUvhO6ewu9GW7j8+OFJHuEhgldVKMd2MIW2jjbjk4xlc/c0fh3T21MaibC2OobBH9qMS+btByF3YzjPajXvBOg+LLYQa3othq0IIYR3lskoyOhwwNbPAL+Yvl1ufJ+m+NPD+sxlrZjpF0X2yRNG5TLSbPMSVUAkztXIAyMnj195+CNrp/iDSRqySGaWCRrcxMpAjdSTnnr1GP/AK1b1j8EfAmntK1t4W02ESnLIkOEHGMBeig4GQAAcDNdhpekWWiWa2mn2sVnbKSRFCoVck5J4p0sEqc+Zu5T5pPUt0jU78KQ16RRG1ZHiD/kGzfStdulY/iI/wDEsm+lLoLqfzv/ABIXZ458QYOV+33GCRj/AJatU/gLxB4U0IXn/CSeEJfFRl2+Rs1KS08nGd33FO7OR16Y96h+IUcv/Cba8SGb/T587hyf3jV2vwIj+Iy/2ufAOq2elMxiF2t7d2sG/wC9s2+eecfN93pkZqI7BPY4v4ga94Y1yayPhrwnJ4VSNWE6yajJd+cTjBy6jbjB6dc0V1/x8i+I7XWkr4+1K11SbZIbU2dzbT7Fyu7PkHjPHX04opjjsfuzt5o25p7LSquaRYzy6UJUoX0qRY6YESpUipUix1IsdUBGq1KsdOWOpFWgBojFR3mm2+o2c1rdQR3NtMhjlhlUMjqRggg8EEVaVeaeFpgeO+HP2S/hR4XlaSz8G2UpLu+LxnuFG4jI2uxXHAGCOleq2OmW2m2kVraW8VrbQqEjhhQIiKOgAHAH0q/spypVLTYgrrCKnWKpFjqRVpgNVcVKBSU4dKQCipBUa9adUgO3U1qKKAI2rG8R/wDINm+lbLVieJTt0yf/AHaHsLqfzs+PGLeMNdOTn7fOf/IjVoeAbPwXeC8/4S7Wda0ort+zjSbGO539d24vKm3Hy4xnqelZfjZw3i7WmwcNezH/AMfNdd8H5tXhTUv7K+G1n4/3FN7XVhcXJtuGwB5Trt3c9eu2s47Dmar6R8EpCobxX4yJ/vHRrf8A+P0Vg/GN9WkvNN/tT4e2ngBgj+XDa2E9r9pGR8xErHdjpx60U9SVG6vc/fcU4cVFvHrTlkFBqTr1qZVqCNx61OrCqSAkVakC0xW96f5gp2AeFpaZ5gxR5g9aZJL6VJVcSCpFkFMROvNPVaiVxUisKYD1pRTd49aQuKBXJM0u6ofMFHmCkFywpp1QLIKeslAySimhqC4oAa9YXig40uc/7NbUjiue8WTBdIuP900nsHU/nZ8X/wDIzat3H2qX/wBDNdR8KtLvNQXUWtfH+neCQpQOt9eXFv8AaevTykbOPfHXiuS8TsH8QakR3uZP/QjW34C1HwTZx3Y8W6JrGrSMV+znS7+O2CDnduDRPntjpWS2HIt/FXTrnTr6yFx44sfGxdGKy2N1POLfkfKTKi4z7Z6UVn+O7nwpfXFq/hLR9V0m3CsJ11O9S5LtngqVjTAA+tFMFse8n/got8bVc48UQMPT+zbbH/oukb/go18cdxI8TWygnOBplvx/45XzteeGNQsNB03WJolFhqMksVtIHBLNGVD8DkffHWr3/Cvdb/4S658NfZUGsW6SSSQ+auAI4jK3zZwfkUnrSsHMe+r/AMFHvjl28TWv/gst/wD4irC/8FIvjfgf8VLa5A6f2Zb8+/3P84r5ptfDd/eeH9Q1uKINp1jPDbzybwCryhygA6nPlt+VWLjwZq1ndaFbSwKsutQxz2S+Yvzo7tGpPPy5ZT1p2Hc+iv8Ah5J8dM/8jRa4/wCwXbf/ABFS/wDDyj45Z58SWmMf9Au3/wDiK+dbXwLrF3qeu2CW6m40SGae+XzF/dpEwVyDn5sEjpVS48M6hb+GbPX5IlGmXV1LZxSBxkyxqjMMdRxIvPvRYXMfSp/4KVfHI5H/AAkdmM/9Qy34/wDHKVv+ClHxzVVA8R2eccn+zLf1/wByvntfhr4gbxlp3hYWif21qC2728HnJhhNGskfzZwMq6nk8ZrPs/CupahoWr6tDCrWOktGl3IXAKGRiqYHU5IPSiwcx9Jt/wAFKvjopI/4SOz9RnS7f/4ilX/gpZ8dc8eJLMf9wu3/APiK+aNQ8L6jpekaPqdzEEs9WWR7R94JcJIY2yO2GBHNaT/DfxBH4n1fw+1oq6ppMM9xdwmVcIkKF5CGzg4UHp17UWC6Popv+Cl3x0yrL4ks1HT/AJBluefX7nvSp/wU0+OojJPiOyJ/7Bdv/wDEV8zReFtTk8IzeIxCp0mK9WxabeMiZkLgbev3VPPTirS/D/W21jw9pQtl+2a9HDJYJ5i4kWVykeTnC5YHrRYV0fSB/wCCmXx13gjxHZ7SOn9l2/8A8RUTf8FL/jtgY8T2mf8AsF23/wARXzjp3gvV9Uh16S2hV10O3NxfHeBsQSLHkep3OOlVbrwtqVn4ZsPEEsSrpl9czWkEm8ZaSJUZxt6jAkTn39qLBdH0s3/BSz47tj/iqbUev/Ertv8A4ij/AIeWfHZcH/hKLU/9wy2/+Ir59X4Z+IJPGNv4YFtH/a89ul0kXnLtMbQCcHdnH+rOf0rMsfCupal4b1bXIIlbT9LkhiuZC4BVpSwTC9TnY3Tpiiw7o+lF/wCClnx4x/yNdsPf+y7b0/650jf8FLvj128WW4/7hdr/APG6+crrwVqtjZ+HrmaONYdejaSxbzB84ErRHP8Ad+dSOfrVlPhvrsnibXtAWCP+0tEjupLxPNXaq2+fNw3Q42nGOtKwcyPoNP8AgpX8e2YD/hLoP/BXa/8AxunTf8FLvju24J4rgVc5B/s22z0/65/jXzZ/wiuojwi3iMIh0sXo08ybxu87Zvxt642jrWkPhfr7eMNF8M+RENW1iO1ltE81drLcIrxZboMhhn0osHMj3iT/AIKSfHuRePGSA98aZa//ABusvVP+ChXx21SB4ZvGv7txghdOtR/7TrwrTPBup6pp2vX8EaG30NEkvCzgFQ0qxDA7/Mwq03w91j7D4Yu/Kj8nxJK8Vh+8GWZZREQ3935iOtHKLmSOcubh7mZ5ZG3O7Fmb1J611PgX4reJfhrHdr4fvIbQXZUzebZwzk7c4wZEbHU9MVz2vaNdeHNav9KvVVLyxuJLaZVYMA6MVYAjryDVE+lA7J7nq5/ak+I//QatR/u6VaD/ANpUV5PRQTyR7Hp3iiby/gv4AIPK32p/+hQVsyfEbRJPjtq3idbl/wCyri3ukSXyzuJezeJRtxn7zAUUUwSOQ0bxNYWfwr8T6LLKy6hfajY3EEQUkMkSzhyT0GPMX863bjxRZeIPFXwujspWkk020srK4DKV2SrdSMRyOeHXnpzRRQOxaXxRYeGPiL8U1v5Wj/tC21Kwh2qW3SvMCo46D5TzXN6h4qsbj4Q6FoEczHUbXWLy8li2nAjkit1Q5xjkxvx7e9FFAJHYRfE7Q1+PvhLxSbl10nT4dLS4m8ptymG1ijk+XGThlYcdccVmeC7xX+DfxTUHmSbTXU/9t3/xoooE1ZGJ4s8Wafq3gTwDpdvIzXekQ3SXabCAhe5aRcHv8pHSurvPihoknxo8eeIY7l/7L1aw1O3tZPKbLtNbukYK4yMsR16UUUD5UcvZ+KtOj+C954daZxqkmuw3wh2naYlgkQnPTO5l4967fxB4htfDPxA+C+r6hI0VhZaTpd1cOqliES4dmOB14B4FFFMlrWxzPhnxlp1q3xMgWWTGvWD29jGsZPmObuKQA/3flRjz6VQ8QeKLC5+DvhXQI5GOpWOqX9zcR44VZEtwhz7+W35UUUiuVXO/8J+K7HxZ+0fpOpadI0lr/ZSW+5lKndHpfluOeeGRhXnfh3xbp+m/C3xpoU8jrqGp3VhLbIEJVliMu/J7Y3rRRQSo629C7rXjjTLzRvhlbRyuZNBt2S9/dkbGN5LLgevyMDx61rp8S9Hh+KXxG1vzpDp+vW2rRWziIlibgP5WR2HzDPpRRRcrlRVDxf8ADNboGY/8VWDnbz/x6H3rUh+JuhL8bvAvicSzNpWj22lRXLeUS6m3gjSTC9wCpoooIUU07+Zy/hnxtpul+E/iNp85dbnXLeCOzCpkErdJI249vlU1u6T4z0/WrX4OaJbs5u9Fv3F0GTABlvA64Pf5cUUU472HKKs2cd8YGz8VvGPvrF2f/Iz1yFFFSadBKKKKAP/Z) | SJM 679 x332 080701 Fibula af kobberlegering
Skålformet spænde, fragment af en type JP 12. |
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) | SJM 679 x320 080701 Fibula af kobberlegering
Kort ligearmet fibel, den ene arm afbrudt. Arm og bøjle med furer. På bagsiden rester af flig fra nåleanordning. |
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uenUj3r5E/aR+Bmofss/GHQrbTNWm1rRNaHn26zAJJ8rbWRgONwyMMMZDdBXsXjrxh8Sv2S49FsPEN3HaW94DDba7o7iWGZkIPlujxja2COqnPUd6wPFH9qfF3xZZ+IvGV0+qTWcSR2u7Z+7jPzNgKoUHJPIGcg+grOXLTjytagnyrlmjr/AIW+Mf7Wt0nd3gdgvyqeVbkHH0NfcXgHxEfE3hm2uZG33KDypj6sAPm/EEN+NfC/hPS7JbFfsUm0RO2xMnAHJBBz3/nX0p8C/Ev2fVPsL7hFeL5ft5iAkH2yNw9+KKFTWzIguV6HqHxQx/wrXxZnGP7Ju/vHA/1L9TX882uXCy6nKka7YmkYFW6hcnnr9a/oZ+KH/JM/FvAb/iU3fyt0P7l6/ni17EWpXShWQxuUO4YOc4P05zXrUups9j0TxF4r0Z/Bl3aW/wAUvG2rXDQhF0m803y7VyONjP8AbXwuO+w/Sit3xZ4mv7r4eXEB+K3hDVoWtlU6TZ6JNHdSY2/u1kNigDDP3t46HmiujqQj9hf2nvEmpaL8LLi00i5ay1LWLmPTIbhW2mMPlnIPYlEcZHIzkc183eHf2Wda+JwtrhZYdF021LRR3s5aWUkDBKLu9gOoHHUkce8/tbSC1+HOnahJD50VnrEDs2HITeskQYhTk/NIox05qp8JfjR4d0LQ/wCyNf1KDSpo5WaG4lUpbyIxyCGxtXvwcDGK8mpy+0UZbGqjeR8f/GD4E+JP2efFnh9dQ1qLWfDuuTm2iurNPJuIXGCQYznPDHhTyM9MYrbk0S/s7OabSpory9I+0qZUY+ZGD8px15GOo61o/tVfFqw+NXxa0LR/D0p1LQvDCTTtdwsvlT3ZwDtP8ShRgHgE5wembfgCRpvtSzSRsWjVQsZG4g53Zx0G4Z7dfpXLWUVJ8pFS3Mkcz4b8QR+Itajsri8Nm1uJPtNo20byFwCmQMdvyPrWfqUmn69K8Nwt2kUjNGv7z7yKxCkADlSMNg54NM8O6J8J/jV8VtR8Ea14h1vwt4/nlxpFxbxo1lcfKTsIKlt4YOSCyggDBzxWb8PF1m48T3Wmaq5XW9Hv5dMvfl/dvJA23JYj5WXDYPOQRzxWXJJJSfUqpBQ1TsSt8PvE+pa9aad4LsrzX9T8lvtCWMpigjjBwGOeMMP4WIAJ98VxngNte+Bni6Dwp4+0rUNEvJbt57bz1/cyGQgEhh1AIJDAkHkdq+6/2ZfEehaPqGtaPM62ur3ckciyTNxPgEbVbuc5OO+7jOK47/goJqujyWvw90lEhu/FCa0l/DAF8yRLVFbzSyjkIzBB77T/AHTXTGnCVJz6l2cocsjybxRqslxf28JZoXt3ebgADG/JP4lgKtahrVtrptDb3T297ACJ1C8coOVU9Rn+teZ/FDWtd8L3SX+veFNY0vTBLiPUmhc28sbHdgOyjI4UjjqD61qeBfEFn4q05ZVgeZ5yfLaFwqq5YDknB6sDz6+/PPba5wypzjuj65+Cr6Z/wllmL6NTdFX+ysTwJsc5HrjOPc8V9HBsKa+GfAevT6fcJDdyfZrm1c+ay/f3gZBP+1x19wa6HxL8XPEeupd6RN4guPslwjRukKRxswIwVDqoPQjoRwe+a6adVU1ytGlOpG1mfO1xcJq3x0+IGu+Ho7dfDn9tSGL7PJgMA5DSJjqjH5iPcele2aD48ubO7AttQm0+72MBJE+DtIJHI9x0PpzmvXfg7+zn4Pj8HK17pCy21yDttWZlXvljggkkkj2AFeS/tPfs6j4X+Grnxt4Tvb2TTLHb9u0+5nMjQRk7Q8TEElQW5Vs4BJB4xU+ym17Q1lBzlzRPGP7Pup/ih4i8QXt1dahqmoTrGk0zF3KEgBjlsgYVRjoBx06d54RheGO6t4PldyqSoTkRYB/Qn5j75rg/h14kTUrUpcTRS6nvADRoRuQ4AYnvwGHHH58eg6SyW6C43jzWIRpG6OcZGcdOprnvqcNRtysz06T9pjxRcab/AMIho+lafb6lDatb/wBu3N0SkQVQok8nZy49C2Mjv0rx/wCCPxK0j9k26bTtVilme73wQxtIwMzfIXcfL8oLYwSOc47V9Dfs0fC3w5Y32ueImjhvNaF4VTeATbBkViQAMZYk84424B615f8A8FB9X0hvG3wosgqXmtWt1c3MlvCQZY7ciMZYA5Cll4z12t713WnyKo5Hak2rvocX8ZPFmo/tTazob6rFDpHhzSC11DpcMvmu0zLw0j4AY4xwMYH1NWtD0aHT7Zbc5Z8FSMc+uPpkdPU1yPhvUjovnyJLJPAsimGRhuiaPAB4A+U46+uK7CNrrVL2MQRSvNwAAMg7sYAx346e9cNS83dszVRvdFQsfDeqWSQD/RXDeXDnCZ4wenbnr2HtXrHgHxVFY6hYSPJ5TxMkhbHQqwJx+o/OvPPjp8J/iT4c+GOs63FouLC1t2uZJUni+0WygcvsByQO+OQM8V49+zH8Wr3xi32bVJHfU4G/1ixj5/m7YHQZGfqOmKcYSjqypKy5j9Qvicok+Gvitc8NpN2M/wDbFq/nd1n95fXLBl2NISvYda/ob+IQa1+E/iQTZLR6Lc78dciBs1/PFrihNQdQ5clu/Xr0r3KfU0ex75qy+IPCvhU6rceD/hVd6fDGsrPb3tjPM3AwBGlyXZsscgKTwaKzvGvw+1Cx+H8lxJ8CNV0RYbRXbXpZ70xQZOTIwb5cc9+Bmit2Zo/bT4heCbH4jeCdZ8NakM2epW7QMwGSh6q491YKw9xX54eMPB/iXwVFP4M8WN9m1m1jc2GrEbba7jBIDAtw3y8EdRkDAIyP0wrF8XeC9C8eaRJpfiDSrbVrF+fKuE3bT/eU9VPuCDXBVpKqrHUfk/4X0KbRY1QBpbtpNsnl5wzHjK5Pc9Oec/hXq/wl1Kaz1h1iRBCWaOZiRk4bv26dMYrE+Lfg22+Dfxp8U+FLbz9S0p7dLzT4biQ+dAkihiwk6sUcEKTk+pqPwJeM0dxB5MiXeNiq8ePOYckngYOCV47ivOlFxumcVT3ZkK/AmyX9oSL4made3Nk+m3w1FYJmHktMgypQjkruALL6ZGRnjuPg94J8QatrRtUlm1fXpZLltQumBDXUsz7pJWbpjheTjAX6Vmatd3Gmx6Xp9zC8NzAzlUkl3GSM8KuCeAvqT0X616d8PfjRYfCnVp9U1DS5ktI0FpNMEbbtbYxffjA28D5uw6ioTbtFvQ0U3V0lscj8RPD/AIq+DOtWel+OdLsrjw/rUvkWOraWxeFJAMiKXeAVfAJzjnsflNJ8I/h7BrvjvSNVlj8y7uriG0uWeTMkcZwXU568H1+nSut/ak+Nmm/Gjw34f8OeHbKfyPt8OqSahdqmxkRXARApbO7ccnjgYHJ4888E+MR8P309LmYWYhMeLiZwMFcBZCPrzz6mtJxhze6S5eza5dj9DtS0qy1rTrjTtQs4L2wnQxy2txGHjkU9VZSMEfWvzT+PXwz079n34+HQfCkqpoWuac2qLphcubNg7bo8HP7slCy59Mdufftb/bG1y70eNNC03TpLqQDOoCQtEOxKgnGQRjknr0ryxPhN4n8eeOr7XZYJvEXi28RWuXdQY8Z+UBzhUQAAAZAAyPatq1WFRcsVdnTzJxa3Mvw/4ku9RN7NbSi4nkkzLL1UqD1Bz16HOemOMc10vhfULa4vJEiTzIrd/LMpAxIwBJxzkY4Ge/NeceMjqvwH1a50LXtEk07UtSsXFqsh3xSuq4yJASrKxwDz19M1v/DfUri1s2NyiWwSBWlVSAJDwC2MeoyTk5J7Vyta2Z58qbp7n2T4F+LvhjRPh/YnWdZttNks4jHIk5w2FYgFRjLcY6Zr54/as/aVtPiZ4Ln8GeCd1zYX7It/qU0ZCsiureWg9yFyTzjIA5yOAv8Aw/P8StS0yxl8xI/tCSGOJlz95SEJ7jsef4uDX0NffsM+GNY8NzW19rmpDW2iKxaha7Ikhcg4IjA+YZJzk5OTyK7ISq1Y8qOuFRy+E+VPDeg2ljpcTSIsNxOMtNDGAEThggHptIPT17ivQbNYNCtg0dwt1ZThVfyzjjHDDkZIweO2eRXg3w11vWvD/j7xh8OtXu0uBo7XFqt6Ms2+KTZheMlTg4HBr2HTPCD654YazmuynlfPFMrnrhTjqME7R2Oe3SuNrldjnlGSerF1TULxmiuNF1Ce2uJEx5kdxJEZRn7pK/njPJ/Osvwn8M47Pxhc6813Ld6nKMLNOzO5OM4yxJw27HP936Vrr8Kfizpvw7mvk8OG+0VkW536cyNLhMDKpnzGDbQ2SO56jmuo/Z61/S/i54h0lJoVd45kWaORQhG0/MhUcAgc8dc9q05ZbPqO01a+xx3i60fwjoY1TUtB1ay0iYqsmoR2T/Z+fVwMDqe/Jr0r9kiO38QfESG7lu47+BVaS3IIbcVUkNn1yM+1fa19ptnqmmTafdWsNzYzxGGW2kQNG6EYKlTwRjjFfmt4HlufgN+09418O6Pcomk6TeNcW6sN3kwuAwTJP91gD+PrWsqSptSNmuVXR+iXxKezT4d+JzqDwx2J0y5WZp22psMTA7j6c1+aH/BPj4XajqXxKuJtR0a4isQ0d5DPPGVQqrEswJ6q2AvcEla+gPF3jTxh+0Q0XhtNzaBcThXtNOh2CfawK+c+4lU4GRkdfbj6a+FHwzt/hzoSwERNfSKqyNCDsjUDiNM87R+p59q0T9o7rYq/MuUu/FqQQ/Cvxk5XeF0a8Yr64gfiv53dZjMeoSkZ3SHI9VH+Nf0RfFtd3wq8ZLuVAdGvBuckKP3D8nHOPpX882qQxtqU7TOyr5hViq9Oe3tXoUuoM9A1bQ/CDeFn/sqw8cvrNxbDyzcwwm2LdMHaN23jPHqKK6LWvihdaX4XmfSfjr4wuNShiVYdL8q5gjbGF2+Z55A4zzjmittDNXP3YNFK3WkrmOk+R/25PClkfEfw98TXSmKJJbjTZ50BBIZRIikjnGEm4968E0HULGbR9UI1FtOtmcGGdQoXuMkHkgng9+lfUf7e0yx/BKzQQLNcS65aLAzZ+RwHbdx0+VWH0Y18ieHYbvw/Z3F9qUc15pbxKpi8w4RdwIPpuG08jHWvOxC9+5hV1sdh4a8E6jr2oWmoanfyCCAlwUALOgJKoD6YIPv+WPvfSZvCen+HVsrKfTI9I8g5i8xNjRkfMXyeQRnJPvmvz18QfE+10m7uLKx1iF45rHfYxKN2JAOC7LyMngjqCK5+1uU+KTLCJV8u4gIzCDsEgbKoeuOM8/T2rClUdNt20ZUGrJM7HwjfaRefEbxPpGh3Eh8O2+ozHTHSXEfkhm8lV5GVAV9nX5ceor7r+FGj6La/D/TP7NggZJoF+0OFBLy4+cMe+GyMHpX5xXmgQ+BdW/tOGNIJbeR/M3XG6UFk2jbkfw/Ng9evrXpmg/FXU2023i0i91fTnu/luGtLsorLwpdcYBbHpg5B5xVUaqU3KwVJRhO/RlH4j6PoumfH7x/p/hiVILFbu2Mthax/6MkphRpQu0YDb925OOvtX2B+z/8AYovBzJFcwy35k3XEcfWMYwox6YGR9TXyv4K/ZZ8ftpd9rfhaTTHF45uFk1i4ZZbs7skFlQ9wBk4zjqetcf4F+I3iG68VX+krPPoviCyuJLGe1WYwS2zhsNGSCMjcQAQTnHpWqbjP2ltGRzcrcmtGd7/wUnul1LxH8LtKieC6lhkvLua0zmRF/c7HOOQpKsB6lTXktzqemabo8rw3Bme4hNrJF5u5FE0uGByOoBYcgD24Fe/fD39lvR/ihdaxf+KL2/mvFkCNqMc6/apgRnBYhhgfjnjpXz5+2r+zvcfs/wB1oGqeHtXub3wxqrNYyW92FMsT/ex8oUMCOVIAI24qpxlP95ayKlGVRpo6TwL4njbVvkT7O+S6quFLHOev+yD0PJNe8eJv2uPEXhnwfss/C8Wta9nyEvhcYtg3QSSIBuz0yoIHuK+GdE8Vx3lxZWsSvZLLO2cKCsDIfnHTjOAME/0Ne16VcStohlmniRL25WWKIAj91uwQSM857ep9sVzxnKnszmjJweh538LfAuoyePtS17Vb83d/eI15eXUbfNPMzl37fMCCc/UV9LfDHw7Fqmtada3JYxXVxHGwbglC2MD6f1rzzTbSCKW8ZQlmzEzKoOd4IAwx+nT6V6V4Zv8A+zLiz1ESL59q6SosYPzsAMn+X1ovrzMFPmfvH2nHthjWNAFRRgKvAAHavzj+Nl5bfAj9ry7PhiaGyt9YgivLuGJiPsspBZiMfdLEZx6SDFfaHxw+OehfA74a3PivVpVbcoSxtc/NdTMpKIPbgknsAfYH8+fCtnf/ABEu9Z8Ua3i41DVrgy3t5cAhIlY5ZAPQAYx2wBxgV2YiSirHVJqMfU+i9W/aF8fXHhZY7DV4LUn5/tn2VZJynOVznA4/i2546ivOPgl8D9Y+Ini/xBqsAmmuNSdX1LUNQmJZHJJJ3YJJzzjqfpWRYanDHeCyif7TGGZd2CWkXHUZx6DnrzX1j+y/4hhjj1HQRbLHIf8ATBMvU8KpVvU9MfjXJFupJKTMISbdmz034afDHSfhhoa2GnKZp2A8+8kA8yZh3PoPQfz612FFFeglbRHQch8YW2/CXxscZxol71/64PX88us3L3GpPIRsU88c49f1r+hf4z8/B/xyP+oFfd8f8u79+1fzt6q32e9kiUnKsQcn3rppdQex7f401DUbjwFdQS+OfhxfW7WkYNjpmiwxXz4wQqSCyRg3Ayd4780Va1bwP4p13w7JZx/DTwHpzzxqE1Gz1eJbhOh3DdfFcnvle5ord7masfuo3XilVfWnNSrXHc3PFf2vvDU2u/A3WJ7WFp7rSZoNTRQcfLHIPNOe2IjIfwr59+H+mWvi7TtCtb6CO3g1CVIp13bEk3ths4/2Sfzr7h1nSbbXNJvtNvE8y0vIHt5o843I6lWH5E18E+BlvfBer6t4U1FyNY0S9WBz2cL/AKtxj++oRufU1xYmN0pGcujPbvih+w74A8YaHN/wjtm3hXXkG62vLeaRoi2PuyRsxBU98YPfnofkHwzo/iz4NeOF8H+M9Mgs7xWa4hlBCw3cQ/ijYDDAY+v45r9QdFvk1bSLO8XkTwpJ+YBxXyp/wUajsrX4c+DNSkVUvoPEkEUUygeYI3il8xQcdDhSR04Fa1acZRckaWUtGeMa98OdV8cX1npWmwLqd7eExwkqqnGCd+70559MVSm+CvxA+A8Ud54i0jPh1J1Q31nOlyse4HAf+JAWwAxUDJAJr6A+APiu10zxBp0lzIkFtPA1qZLpgNhHOQenJUDtw1evfH3xj4a8O/CfxH/bt1bPBeafNDBamQF7l2QhVQdTyRyOmMnpXPRpwlFyb1I5VKNmUfhX8ZPCR8HafZXOr2unXFpCsbLcuI1YDowJ4Of51+evj7xc2tftaeKPFHh6BzpN3eKIgI2QXCoqq0wHUZK7s98jNb/gu1uLu1gt5PNvY5YFcqmMtMCFwTjqfl9BXvfhb9hW+1jTVvtc8TNo9/MoYQ2tqHdcksN5LAZ+bBA7ADNWpTqR5UjFSc04pEnhP9oS3+HjX62VtFqX2locwSSmFYi/3GZyDgfOBjHPH1p/i74beKf2ovFFrd3Gr2kGm6THvgj8jfaW8rMDlcHMjkKvJPGOMZwfkjxN4K8QeA/2gL3wjrr295Bpt1CZLyTKJcrs3QNgE8lNpwc4PB6V+hv7P/i3R7TwubB7qG082U3EDTMIxKGABAz3BHT0IxTheUuWb0GpOMlTZ+Zv7T3wW8Y/s7eOLB9UFrJpbIzWV9YbhFIC4LE7uQwYgMD6jk5zW94B8cW3jnTdNjLCCeJmTeXCALuJC59vXvmvd/8Agqd8QdK1DR/DHgaxSO/1szPezSRMGe3jK7Fj4/vn5iOvyKe9fK/wY8I3uhWTHUdxt2CyCFgQisecZ7EYww/2uM9yrGMXZEYiKtfqfQ+g2cWlX0kGWmBlUSNhsKOo5IwM8c47V295eNJcqIpBBamFgqsSCo4BI4+v5V5h4d1L7PbfZZtThkkL7V82QK0gAADZ9Dx/nFdjba0lrf3WmaaxfWY0Ie7b/VhCMMFx6c+5KmuWT6HJGLa5jwb456Tq3i/4leGYbu/uNQtZyqLatIz+THuBKopOACoBOOgYe1fUfg/4HeMPHOhx22gW9raWEcWwXV9K0Ue4DIBwGZic/wB09ee1eJa1eabofjDQri9uvtF5mSDZNHn52Gd/t0wCORnPQV9ofDT47eHvh78PZ7jxHNJbwqDdR+RCXLggDYAOh47nHuKqPK3aWx2RvKSUkfIEN/qXhP4tah4A8UaU2l6/ZorRyCUSxyxnlSpA5XByMDPryOPtf9mX4c6l4dt77W9WWSKS5Xy7ZH/iQncZCOvPy4+h69a8E+Ct5F+0F+1lqHxD1TS2tdMlg+yafZXBBZY4l+UuOmSV3EdOSOa+8a6KcFfmRryxUtBaKKK6Sjkfi8yL8J/GhkG6MaLelhjOR5D54r+dLVFBvHOcktyBX9E3xubb8GfHh440G/PzdP8Aj3ev54dYkjj1S5DRRn963IzzyfQ1vT6g9j1bxh4Ch0vwPdXifBrxt4fdYUf+2tRu5XtYclfndTaIMHoPnHLUVz/i7UvAc3heeLSNa8Zy6k0aCO11C3hFoWBXIYiZmAxkjg9qK2e5CP6GmXvTcc1LSVxmhExrxP8AaA/Z8PxUsbjUvD+oR6D4uEKxpeOrGOdVJKLJjkEEkBwCQCRgjGPbmWoWGKqykrMo+Jh+0B4x+CE9voXiayk0q7WBnkhkgaa2L7zzG3G5MY5U9T615f8AGX4ga38fdY0V/ETQxaZp297e108YhEpIPm5JJfKDueMfdHOf0E8e/DvQPiZoT6T4gsEvbXO+Ns7ZIXxgOjDlW5/ocivifx1+x/4u+E/iT+1vD+ozeI/BuJGljEZN9aqQx+ZV/wBYo3HlBnn7oxmuOdGcU1B6Eu/Q5Dw/NeQ6vHYGWT7FHCtx5atuZV3HByfw7YrevvgN8R/G98Ne8FaTbva+S0L3GpTxqtyQcFQjHpnqcDoRmuC8F69baleR3ct39i3KtudxIeTHGWBIwcjt6Zr7m+CfjLR/DfgFtL1bVrSybS5JC013cKgaNiZA+ScDhunasaUIOSUjKF5Npnxp4X8UXvhHxxD4M8U6DL4S8V2sQMUUnzxyYI2vGRlSp28EEjOa+/8AXPix4X8M+AbvxhqGr28eiWsPmyThwSWxxGBnlyeAvUk18B/FT4r6f8ev2pLLWtHtJrrw94btvsUF4i7ROdzEuc9QSxwOuAPesz42+H7TxLqegovLxQ/apGjHyAckhvcjpnng1p7T2Umo6or3acrHL3kmrfF/436l4t1CymiudVu1u4baBC52BFEUIKgkkRhRwOSD34r0D4peIvFfwx8NxanrnhLVNN0qJdsE9xas1sWxjEnQoTyQCOa9o/Z5vNA8I+L9Okvoo1W8tCltfPjZFKzZIz2yMrk+vua9F/bW8caH4O/Zw8W/2ubeY6ramws7aYg+dLJgKVHcr9/PbaKuNNVIuUmZxiqr52z4X8Jw+H/iT4d0nUroKuo3E7SRyW65bzACpXgnHUEk46j8fX/hz8EdM1bxdpWmalOn9kXMqifn7zYHGfUkbR9R6V87/APwPq0PhLTvtcGLc3TTiNeD5ZJ3N07hPx+X0r3nXrHx38P9Mttav/Aurt4TQFn1WBw8sQPIkkhHzKgHVmA+tYRi73WtjCzvZK579+1J8BfhrpP7N3jWb/hHdO06XTtNkuLTUBHm4inUDywJT83zPtXGed1fMX7GcKeNNA8LW18qny7trea42bZZFeXA+b+IEYHPtzxisz4z/E7Wfjn4f0nw3a+Prq88PX80YntYypX5DnLnbuYA44LnkA84yOn+FFhF8OdBhs1v4XaM7Ybi3yMhSMOQDwecjHSrnUjJptHRKSaSR9y/E74XeEfGnw71DRdc06zh0iGB5Um2rH9jZVJEyMPulcZz6A5yM1+YvwZ8ean4s8P3Gh6hMZ7WKbYkrjG5Rj5ScHIOefpX0h4m1Dxz8bdFk8OwapqGvpvSNrC2QLEyk8mZ1ADAAH7525969D+G/wCwnoWi+FbODWtQurPVAWeZdHkVUyTkAs6NuI9cAc+1VL9/sjRu693c8o+G/iI+HfL1S1jeyihb57iJMkPu2nGOpyRX1t8B/E1/4m8NX8t7dvqPk3jpHdSMWLqQDgewBHT1PpWJ4X/ZO8DeF1lRW1bUI5f9ZHdXzBH78rGEHPf1r1nR9FsPD+nQ2Gm2cNjZwjakMCBVUfQVdOm4u7ZEYuPUu0UUVuaHDfHSTyfgn8QJMZ2+H79ugPS3k9a/ng1VRJqUjrkKzbhntnn+tf0NftAOY/gR8RmHBXw5qJ/8lpK/novsvdMkp+cDq3GCB3/EVvT6g9j3PVvFa+IPDs2jav8AHy8vLCZFSWym0u6kQ4KkAnGCAVU59qKp+PZdcXwDe/bNS+F11a+WgaPQrPTE1A/OuPLaKESA9M4PTdnjNFbvcyR+91FFFcJqIaYy1JSUwK7LtptTSLwahrRFHhfxo/ZJ8I/Fi6k1e03eGfE5yRqdgg2yt/02i4D9+eG56npXxx47kv8A4S65P4C8awrf6n9mMiXFsrtDcxNwsgJXPrnpggjtX6cV8Df8FAIpNN+NHhHUFXEUujtG7Ku5vllkJA+uVH41hXgnFvqHKnqzx3wi0Phu2gjtGtbqGTIItZNxjO7B39we4PfFaFrrljq2qagL67a2uIRKkLFd+9ERcJxyMgt069PWovAscesXZtNTsXh1Ly/9VJAdroVzjkAggf5459d8Efsgz/FaY301/HpGiJJhzHHukdwF4C5HGOuTxx1rz4pyaitzC3M2kcx4P13T9Q0aLz7mMWSqNs6PxB1yjKxyRnHI964D43eC7fxdp+mFdR857SfEUKyeZ5KHBwF5wuce3PTg17R+0F+xGfAHwl8ReJfBfibUpNS0m1a+exuI0KXEcZ3yAFcEMFyQefu4718mfCrWNT1KZbq9mW91KaTy7WPK+XEGdlKOWHykcn0AK4IrWpCcNWSqbpq59afDzTbLSk0i4YR3FtarG+yNQFcLglQOOOp+pr6N8cftWfDvwbpU73V5caheGIsmmQ2cnmTHB+TLKEHocn86+MbrxzD4P0xLe51G1WXzCjQr94DnkdiME1w1348svHG828duzRbY5JA2+UYKDhd3+1n8DjoaiNSdO6Ww4PlV7HB/CrwfqkfiK9uNhsoryZnjhhbKRKZAQR05G0jp0I7Eivv39mX4d2mqeKL19Ys4b23sYAyQyxgx+aWG1in3c4LHpzn2GPmTQ9F1bT9aS6jt21BPOWaSSM4474Lc54H5V9v/ALKunt/YGtao3nBrm5WErOMMpQEken8Y6VVOzmhqXtJczPbra1hs4hFbwxwRjokahR+QqWiiu41CiiigAooooA89/aIkEXwC+JLnovhvUTx/17SV/Pcsm++DmP7QSCBEw4PJHPPpX9B37Rn/ACb/APEnkL/xTmoDLHA/493r+e2QtHcGLycyO+0bSd3XoPrn3rekD2PafiJ4T13T/A99cXPwk8KeHbSNULatp+oXElxEN6gFFa9kBznByjcMenUFJrnhLwn4b0h7/Wfg58SNNsogvmXV1rKxQjJCjLtpwAySAPcgUV0PczR+99FFFcBoFFFFADJOlV6sv92q1XEpDeBXxF/wUUWez8RfDu8tX2XEguYOACT80eOD1+8a+36+Cv8AgqBCY5vANySCm6dSrfd4eI/1/SlU1gy47nnvwn1y5+0vNqf2gajEpWItho3yDj5e3U/56/ev7Pc0V98L9PljjEbmWbzcHOX8wk/oQPwr87Phex/4SK3M97JcwsqLCv3wgC4JyDz+Pt717bo/x41z4R3VzFo0y3NjJI0jafeQkx7s84IOQTyTgjgDIrzacvZyT7nNFpNn3RdWcV1bywTxrNDIpR45AGVlIwQQeoIrwXTf2KfhnpOsT3ltaX8drLKZhpqXWy3RiOcbQHOfdjXEL+3RfQov2jwhG7PH5imO6ZRjpyCp461ir+3Zr95qEn2Xwpp4tFwNjXEjOvT+PAB59hXd7WD3L549WfQV1+zh8Mb+18i58DaLcLtKCSW1V5QCMcSH5gffOa/HL4veDIvgz+0lrXh/R7o2dlY6o0cDSSNJ8hdlXfgEkkYzx1Jr7V+KX7c3xQvtMnsfCXhzTtGvJE2x3DMbick8fIGwoP1Br85bqTxFq3jx38Qi4bWrq9UzPNkys5bk5PU57+tEpxnGyKumnqfePhPUGtV8mdXbzDlJVJ24PTg5xzjHSvvP4C6Suk/C/SMReS9wrXDrkkhicdT7AV8QfC+y1PULcyXTRrbSQK0cnUo3QjPcfXHX8K/QnwfaLY+FdIgUbQtrHkHrkqCf1zXNRWrOel3Niiiius3CiiigAooooA83/aSXzP2e/iSucbvDt+Ocd7d/Wv58Lyb9+YZTsIbG4DJTntX9Bn7S7Kv7PPxJLglf+Eevshev+oev595FAvlPnGGQSAo7KcrzwTit6ewPY7XxtqnhF/DdzFpni/xvqWokIUs9WsIo7V/mBO5lunIwMkfKeQOnUFdb8VPGl9qvge+s7n4w/wDCVRyeXnSBpc8Hm4dT99kCjH3uvO2itXuQj98aKKK4ywoopKAEbpVarRqNow1UmNFfmvi3/gplpBuvCfge+K5igvp4ZCTgYdYzz/3wfyr7Z8mvKv2l/ge3x5+Gc3huC9TTrwXEdxBcSA7QQCrA4BPKs3Y84py95WKTsz8/vh3pFpbz29tD9pSeOJ5BKzAx7SepUH179cHGO55PUPHl60ksN9bTxsryKJYR5it8xGMgcMR9On4V99/C/wDYk8JeC/Cdnpev3tz4qvoZDI182bbI7IArFgOn8WeO1eweE/hP4O8CqRoPhrTdMdiC00NuvmuRyC0hyzHJPJJ61xxofzMw5bu5+Tml+PYZ9Tn/ALRstSgsYxsSZY2Yx4XgMF5wTgg46+xNQaB8SNuqSm+k1ObzH+doVIH3upGQuO/GBx9a/ZLyV54HPXiq66bBExMcEaHp8qAVr7GL6iVNI/IW7+KMGk6lfyyC9+x28spi2S/fUM2MEdRwcex98149dfEyD4mfFO0vHSK0s7VSRIygHdkfN74OOPr61+6OseFdI8R6ZNp2raZaalYTKUktrqFZI2B6gqRivzJ8Q/8ABOHxn8PPjNcXnhjTIte8HTzSS2UsUq+baKzZVJFdlO5RxuGc4B4PSHRUVdastRSuzc+GtzqlxqKabBdXF9Z3aKfOf/WQ/NgBvzGMcnP5fpVY2osbG3tg24QxrGGPfAAzXgf7P37Nc3w/u5dZ8RtbzXsgH2exjZpRBhgwZ3Yncw7AfKOoz2+g6qnFxWpFOPKgooorU1CiiigAooooA8x/aekWH9nX4ku+do0C8ztxn/Ut61/Ps2RqibXUM0gKtMAUzngtnjHrmv6Av2qpDD+zb8TGGc/2BeAbevMTCv59Itx1GGNYVnLSqBDISA5JHB5GAfqK3ph0PoDxN4n8S+GdCuNTmHwl1aO3KxlNNsNKuLg5IHEax5I7njgZorE+KnhvUtN8GXNzcfCfw34VhDRhtU0/UbmWeI7hwqPeSLhunKHgnp1BWzbM0lY/er/hI9J4H9qWeT0/0hP8aT/hJtHBwdVsc5x/x8J/jX85c3iS9kkBNxK7Y+8zkn6U1PEV4i/65yVYFQTmsvZeZpc/o3XxFpTDI1OzIxni4T/Gl/4SDSwQP7SswSMgeenT161/Oh/wluqNbNA1xLJGWVypcgEgYH5ZP50yfxVfTzCWS7mfCKDucnoMflx0pey8wP6NV1vTm6X9qe/Ey/40qazp8hwt9bMf9mZT/Wv5w5vGWpvcrObmYTKPkcucqPalXxdq0i4N3cOp6IGO3r6Uez8w0P6PRqtkel5bn/tqv+NL/aVpkD7VDkjI/eCv50rfx1qej7bjzpPtI4jDOSF99p6/jVWT4ia7LIHl1K6YDH7vzGwcdAeeQPej2fmGh/Rx/aNpz/pMPr/rBR/aFr1+0w4/66Cv5zZviFrd5HmW/uJXA2pucnaMY7+w/LFZreKdUZt322YFj0Dn8z/Oj2fmK5/SL9utipP2iLA6neKPt1t1+0RY/wB8V/N6/jTV2jWIahcLEOf9Y3+NUbzxJqUuN13NtHCqXPTr/Wl7PzHof0ofbrbj/SIv++xSrdwMcCaMn2YV/NaPE2rSRpH9uumVPur5rYAPtnirD+ONa2+SuqXfkjkJ5zYP1GaXs/MLo/pK+22//PeP/vsUfbIP+e8f/fYr+bRvEmpSW4JvrgEHAHmHOOuPzqP/AISfUo8hb24AzyfMPJ/yKfs/MLo/pP8AtkA6zRj/AIGKPtcHXzo8f7wr+a6bxRqUoBe9nbAA5kPpgd/QCtTQ/HGtWt9CY765ZAu5o/NO1goz6+3Wj2fmF0f0efbrc9LiL/vsUv2y3PSeP/vsV/OTHrd1pdyk82pzM7NuWNHJJz1zk8e+f1qPWfH+sSBY0v5449pTCyNkggZ5z7cgccUez8xXR/Ryb62XrcRD/gYpv9pWg/5eof8Av4P8a/m4XxfqNxDMs1/cs8rbzI0pOW5znnnJNU5vEeovGFN3Lt543n1pez8x3R++f7X2sWUf7MfxMzeQBjoVyoHmjJJQgDrX8/8AGwn1CGPy5Jw0ijyozh356LweT24NFzql3cKyvPIykd2JqjvZXDBiG6g9waqK5Qb0PcvE3wva+0SSLQfhB8RNN1VmXbc6hcG6i25G7Ma2MZPH+0MH1oryRfG3iCNcDW9RUdx9rk/xorTmXb+vuI1PqPw78A/iZp+j/CyS5+F/jAGw1+4uLyM+HLtmii8y1IZ1ERO0hXxnrg4rH1b4CfE+TwRqVrB8KvGr38mv/alX/hGLzJh8txuH7npkjj3oopc7Hyo2PE3wL+JGo6l8WZbb4W+MTFqtwraYR4XvRvUXQc7B5XA2Z644NWvEXwF+I8fivVgPhd4ukt5PBtpZwvD4cu5EN0NPt1K5WLG4OHBz0bdnmiijne4cqI/DfwF+INrqXwyluPhd4wEVlol/b6iH8L3n7uVp71ow/wC55JWSLH1FYvhn9n34ox6B8PLR/hb4yiurXxNd3F8JfDV4uy3YWOxnYxfdPlzd+MN60UVPOw5UTeLvgD8Tbnwr44tYfhV4vN7P4pguLRYfDN6d9sEugzIRGRsy0ff+IdaveKPgF8QbrXvi1LB8K/GDwahYQpphTwxe4eQXdqxCfuuDsSTPsDRRT52HKi7Z/AT4hXHiCRx8KvFyQL4Ha2LyeHLqMG9FgFKjMXL7xgdy1U/CPwC8f2+ofC77Z8J/F6QWcdyNUL+F7xthNxMU35i5+VkP0xRRR7R2DlRjWH7PnxLj8BeFLVvhN4xN7beJLie4STwxeb/s5jtQrP8AuuVJWTH0Na3jT9nf4i3Xh/4mSWfwp8WTzXPiu1m09U8N3Ydrb/TyWjXys7BujBxwMpntRRRzsXKifVPgD4+m1r4kSRfCzxeIrrw9aw6c6eF7za84az3qg8rhsLLn6NUVn+z78QE8TeHpJPhP4sNrD4KvLacnwxdlReGwu1RW/c/6wyNGB3yRRRR7RhyotfD/APZ5+INnJ8GpdR+FXiqNLLW5ZdT87w5dEpCLmBgZh5R+XaHxuHTOK5OT9m/4kN8J47MfCjxqNVGvtOR/wi135v2fyAB/yzzt3e/Wiim5sEjqviB+z946u9Y+M0lh8JvFsi6hqCPpLQeGLsK8f2wsfJ/dcDZ6Y4p+ufs7+Po/FeuNH8K/FQgbwTZwW0lv4bumRrz7BbB1yIziQP5ikDB3A55Boopc7tcOVFfw7+z94+j1X4YNdfCnxcsVn4fv49RL+GLvC3BuNQaMSfuuXKvBjPYr7VnaR+zj8RptB+HFtL8KvFyXMXie6n1BpPDV2DHbuLHYZCYvufLL144aiimqjDlRDr37OfxJk8D+M7aL4VeLzqEniqK5tFj8M3ZZrYR3QYoRFymWj6cfd9q0PGX7PfxAuvEPxhksvhT4ue2vreJdJMfhe8CyEXtszeV+54OxXPGOM0UVPOx8qJ9R/Z0+IV03jGSD4VeKdreBNKtbcf8ACNXal7xf7OWVYwYuZAVmzjnCuema8Qb9lv40cj/hUXjv2/4pm9/+NUUUOTYkrDG/ZZ+M5wR8IvHnv/xTN7/8aoooqeYo/9k=) | SJM 679 x319 080701 Fibula af kobberlegering
Urnesfibel, dyret vendt mod højre. Forneden særpræget udvækst med tværstang, måske til fastgørelse af en lille rem i læder eller tekstil.
Gilså 2021, type H-G. |
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) | SJM 679 x041 0903 Mønt af sølv eller kobberholdigt sølv
Romersk denar, evt. republikansk? På den ene side ses en større svag forhøjning, der modsvarer en buste, mens bagsiden, i kraftigt skrålys viser enkelte detaljer fra bundlinie med "bogstaver" under, samt dele der kunne lige mindst én hest med højr løftede forben på vej mod højre.
Kombinationen kunne tyde på en republikansk denar, mens kejsertid ikke kan udelukkes. |
![](data:image/jpeg;base64,) | SJM 679 x001 0800 Kobberlegering
Lille bronzedut. Diameter: 1 cm. |
![](data:image/jpeg;base64,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) | SJM 679 x024 080701 Fibula af kobberlegering
Næbfibel. Let fragmenteret. Længde: 5,3 cm., breddde: 2,2 cm. |
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) | SJM 679 x172 080701 Fibula af kobberlegering
Fragment af rektangulær pladefibel med reliefmotiv, dyr, slange, planter? Største mål: 2,2x2 cm. |
![](data:image/jpeg;base64,) | SJM 679 x058 0807 Smykke eller dragttilbehør af kobberlegering
Knap. Dirkulær, let hvælvet. Hul efter en nu forsvunden øsken bagpå. diameter: ca 1 cm. Slidt, men dekoration i form af en halvt sidevendt, stående person der holder noget i hænderne kan anes. Måske også rester af forgyldning |
![](data:image/jpeg;base64,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) | SJM 679 x114 080701 Fibula af kobberlegering
Fragment af bred og flad næbfibel. Største mål: ca 2,6 cm. |
![](data:image/jpeg;base64,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) | SJM 679 x104 080701 Fibula af kobberlegering
Næbfibel, fragmentl. Største mål: 1,7 cm. |
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6WqXRG1ry4O+Yj0Bxx+GK0/iN8KtD+JlrAmqJLBdWxLW99asEmiPsSCCPqK7GinzPcd+pmeGtETw34f0/S45POW0gWHzCioXwMFiF4BPXitOiipEFfif+3Rbhv2rvHWOV+2Rs5Xt+5Qnn6V+2FfiX+3/cLZ/tSeO1iiKO88ZZi3JJhj7eldWH3ZEjP8G/D9td+Hq6onwi8a68JFmb+29NvXWzYhm+ZVFq42rjB+c8qeR0Hie7ojHBZsD2IA/wDr16/8OfAX/CQeA7a7/wCFW/ErxBczpKE1TQpP+JfKwZgCi/ZHJAIAYbzyG6dB5h428H+IvAk1tB4j0DVPD89wpkih1SzktndQSCVDqMgHjIrt5la5glqZjatdWtlLbLczJbOx8yFZCFb6jODRWTeTG6j3pksOH/x/z/Wis3LsaKJ/STRRRXmGwUUUUAFFFFAEdxCLi3kiYkLIpU464IxX53fHr4d638L9c33fhmXUNHWYvDfQx+bb8dCwUZBK4VgR0GB61+itRzW8V1HsmjSVM52uoYfkaqNk7sD8fZPiFrWreOjrFtY3j3dlbSooggMwXdEyIhTBwmdoI9ATWf4V8XTnS9X0lrW8tbaSOBYYbhDDIPIR0G5CeMjJxzjAr9afFXgTwX4p0+TTdd0fSbqBhkxzxRgrwQGB6qfQjkV8W/GLwf4U8MRaX4cs9St3v7e8mYlbhJZniMM3ljOM7jGiA9OWz1raMeZ3TDmVrNHh9tfNeRwxpA7MN26Roig65xkjnk0sLKGUMTvDc5HBGKlR7sL9njmRpHO51IIYDHJPQgcZxT7mxnslieY480Bx1zj8fxqG20XpF+pXuJoobiF5YQ9qxIlfaQu0DdjI55wce+KxdJuPO1CaHTJitjczAQyXatvRSw+8FGCCWLdM8EfXotrFXiZRJE5ztH86zJrUNbXMDN5EfmtI0iDkbUYBVIHfcc9R07jNYtOWqNLqOjPZvgr+2Brfw7ul0fVCur6HHIIlEjFDGucZjOOB6cc19u+AfjF4X+I0T/2Xfqt1G5je0uCFkBBxxyQw+hNfljJb2dnY2/LSTyKz+WJlby0/uksPlOQ579R71Zs77UfDeredYahdWTmJZYdjeWQ5wQM429Odwxms1KSfvbCcU1ofr3RXwP8ACn9qLxtotrBBqOoHUFXPnRXsPmOmM9PmBP1HpX1Z8Dfi5cfFrw/Le3GmrZPDtBmhlDxSZz05+U4A4yeo55q1KLdkxyozjHna0PTKKKKowCvxD/b8aG4/ak8dOjBx9qVSyHOGWJARn1GMfhX7eV+KX7c3naD+0r45WxuJ4le/86REkKhmdFY9D/tV1UPtEvzOD8H+HdJuPAKXcnh74hXl55cpW80eVRYFgWwQPJJCj+Lk8g9K8l1C5ub5Y3uZZJTt+XzWLH9a9z8Ias938OYheS/Eb7SkcyqdEk22LruZssTksck7j6DHavEpInmHl5IVctg9vU/oK6raGK3ZSt828ytt3pnDKe4PWirs9qfOYBcL2+mc0UWaHe5/R7RRRXlm4UUUUAFFFFABXm37QXi678F/DW9v7SOZ9zeVI9uxWSNCrHcCCMHKqPxr0msnxV4dt/Feg3el3PEc64DDqrDlW/AgUAflhq/iqbxQ11/acd1FPcuZYpJbmaQMrEfu0XO3r7DAz1NcF4h8L/8ACL+GLTxqly0hu71oodzt5sFzGVbDjsrKd2c/3eRzXt37SnwTuvhprthp+oXscllcxpPbXlqhQJtba52scbx8uAOzZ9a8rs4Y9fkl0cea8GqRSLC8q+WDICpyIx3ygwATkog7USXNq1qbx0Wmxeg1KDXoItXwyWNz8zCM5MQ+7twOytxzyQD9K1bq+imZbWzKyQ2qCMfOGb1yfTknivMPCl8mlte+H5nUzR/PICHzuI2yQ5HHBPXHUZBzwe0XWtJ0t47SC3e3uGkEckG0vLweduBnb068804zTJlF79jqrGza+s57iOH9zCR5pzjbk4H1/CtW90+2aNVtwq7lxsZyzN33cDjGSBj09azNUkh0GZUtb8TI/wAu2OPduKtgAr35B/z11NHmexZb25SQXZ3Ao6nO0JnGMHqT+lVGfMnynNJapvY5zUfD1rZw3wubZoX8sv57E7U6Yb061hTXFsunx+S8ly8ZWR5FyM9V+6egXjgjv3HW942125bQ7i+CKsM262WJVP3VDEvjO4AHPUV57DrV5bwm0aFIZJIvMAbhmUgEMMdenasnPm10H8Lsj1fwPqh0vVrXWzZw3Bt2V/LXkrk7OoORjOQOemeOTX3R+yjNBH4VvrRFQXCuJZTu+f5mdgCoGFGDwP0r85vB9vqElyhnuks4JcLEXfaxOOuOc85A47V9wfsfTamutX1ulw76bHbYeObChxvbbIoBPOeDnHBrKE06jiux3RUnh2/P+v1Pq6iiitzkCvxX/b2XP7Tnjgj/AJ+o/wD0UlftRX4qft5yI37UHjn/AFkeLqPPQhv3KfSuvD7szkc94A8YaLpfgm2s7vxv8QtJuMSJJZ6NbJJZIpY8Jm6TqDk5Uck/U8P4ytfh5DpQfwzrHiS/1QyDKappsEERXByd6Tuc9ONvryK73wn8SotA8Ax6SPit8QtF2wyqNF0m0DWC7mb5Q321OGzk/u/4jwep8GkbGOvXPNdrZilqfW3w98VeJPhz4J8O6Zb3F14r8Qa/pNxc6P4fitoBZWdt++QzzSsu6Rh5criNSAu1SzHlaK+fNJ+NHjjSfC//AAjFl4lv7fQWRojZxyYCo5y6KfvKjZOVBAOTkHJoq4SRHI7n9BtFFFeIdoUUUUAFFFFABRRRQB84/txeCZvEXwtt9YtPludJuQZHwTiGUeWxOBnALKeP5Zr87U1G60DVSxtY4JLS6W7RhGV+YFcg57hgMduTxya/Ybxp4Zt/GnhHWdBu1VrfUrSW1fcMgb1Iz+BOfwr8d/GnhyTR9YuY7po7G+0m5lFykuS7NHu8wZIHUqAAR3791Lo0bQ1TQvxcjU/Fz/hINKsUg07WjBcw2dmd4DMiq6IMDLAgNtwMFwK1LTUtQ8N31vql5o9xpdrcI1vJNeI4LFQq7sHk89ccZPORxVLxdeL4u+HMGm2c1qtz4cvJrq1kfy47iSGQruGRjecgMOuAh6cVzUnj68h+z2Wt2kcClIjHIsCwtIm0bGZRjG4dWHbB5NRJrWz1BLZM9fsbqzfQgCZLeO8lEn2m+iVIpmyWZkH3sHsSB1A9aqeIPFzaPDqNhLpbrLIQLd1DYwDyB6nr+tc14a8YpqGrWBvmlMqPse6kl3R4AOGIY4zk4J4zhSeQc5ep+L/EmtxNZ3F1a31quTHLdbWkXDAg7hhs4XGD2JHeuWMvZTfLsOdNzWpV1m7vfEl7dR3UjR3NpERJGSQWUEEYHT6/T6VjQahfaXHa3MkzRTWuRbTxjLFemOeowSPxrsvD/h+7+I7z6fea1pdvqsIa5tZbk+Ss2eTF5hwAMZIDYHPB5r6B/Zn/AGHofHNxqGr+Nr5rjR7WfybSDT3PlXLDlpA5GSvQAgdPXrWsKbqavYz+H1PmTwXr2rSeIobrStKu9Wu1beIUVnJyCM4AJB6YOOCBX6Afsk+FPGK6sdZ1jQ7jw5apGylLwbvPVgAVQYBXlVY544FfQXgf4T+EvhvZrb+HtDtNOUAZeOMbyR3J9a62t/ZwjZrctVZKLj0YUUUVRiFfif8At7ZH7UHjj5uPtSH/AMhJxX7YV+Kf7e0ssf7T/jYqWQG6TGDj/lknNdeH3ZnI57wT4/fTfh6unD4veKPD+2KVRoNjYyyWy7mb5Q4nUYbOT8v8R69/Cbtpmlw7MRkgZFfQXgL4lX3h/wAAwRQ/Fq/0AwRyGPSrbTHcRsWY48wHB3E59t1eReO/iF4j+IN1BceINZudZktwUie5bcUU8kD05rrexjHc5eNjG+ew5/Kiq7TLyPUUVnzWNLH9J1FFFeabBRRRQAUUUUAFFFFABX5kftx+FZ9H+P15Fp1nFFDq0MOpGRz+7DhNkjn+EcqCc+3rX6b18Gftm67pWrfEae91TTUvLPw6kWnwiQBUmuZRvAduyBmTOT/CR3NTL4XdlwdpHyrZeHodH0KO9vCiaZPKYvMRM3GoNk5SBWwVj4wZCBzkdflrL1zwhazWdvLqNumlT3zMbe1Jw0ceTt3tj5T2GeeDnHfoNW1hfCcwllQ3uuvEvkFJPkti2CoRAMAAcbQB0GcDKnFt/Dwm1Ce58R3PmXi/M/2yRlhgJwT5pB3M43D92nIz8xGCKx0lolqavTc5iTwfe6b8sepxxxSKXjcNkSKDjtx14/Co10OeFU8y+aSMYyYVZQM9Bu4Irp9Y8TSa9Clrp8X2qKAfLLJEv7tBltiKoCxKSzHCqMnqSaz7E3UV95l1HMdp2rscHnb1HP0IH61nKK25hqT3sdn8F/APhzxJ4kiXX9QfTdMjkWV7h5FfYgOWDr95g2NvUYLA89D+pvwt8XeCrrw7YWHhvWrC5RYwRClwpk6ddufb9K/LiXXtCmijeHRbu0k2MDMEJwedvTv+fXFYtnq2oWN2lzb299ZrGolSW23KwG3O/OOODnP41VOoorlSJknLWWh+0FFfmJ8Pfjn4tdvOuPH2oWdouAq3c4cnsQe4AHOQw6Gvpb4A+NL3xl4608R63f6rZGKS5Mk968qYVdpABZuN5I5ORtFaxqRlLlRXsJcjm2fUtFFFanMFfin+30wk/ac8aDDcTqCexOxf6Yr9rK/Eb9vaedP2o/Hm4ZiF4mMdh5SV1YfdkSMXwX4qXT/hobD/AIWNpuisI5QNJl8O/aJVyW+Uz+SeWznO7jPbFeCxzOtwFdt2cgN719B/D3xJMvgG3s/+Fk+C9CtpBKr6fqvh2S4uowztndMthLknJIIkOAR0xgeW+OvAeh+HNLW7074gaD4kuWkVfsOnW9+koByd+Z7aNMD/AHs8jiuqW2hjHc5JoVkCvjBZScjp6f0oru4/DWnR/AHUvErW27WY/ENvYRz+Y3EL28zsu3OPvIpzjPFFQ7Is/oOooorzjYKKKKACiiigAooooAK/Mf8AaR02/j+I3i2G/hmmVbyedEvZcQEFm2/KBnGwjaAR3OeOf04rhPi18F/DXxo0WHTfEMMwWGQOlxaOI5gP4k3kH5W7j2FRJOSsmVF2dz8htLN1HdLqNjqCpqSxyLDBDCJNuV2c5OE4JwRkggHHQ1oLfW99qtjb67Zx28VqFi8hQY4QoOTnqQrEkkgEnNfW3x+/YY/4RtrbXPhnYzTafbopu9IMzTSZTB3ruOZM4GVBznpnoPn3UtBkR9Qm1i/N7LbNvisbWMwnzBgSsS+GDAY9c4yT8u04cnLaN9DVzW55/qviS7nZbMTQppi/Mlrp6ER85yMA9ACRg+p9TW/4b0HVta1DRdO0nwu2qXN7N5FuzKB5spPRgSAOo5OBgH61m6bb6t421yTTNI0iSWW4lzBb28RkmZsHGdigEnIJIUZIHSvu39kr9lvXvB1zbeLvHtzKdVj+aw0l3Dm2+UrvkYHlip4XtxnngS6bnJczuVKUUrWPn6T9kr4wW9o8Nx4JSXdICbi11OBXjHfaocgjGOCtOh+BfxM0O9um1PwTqvlhAiR2dqLmHldpbbEW9ScDIAwMda/TWitPYQ6GbqSkrH5aeNvhP8SPDx0yePwbrr28McYkuIbAk8AMoKqpxt6fMcnvjoPsX9lXw/dSW95rWo6FcaU8cKW9p9rtzE21/nkAyATg4G7GPxyK+hqK1UUrCVRpOPcKKKKszCvxI/bvlDftSePN3QXqj8okr9t6/DT9vSTb+1b8QcDA+2r7/wDLJK6qDtciWpT8F6xcWfw2SJPHPw80yPyZv+JXq3hxbjUBlm4M/wBgkJZv4T5pwCOVxx4W6lvMkK57AHFe2+CdZSP4axw/218Nbc+XMPI1rR/N1IZLcGT7M2WP8J38AryMceJTE8N8pBPaul7GUd2dv4d+MHiHwt8Ota8F2MtvFpOtTpPdN5KtKdsbpsDHO1SHOcAHpzjiiuHCjcrRkSMvJjbvzn8RRSuVY/pMooorzTYKKKKACiiigAooooAKKKKACsPVvAvhrxBI8mqeHtK1KR87nu7KKUnIwcllPatyigDO0Xw5pPhyFodJ0uz0uFjlo7O3SFSfUhQK0aKKACiiigAooooAKKKKACvwz/b3jP8Aw1Z4/OOt6p/8hJX7mV+G37fAaP8Aam8fHnLXoI+nlpXTR6kszfh7eXVj8Pba4SH4WTJDFK+zXxC2oth2OGB5JP8ACD2215J458cS+N7u2uG0fRtH8hNnl6NZLbI/OcsB1PvXqfgmxvZPhqpTTPhlPG0E+Z9Zv4E1PG5s5Rpg27+78vTb1rxC7SC3aHyZTKWj3OGXbsbJBXqc9Ac+9bvYzjuQSMquQCWC8BjRTkYTHaVAoqSj+ig/GHwEvXxv4cH/AHFrf/4umt8Zvh+vDeOfDYPvq9v/APF1+BE0etRyTiS0vF+zwJdTbo2GyF9uyRuOFbemGPB3r6imeXrAbDWl58kC3bAxt8sJxiQ8fcOV+bpyKPYQ7sOZn79f8Lm+H5zjx14aP/cXt/8A4uk/4XP8Pv8AoevDX/g3t/8A4uvwEWHWTwLO73GD7X/qm/1OM+Z0+5j+LpS+TrJ2KLS8LvAbpQIm+aEAkyjj7gCk7unBo9hDuHMz9+v+FzfD/Gf+E68N4/7C9v8A/F0H40fD5VBPjrw0AeAf7Xt//i6/AiH+2XWLZa3TedA9zHtjY+ZEm7fIOOVXY+WHA2N6Gkjh1m5mt9ttdv8AaInuIdsbHzI03b3X1Vdj5I4GxvQ0/YQ7sXMz99f+F3fDof8AM/eGP/Bxb/8AxdKvxs+Hkmdvjzwy20ZONYt+P/H6/ABbbV55bYR2l05ukaaDbGx81FLBnXjkAo+SOBtb0NENjrF0LXyrS7lF3vMG2Jj5u375TA+bGDnHTFT7GHcfMz9/f+F4fDnj/ivvDHPT/icW/wD8XR/wvD4cnp4/8L/+Dm2/+Lr8BbTT9X1I2i2tpdSyXkvk2yxxsTcPwNqYHzNkjgc8j1pLfTtZuvsaQ2d3K13Mbe2CRMfOlBXKJx8zDenA5+Yeoo9jHzDmZ+/LfHT4bKSD8QfCwI6g61bf/F0f8L0+G3X/AIWD4W/8HVt/8XX8/MdjrF19leC0u5/tdwbWBo4mbzphtzGmB8z/ADp8o5+ZfUU1IdVmt7d0trp4ppzbRMsbFZJQBmNT3b5l+Xr8w9an2UPMd2f0Ef8AC8/huVJHxA8LkDqf7Ztv/i6b/wAL4+Gn/RQvCv8A4Orb/wCLr+fpYdWRdxtboL5/2XPltjzv+efT73+z1p7WOsKlwWtLpPIuFtZd0TDZMd2Ijxw52t8p5+U+lHsoeYXZ/QF/wvj4aDr8Q/Cv/g6tv/i6T/hfXwz/AOih+Ff/AAdW3/xdfz9XVrrFmt2bizu4Vs5xa3JkiYCGY7sRucfKx2P8p5+RvQ0XVnrFg16Lizu7drGUQXQkiZTBISwCPkfK2Vbg8/KfSj2UAuz+gT/hfnwy/wCiieFf/B1bf/F0N8fPhmpIPxD8LA++s2//AMXX8/klrq9m9359ldR/YXCXSyxMvksTgLJx8pJGMHFOnh1m1+0Cazu4Taqkk++Jl8pXxsZuOAdy4J67h60eyh5hdn9AI+PnwzLbR8QvCxb0Gs2+f/Q6Z/w0D8MCcD4ieFSf+wzb/wDxdfgbDFrMbXchtLwfZbZLmbMTfuon2hJG4+VSZI8MeDvXHUVG1rrEbXAezu0MMCXUu6FhshcKUkPHCMHTDHg719RVexh3YuZn76SftCfC6NdzfEXwsq+v9sW//wAXX44ftreKNN8WftGeM9R0jUbXVNOmvP3F3aSLJHIu1clWXgjPevGrjT9WjklVba7kRYBdl/Jdf3DYxIQRwp3D5unI5rOvlubKQR3UEkMjRpIqzIVO1gGVgD2KkEHuCDVxjGnewrtnt/gXw6NW8A24Xwt8MblpkkVdQ1zxP9k1DJZgGaI38YUj+HMYBAU4Ocnznxl8ItR8G6X/AGhear4bvYmlWLy9K1+zvZskEg+XFIzY464xyK4lmO6hZiqnocjHzc4qrpiSfc+lvBfw+8GSL4G8E3/hq3u9S8WaDNqcviJriZbq0uG88wCJVcR+WghTcGQltz8j5cFea6P+0Fq2geFrXTBpGk3WpWFjPpena9PHKb6ytZt/mRx4kEZ/1suGZGZd52kcYK1jKmviRlyz6M7Gz8aWvjaL4jX1nFNFFF4C02wYT4BMls+mQOeCeC0RI9sZx0rDm+MWkzLqI+zXYNx4Ot/DyfKv/HxGYcufm+5+6PPXpxXn/hm+13S/Dvie5020MumXNrHpuo3BQssSSTJIgzngloBj6GuXdipANQ5s05EeyJ8XtL+2xym2uiq+D28PkbV/1/lMgb733Mkc9fatvXvGtt4Rk8LXF3HLKl58PpdOQQgEiSZbmJCcnoGIz7Z+leA+Z8xIPep7rULm9SEXNzLOsKCKJZHLbEBJCrnoMknA9TS52PkR6vpHxb03T/8AhGQ9rdH+zPCep6DNtC/NNc/btjLz9wfa4855+VsA8Z6H4ZeNLXxB4j8FWNvFJHLofhTWrK4aQDa7tHqM4K4PTbOo5xzn6nwBXO4V3nwd0PxfrPieaTwbph1K/gs7hJywURRQyxtA7O7EKoxLgFiOSPpTjN3FKKsdD4f+LOmaPd+B5Jba6ZdB0e/0+cKqnfJO92ylMnoPtCZzjoeDxl/hX4u6XoLeBfMt7qT+wf7QWcKi/OLgNs2fNzjdznH415p4s8K6v4J1670bXbCbTNUtiBLbTrhlyAQfcEEEEcEEEcVkKxqedj5Uz3rwz40tvBOgfB7xBexSzWem67e3M0cABkZEktmIXJAzjOMmsfwT8YtO8MN8NmurW5nHhrxJNrF1sRTvhdrQhYyT97/R34OByvPXHk8l9cyWsNtJcSPbwszRwsxKIWxuIHQE4GfXAquzHoaOdi5F1Pc/gz40s9Q8UfCjw6kMsdzZeOF1J3OPL2SvZooBznOYGzkdxz6crZ/Eax0LS9D0uW3uHuNJ8Vy6zKyAbWiKwKFXnO79y3XA5HNZPwf0XxTq3jjT7rwfp39p61pMsepxQ/LtBikUgtkjI3beM96ofEb4f+JPAOuJaeKdLl0jULqEXkcc2PnjZmAcYJGCVYfhQ5O1wsr2Okufitp01pJClrcBz4sbXlJVf9SRgL1+9+nvW3q3iuDXPAvjzXrZZUt7vxxZX8aSABwjx6g4BwcZwRXiDZVsH86nW+uUtXtFnk+yyOsrwhyEZ1BCsR0JAZsHtuPrU8zK5UepeNPitp3iCw8fW8Ftcxt4h8VQa9bGQLhIUF6Cr4PDn7UnTI+VuemTxx8WtN8VXnxMkt7a6jHijXotUtfNC5jjWS4Yq+GOGxMvTI4PNeTsx9e1PtLea8u4oIEaSaVwiIvJZicAD8aXMw5Ue3fF7xpbaT4t+LmiTQySXOr6nC0MiAbE8qVmbcc55BGOtY/iX4s6frsnjUxWlyn9uabp1nBv2/I9v9n3lueh8lsYz1HTmuB8ealq2qeMtZuddh+z6091ILyHbt2SgkMuO2CMfhWH6c803JiUdD37TfGFt4u034m3tsklun/CF6XaMk2Mlra40uBjxngtExHsR9KwdS+LdhdXHiSSO2uFTVPC2n6CgbblZbdLJXc8/dJtXx3+ZeOteVW99PaxzJDPJEkyeXKsbECRQwbDDuNyqcHuoPaot2GPNPnDlR69dfFrTLiS8MdndRrN4St/D43FT++jEQZzz9w+W2O/IrM+Oj58WaVgYz4d0T/0221cR4e0O/8AE2r2WmaXaS3+o3kixQWtuu55JCcBQPU11fxa8O+LtB1jTj4u077DcPYW8FtJG6yRTQQRrAhR0ZlbAjAJBPzA5weKfM2hcqUjhnLMxPvTZGCIcmlj2yZDOqAAtls8+3Heq1w25gvQCszQJLjdgYoqLG49aKkD9Lf2af2Rfjl4B8EeLtF13wpZ6XbXF1Z38cEraVfTXgi3mWFGZpFVmGxVMhCqWLDvnxDx1+wJ+0Z428Yaxrx+Flrpn9oXUlyLOx1bTIoIAzEhEUXGAoHA+lFFZOtJqwKCTbML/h27+0Z/0Tr/AMrmm/8AyRSn/gm7+0Z/0Tr/AMrem/8AyRRRU+0ZVg/4du/tG7cf8K6/8renf/JFesfBn9hb4yeF/Cfj3TfFnw0l1Gx1Ozt/s2m23iCxt5p7mOdSjLOJXVAiNKxDKQ3A64NFFNVZJ3E4pqxwvjT/AIJ5ftKarqVq0/hb+3/KsraFLj+2rEeUixLiD55wf3X+r4GPl+UkYNYC/wDBNv8AaMGP+Ld/+VvTv/kiiij2sgsOb/gm9+0Ycf8AFuun/Uc07/5IpG/4Ju/tGFs/8K6/8rem/wDyRRRR7Vjsdv8ACv8A4J0/GHR9Q1bU/FPw1GoGxsWm03SpNcslhv7vzI1WOVo7jcqBWkkPK7vL27huqL4rfsE/tK+ONcstXuvCVtqdxNZRK1tZ6jp9tBpwUsq2saeeqhUUKflGPm6k5NFFP20rWJ5Ve5xX/Dtv9o3v8Ov/ACt6b/8AJFNb/gm1+0aScfDrj/sOab/8kUUVPtGVYP8Ah2z+0bu/5J3x/wBhzTf/AJIrY8J/8E5f2hNM8TaTd3Pw+8u3gu4pZJP7a05tqq4JOBcZPHpRRR7RhY6P45f8E2fjnefFLxFqWg+G7PxHpupXs9/Fd2eqW0KqJJXYRss8kbbgCM4BHPBNcIn/AATZ/aNU5/4V1yP+o5p3/wAkUUUe0e4krKwv/Dtn9o3/AKJ1/wCVvTf/AJIpf+Hbf7Rx6/Dv/wArem//ACRRRR7RjsegfBH9gP49eD/HBvtV8C/YrZtL1K1S5Gr2D+VNLYzxQthZy3EjpyBx17VP4o/YI+PN98GPB3h+LwR9r1aw1TUruaP+2LEfZ4ZktVjTc04By0MrYUnG7sSaKKr20rWJ5Ve551/w7b/aM/6J3/5W9N/+SKa//BNf9otzn/hXf/lb07/5IooqfaMqxH/w7Z/aOVuPhzkD/qOab/8AJFFFFHtGFj//2Q==) | SJM 679 x107 080701 Fibula af kobberlegering
Fragment af meget flot fibel forestillende en drage. I Ringerikestil? Bagudskuende dragekrop. På bagsiden er nålefæstet bevaret, samt antagelig et øskenfæste. Højde: 3,2 cm., bredde: ca 2,5 cm. |
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) | SJM 679 x117 0819 Anden genstand af kobberlegering
Bronzeblik, med rest af forgyldning og ornamentik? |
![](data:image/jpeg;base64,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) | SJM 679 x124 0809 Rideudstyr eller tilbehør af kobberlegering
Stigbøjlebeslag, udformet som ulv/drage? |
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) | SJM 679 x135 080701 Fibula af kobberlegering
Fibelfragment, del af bøjle og fod med rester af nåleskede. |
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) | SJM 679 x150 080701 Fibula af kobberlegering
En stump af en korsformet fibel? |
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) | SJM 679 x166 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt |
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) | SJM 679 x164 0813 Sværd- eller knivgarniture af kobberlegering
Knivende. Rest af jern i kernen. Enden er oval og ornamenteret med dybe indridsninger |
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) | SJM 679 x163 0903 Mønt af sølv eller kobberholdigt sølv
Dirhemklip |
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) | SJM 679 x171 0807 Smykke eller dragttilbehør af kobberlegering
Perle af bronze. Hullet asymmetrisk placeret. Diameter: ca 0,8 cm. |
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) | SJM 679 x183 0903 Mønt af sølv eller kobberholdigt sølv
OAP-lignende mønt, Tyskland omkring 1000. |
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) | SJM 679 x098 080701 Fibula af kobberlegering
Lille skålspænde. Dekoerete med symmetrisk, firbenet dyr. Ret slidt overflade, men rester af nåleanordning på bagsiden. Længde: 3,3 cm., bredde: 1,4 cm. |
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9vBekXlpbqVTzo8ttXKjr2+U16N8OZFaCc+UInlVZiueRlQCPzH6V6eExkMRUTirM8vGYeVGlKLdztKKKK98+cCiiigCK6/49pf9w/yr+fbSRDcfGkpKbUw/wBozM/2zTnvourfegQFpB7D61/QRd8Wsx/2G/lX8+PhS4lm+N0T25uFla+mK/ZdWj0qT+Ppcv8ALF9T16d6aLWxL8fNBuP+Ek+32dlbNpaW6K91pWgzaXbBsngxyKPm5HPfj0ryJot/zA8d69r/AGgvGHiSHXpdBm1jW10eSCOV9OvPFa63GzZJ3GSI7OoHykZGM968aWZY5MFcqRjmnLcCISbY8Dgng4oqdoUTcpJ9yBn8aKkR/SRTaWkriOgWlFJQKBjq8i+KmlldUmlhGXeLeVHoQR+pB/WvXK5/xhoK6pYyTRQ+ZdKu35erJzx+prlxEXKn7u6OzCVFCqubZnyRJE2n6xqdnK2xNQtgYy5xiTkMBz1II/XvXiGn+Mr74Z69faeLdruykiiTbID5abWDqMDjjdzg9CevSvobx1LPNEQLZIbqEMBtHzAg/KScc8frkV88eL7E+NLJ5bRhDM8W54ZOMqpGMZGcMTz249q+dqWnLneh9XT92PItT2vwp8TpvC8g8WeGLaS+03YI9R02T5WZF7jk4I6qx65we9fUXgP4gaL8SNCh1TRLoTRsB5kDYEsDf3HXqp/yK/ODwj9u0+8s4J5Gh8jAiktnKjaPm+YZGPmxjnPX2rr4fG154H1Sy1GCCbTtd3iP+0NPkWIT5AAV+Ch6D7wbOT9a7sPmXJ7tXXzR5eIyv2nvUdPJn6LqtTNNHawyTTOsUMal3kY4CqBkkn0xX59XH7e3jeaaKxsrPT4nt3xLdSxBmmHHbO3jnJAA4rnPiF+0r4q+KmjnSNbvFj0xsPLb28HlxBgRtLsvLA5PGSMYJHSuyrmdCC0TZw08qrzdm0i1+0p8atd/aO8VNo+jxpZeA7C42Wc1xEyvdsUZftGScYOW2rtyBtPUsB598Avhrf2vjyyutVspG0yyDyG9ZM4KnO3OOhPHbO/3rrPh34bOseKBArNPZ3kbWwikj3OM4OY2A+TGfvdOgzxX0x4Z8O28O+ysm3pZyxtO7qXjZ0X5VJGNxBG47T1I618ziMXVxMnJLT8j6rD4WlhYKN9TqNJ1KfT/AArNYSPHHciGO0wH3ZO3DHPtya9n+HOm3cNut3OiojwKvyk5LZJPFeW6Lof9rXEEJDC6uptyow/1YwAe3BwP5/WvoCztVsrSGBDlY1C5Pf3r2cnwrX7yXQ8HN8QkvZx6k9FJmlr6w+TCiiigCC+O2yuD/wBM2/lX88/g1g3xitydmDeTf6zSRqi9G/5djxJ9O3XtX9C2o8afcn/pk38jX89HgYr/AMLgtpBIYl+1zEMusLpRHDf8vTAiP6nr0700UtjT+OXhXV77xTJqFnpVxdabHapvu7Pwu2jwLjJbMSjaMd27/hVTwd8B7jxx4B1bxVZ+KNHt49JtZbq7sblblZY1TOFLiIxbn42rvycitP44+PvEeneJrjSdP8R6tFpU1soks4/Fh1iF9wIYGZCFIPdSOPxptn8btA/4U1Y+ENT8O3d5qGnw3cVr5d8I7B5J2JFzNCF3PNGDhTuxgL6Vel9QPIbjfHIAHzuUHcp9hRVUsW6An8KKzEf0pdaSijmuM6AopKWkMWgUlKKBnkXxY+GZuLi48QaYjNcsgE0eSRxzkL0+vevlrxd4SGpSO0K+TMigELwVPc5/wr9BNoYEEZFeX+OPgPpWvh7rSwLC9wcRg4iPcjHb+X0rx8VgnUfPT+49vB49U17Op9/+Z+e/iDw5fRrdpcQiUeTtDREBiM+nQ4I9u/1qx5v9paHpn2u/tTdtbhmRYX8kOF8sZHQuCFPYfLyDmvZfiN8O9c8P3E1rdabKJEB8uQD5XGc5BHXnvzXhM3n3Nxd2tzo9zaSq+GKr8rH26cV5FprS1mj3lKEvevdM4r/hEzJNdspWzK3DTKsgIRE3bgFkOOAB2Gcnoc8ddeWmk+JtBsbPTLO6u4LWF1nu44SqXLnhQp/ugEcnv2OMmjq3h2IQlHingDxlR15BGPWuh8Grc2MmnCCwYQ2WMfuwC2Oi9PU9KpUlJc27J9pyu2yPVPgbo8vhuJ4HSVIre2VHlNw37wsBgJjgHn5iMdfqa930fUFttNVLKIW2nW65lmHYkfdQAcuWOPx9q4n4P/DfxD4stVkWxkitZCJHLKY1Vs9SxHPAxj9K+qfBfwz03wtZxLKiXt0j+aJJFG1G9VHr79fpXoUMHOpZWtFHn4nH06V3e8hvw58KvpOmQX19D5WozR5MZ6xA84PvjAP0rtKKK+mp040oqMT5KrUlWm5yEpaKK0MgooooAp6u23Sb0+kL/wDoJr+e74bwS3XxctEiR3dp5SBHoy6sfut/y6txJ9O3XtX9B2vNt0PUD6W8h/8AHTX89Pw52D4o2nneR5fmy5+1aodMj+63W4H3P69O9NFLY3vj54L1631yfV5tGvo9HKRR/wBoSeFv7Ei34I2+Uo2g++cmvHCEj+teofHbxBdN4mk0uC7CaYsaP9ntPED6tblsZz5pOCfbtXlirufHU/pTluA4TcEKMD1oqJpCrY6j+VFSI/pSopcUba5Dcbilp4Wl20WAZtNPVaeq09UqlELjVSpVjzTlT2qZFrSMSbkE1jDdQmOeKOaM9VkUMD+BrmNQ+Dvg3Vn8y50C1Z853JuT/wBBIrsttOqnTjL4lcFUlH4XY4EfAjwNnJ0JDznmeUj/ANCrV0z4W+EdImWa08O6fHKvKyNAHYe+WzXU0uKSpwW0UJ1aj3kxqqFUAAADoBTqSl960MgFLR9KKAAUtIO9LQAUUUUAZniZtnh3VG9LWU/+OGv59vhMtxN8WbD7Mt80++YqNN0iPVZ/uNnbbSHa/vnoOe1f0CeMG2+FNZPpZzH/AMcNfz2/DP7N/wALIszdnTfJ3S5/ta+msrf7rY3TREOvtjqcCmilsdR8d/hz4y1HxNf69/wjfiS40mG3VpNQvvC40pUVV+YtHEDGoH97PPevNB4Mvv8AhAR4s8yH+zf7ROmeXuPmeb5XmZxjGMd89a6X4za9cQ+Lr2y0/ULVNMaNB5Gi6vcXtocqM4klYsfcHoaqWfxTtrX4L3ngSbw/bXU82qf2lFqskrh7c+WEIVQQCSARlsjB6Z5qna4HnrctRSZoqRH9Lm2lC0/bShawsajdtOC05VqRVp2Aaq1Iq0qrTwKuxIqrUijFItOqhBRRRQSFFFLQIBSmk70tABiloooAKKKKACiiigDC8cNt8F683pYTn/yG1fgB8F476X4rWX9nw6pPdfviqaNYRX1x9xs7YpfkYY656Dmv35+Iknl+AfEjf3dNuD/5Cav59/hjJpjfEK3OrjSfsWJN39tT3MNrnacbmt/3gOemO/Ximilsb/7RXgXxbb+IrnxNquheILXSZjFAuoa1pEVgzPsxtKQ/ux0OMcnHNeMYHPOOK7r4xXVk3jW9h0qTTf7NAQxpo1zczWmdozta4/eZznOe+ccVwn8Jpy3ATGenNFPjZkV1DkKy4YAnDcg4P4gflRUiP6FP+GmPhLnH/Cx/DGfT+1Yf/iqd/wANJ/Cr/oovhkf9xWH/AOKr8M7v4Qa3DfXNub60Z4b3UrInc2C1lCJpWHHQqcD364qqvwt1uSESC6tcG30+55dvu3bARjp1Gef60rFn7tx/tHfCx/u/ETwyf+4rB/8AFVcj/aA+GTLkfEDw0R6/2rB/8VX4N/8ACp9c8wx/arXKtqiffb/lxj8ybt3H3fXvipYfhLrwlEf2u0yZNLiz5jdb+MyQ/wAPQD73oemadhH7xD4/fDM9PiB4Z/8ABtB/8VTh8fPhq3Tx94aI/wCwtB/8XX4Lr8K9eNk1yLi02LDqE/8ArGztsyBL26nPy+vtVmH4OeIptRSyW6sxK15pllkytt330RlhP3egUfN6HpmmB+8sfx2+HDdPHnhv/wAG0H/xdTx/G74eyYC+OfDrZ6Y1WA/+zV+AK/DXXW09L3z7UwvYXeoj94c+XbymKQdOpYHHtWmvwb8SjVE08T2fntqlnpA/fHb51zEZYz0+6FHJ7H1oEfvi3xi8CRsFbxloAJ6A6nD/APFUN8YfAquyt4y0BWU4KnU4QQf++q/n+j8C+IRpIv1uIRb/ANlyaxgTHIgS5Ns3GPvbx09Oa0pfhD4qbWRYvNbvdyamumE+eTmZoRMCTjptPX1oA/fKP4veBpOF8ZaAx9tTh/8AiqlX4r+Cm+74u0M/TUof/iq/nz/4V/rseinVvMhFr/Za6uf3p3eQbr7KOMfe8zt6c1qn4R+KYtSnsQ9sLmPUZ9KI8/jzoovNfnHTaOD60CP37b4oeD1/5mrRR/3EIf8A4qhfiZ4Rbp4p0U/TUIv/AIqv572+H/iNtNN6WhaH+zodVP77nyZZxAnH97eRx6c1ak+EviqG/ezP2fzl1C+0wjz+POtIhJN+G0jB70Af0Gx/ELwtLwniTSW/3b6I/wDs1O/4T3wyeniLSj/2+x//ABVfz0/8ID4mt7B7sNGIo7S0vG2z4Pl3LBYvxyeR2q2fhf4oivvs0zRqVn1GB2WYNg2UfmXPfnC9PWgLH9Bn/CeeGv8AoYdK/wDA2P8A+KpR448OHpr+ln/t8j/xr+eQ/DjxNuXasZDR2Mw/fj7t5jyPxOefSk/4Vv4o3YCRnjUD/rx/y5JvuPyHT1oCx/Q+PGnh9umu6af+3uP/ABp3/CYaDjP9tafj/r6T/Gv534vhz4raRQsK5aSwiB88Y3XkfmW4691PPp3pX8CeKVjZio2+TeXB/fj7lqSsx69iDj1oHY/fT4qeNNCj+GviphrWnkjSrogfak/55N71+EHwJlvZfilZ/wBntqyXXlzFDoYhNzjac7RMQmMdc9qzl+F3i66uFtVgV5ZJ7O2C+evL3UJmhHJ7opJ9Ohrz13KSdSCOKNgPb/jn8LfHF94g1jxVd6TrMulIiPJf6x9mWcKqquXETbeDwMdsVXj+BukSfDhr/wDtm6Hiz+wT4lFn5C/ZDaCfytm/du8zA39MduteM+czZG4kH1zXoJ+OWuH4f/8ACL/ZNPx9j/sz+1fJb7Z9j83zfs+/dt2b+fu5xxnHFVdX1A87xRSZoqANpvH3iCSd5m1a5aR5bidmL9XnTZM31dRg1veMPiDPNNpY0e/lihTStPt7gKCoM1ugx1HO1hkGuDtnSOeJpF8yIMCyZxkZ6V9B/tLWCQ+EtE1BQltbX1/M2n6bNo8dnPZ2wiQiPeh/eIN4GSOSCc8mmM8Z/wCE/wBf37v7Um3Zumzkdbhds/8A32vBrY8TfFLUdQ1SC40yeawhS301WjyDma0t1iST8CGI/wB6uEyevpTd2aQHTL8QfECwtCNUmEZS4jK8YKz484dP4sc11Xjb4oXZ8WC80DVJI7RYtKuAUXH+lWtokatgjqjGQenWvOtJkgj1Sze5g+02yzIZId+3euRld3bI4zXs/wC1ZpPgzw744l07w1py6fqQuJpb9La6823jVmBiRRgBW25YgcDcB1BpiPM4/H2ux2yW41GTyFtprMJgY8mVy8idOjMSa6LxV8YNU1DxVLqejXM2nW/2q0v4omCkpcQQiNJO/T5vbmvOxk0bjSuB0iePNd+yC0+3v9n+xtp/l7V/492m85k6dDIS3r+Fdb4/+K2oL4/vr7w/qhWxW9jvrZkQYEwhWPeNw9ARzXLfCy3sr34leFrfUbeO7sZtTto54JWCo6GRQVY+mDzXd/tIWN/p+vWNvfaRa2IRp0tr2HTF02W8hDgKZLZeFCkMqtjLD1xVa2A4L/hYGtnTxYNfMbP7ENOMW1f+PcT/AGgJnH/PT5s9e3Sug8XfGPVdQ8ZatqejXUtlY3Gp3GpW8MiKWR5UMZJ687OPSvOf5UhJY5PJpXA66x+I2tfuLWa/P2I20OnyKUX/AI9o5xMqdOzgHPWui8efFjUv+E/8QT6LqQbTP7a1G+s3VAQftOY3cZGfmjCjnpWN8F9Fl8QfEzRLGE2m93diL20W7jKrGzMPJPEjEAhV7tit39oiZJ/Gdg0XheHwnAdOiMVotvHbzSrub99NFGAsbt1244Xb16l62A521+Jmt/u4Lm7MlkYrW1ljEa5MNu4aNenYj8e9bvib4rXV1qmrajpmoPCLjUtQuLa3aIbo4bxWScNxjLJsHU45xivNOmOfypKV2B3nhv4natJ4g0tNRv1GnmbTobgsigCG1ZRFyB/Co69+9O1/4oavHr2oxadfq2nrc6ktsQikeXd5Sbkj+JcfTtVT4LaLa+IPi54Q0y+t47uzu9Ut4ZoJfuyKzgFT7Gud8TaHc+HPEF/pl5GsVzazNG8aSLIFIPQMpIP4GjWwHW+H/irq1pr9jNqdwZbGO706S5jWJdzJZgJEB05CZHv3pmqfFDVLjULz7JdeVYsL2GCN4l3CG5cmRT7nP4Vwu7dknrS7x6c0XYHs3w9+Kk3/AAlvhuXV9TVbd9Qs5713VVSNbWIwwHpxhGIPP6149M26Rj15r1r4Faak+k+KNUtvDtr4q1mzFnFbabd25uE2SzbZJPLHUgBVz23564rj/i5pGneHvid4p0zRxt0y11GeG3VW3BUDkBQe4HTPtT6Acl24PWl2nim0vsKkBeelFOVGPt264ooApgnk5xT2lkkADOWx0yc4oooGRtx9KbRRQAuac8jysWZi7dyxyaKKBCZPSndO9FFACq23BBwe1T3eoXOoS+bdXEtzJjbvlcscDoMmiigZHHII23FVfgjDdORTPTiiigQ+3uZbO4SeCRoZo23JIhIZSOhBHQ1Lfahc6reS3V3PJc3Ehy0szl2P1J5NFFAEVKzFuepoooAWGeS3lSWF2ilQ7ldCVKn1BppYtnPJoooAdHE7ozgfKvU0jI0bFXUqR1BFFFMRf0fXNR8P3JudLv7rTrkqUMtpM0TlT1GVIODVNi0jMzEs55JPU0UUhnY+AY9GuIdUtNVvLTT3kWCWK4vEZhhJQ0irtUncVzx3xjNdprk/hnT9Ys/7A1/Rku5dV1K6S8azdobeGRI/s6tuj4PD4GCEJooqlsBwnxIv7HUPFDy2c1veYghS4urWLyoricIBI6rgYBbPYZ5OOaKKKTEf/9k=) | SJM 679 x199 1107 Tenvægt af bly/tin
Tenvægt? af bly. Meget kraftig og tung |
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) | SJM 679 x059 080704 Remspænde af kobberlegering
En stump af en cirkulær, eller omtrent cirkulær bronzegenstand. Ovalt tværsnit. Den ene ende let profileret. Del af større bæltespænde eller lignende? |
![](data:image/jpeg;base64,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| SJM 679 x054 1105 Plombe af bly/tin
Plombe af bly. Største mål: 2,1 cm. |
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) | SJM 679 x192 0906 Brudsølv, barre eller råmateriale af sølv
En stump sølv. Afklip? |
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BWQbvEHgQjG4Wl1/wCjI6/Sd+ma/NH/AIKzSFPE3gFecNaXXP8AwOOtJ/Cbx3Pnb9jSKYftC+AjHYaHer/wkOll5NWu0hliH2tPmt1aVN8gxwoDnIHHPJS/sc2Ml98ffh3MujaVqgh8R6WWn1C9aCS1xeRnzIVE0fmPg52kPyB8vOCV59XobrqftLJHs4xUDr8tad1Dg1EtruGcV6LOY57XNJtNc024sr62jurSZCrxSjKsK/Mz4neG49P8W+Ll0iyvLfSNK1ifTGkmRjCrLyFD4wTtwcdenqM/qXf25jt5Co+YKcD3xxXk9j4T8P3V349tNQ0+CTS9WlXVby1k5Xe4ZGbPHP7kHI7968TGSf1inTbsmn+Gpq8PCtSlJrVNH5i3+sGJhG4R0xwVPSuN0PVodb+I0Ekdz5ZtA7W4jcjcwPr643flXovxa8EW+qfEzUdD0cTaTpUFtLPIsL7xvViNhc5YDI2+xIzXld18PJtC8QKbUErDezWqEEpKDGVG8gjg7mHHP3SM4ryqeIh0ZcMscFLm3PouLWLe+VNoKbF2/MBhcKe1V59HtYXTUo1BvJV2b3BB285AHI6H9a5TSYNRsUWW9tpYl3yW8jJ90ujlHA9OVIrTXXFvruKLe0Vp5oiiaRixOTwoxyx+lehGtCcea+h87UoV6E+VLV6HX6fdJbwIZW4BwAvLcnHA78ntXpvw5+E83xY8VQpbRyw2NsF8+4jXG3gfeY8Annjk8dBXbfDv9lGbWL5JZ7podGXAkv8AOJrkjhkjX+Bc7hk5z719X+FvCel+C9HttJ0eyjsbGBcLHGP1J7k+pr0KEfbRU7+6zWGBcZWqrYl8OaHB4a0Oz0u2LNDax7FLnJPck/iaqzfeP1rc+6wrJvI9pY16DPWjpoZtzGs0bLIodHBVlYZBB6g18IftCeBdE8I/ES6sdKnaMNZrdvayNggsSDtPdePz/CvvSTpivhf9pzwhcL8ZNLu727Fpa3WLL7bckiGFZHyjuQOEHKk9sbu3Pj4+pKnKk/st2fzWg54WOKpTVveWq+R4FNqfkxvHJI0aMe3OPXFfR3wd/ZrN1olrqXi61ja+vEkNpp11DL5cSGMyeZcMuMMAMrFnPzDPpXmWl/A/xJJ4+FnruhX2naTYs0s95NAyW8rqQFSOQkK2ThuDggHp1r6QutZfT7K0sNJ1ADTtPikKwxnCXQkMu5vnZiG3DfyxB6jrgfM5piZx/dRdu5pk2W2/e1FfseB/HT4D6V8JNXbU/DUyvYrtTVdMiyEtHdFdJ4i2SY3DjcvO0k9q4H+3kurWWN7GNkDBg6thlbB+YHnAxxg9a+rpDJ8QYbnStQRZrWS2CwFlTf5gXlcbSQpAXPDE5AC968juf2XdO0b4Y6/41l8YSW1np0bSf2S1oXYu3+qiEhdThiVGSuR3HFZZfWnVvTk9vyPYxmHdNqdPr27nj8N1LcTeREnmszYXYPXsAK+qf2ef2S9T16a017xvA9jpSMssOmSDbNcEcjeOqJ7dT7da779jH4Q6VYeDV8UahpED6pPLi3nmTe0YUcsm7pySMjn5TX0+BX1WDoRnCNZ9T56eHdObU90NiiS2jjiiRY4kUKqKMBQOAAOwpW705qMV7JZCwJUV+Z3/AAVryPFXgD0+x3f/AKHHX6b+Xwa/ND/grdCX8SeAQBgLZ3bF+w+eP/69TP4S47nzn+xpph1D4/fD9v7C/tj7P4k0ub7QLowizxdp+825+fpnH+z70VV/Yx0eTWv2ifAc8fhnVdeSz8R6VKbjT3ZY9PAu4z502I2ygxk5K/dPPoV59XobI/cm8i71HbqNtXbldy1nLJ5bEV6N9DmRBqBCqRXzf8aNaex0O7WGQ2ior2l0+du1IjHIhJ7BlSU/TNfQ19NuY18tftLahp1x450TwlayrNqHiiKW2v7Qp5iCKJBKHI6h9owMAnBH4/N53TcqKqResX+DVmetl7XtOV9f0PkKTZr/AI21vUhK1rbsBHA3kswdppVfC5KjKjcTnIHcFc5fZ6Po+sahfwSzKCb6+mhlWWRzkPGi7GZ/u5B25UEADJPNet+KvgTdXF1b7MtM1nbvhSd8bXcvlqSP4fuHBJH5Zryr41/DXWvhfp/hzVtLtbW+/treIpI5lY2iIEbPyH+IMMYbHyEnPBr45VJTfKnY+i5Y+p9ExfCbTZNP8IibSLjXNHvtU1q4ntbN185o3llKvncoULujb5iANo5pvw//AGf/AA3rviMSaVp91LqEc4eCK5nSaHRYQckyOmUkmY8hQSB7nJHm3wC1xPEmt6P4U1bWL6WwjgZpnlmYQlRhmjA/hRn+ZsdSBmv0U0LS7LSNJtbbToYIbNI18sW6KiEY6gLxz1r1stoSxilScrQTu+7v0v0R5mMUaEo1HG8+nkWdE02HR9PtrGAEQ28axrnrgDGT71qtGMCqQO01djbdivvYpRSjHZHzru3dkTR7jxVTULfCnitdY81T1FfkNUSczLxmuE+J3wv034maP9jvCILqMEwXXlh9hPZlP3l6ZXI6dRXe3A+Y+lVJMk9cVz1IQqxcJq6ZvGUoNSi7M+LtFj8W/DHVLrwP4r1KTVtLjlD6db2WwbWbgbEmJ3xsv/LMZGWcAVavLW81LThYaNZ7o5Zdj3jeVFEdr5dY0jGN2RtJJLDbjCnr6d8SfidoPh34lNZ6ro7X18iotixy3myMmVVYzjowHzDIJyMgqa4G6+I0F35NpeW9nKqwTPebEDASSzqzshAAILNnZk8E/eB+X8tzOVWVecKbslp32PscGoxhGUo3uVL7VtU8N2aWOvWa2t2JSsd8EdAymT5EDLHIFZSwGCpzx3FO1TwjrPxB0y10RftUlnqGpQTTpIsiRmRSyRoQ4BP3mZmIG7GcDFTL48tZtNvZoTGcX73EUltGxZmSGWC2+RWIDB/Lxlch0U4yBXqXwR8eeHrnxVb3VhbNp+mzKYWlvPu+Zg7MEqPmxuGe4PPOKywfM6kKc5Wu7NmmI92Mpxjt0Pojwz4etvCfh3T9HtFxb2UKwr6nA5Y+5OT+NafWhueaK/XYpRSitkfDNuTuxOtOjGaSpIlqiGPEfavzT/4K6KBrXw+7Yguu/XJT/D9a/TILX5k/8FfML4i+Hw5BayvB/wCPxH/P1qZfCVHc+Xf2L9Lgv/2i/ATy6DrWrvb+JNKkS40uYRxWZF2h8y4HkvuQYyRuThT83oUn7GcNtP8AtFeAXnXWjIniXSmjOlKDFu+2R/8AHxnpH6+2aK4KvQ2R+7si7lrEv8xkkVuOwwc1h6owzXetjnRkTScEk1+aXxg8ZTeG/wBqO48Q3d75UFpq95psUik8DyAytnPUGbb24Va+8vjN4tHhPwRfypN5V3OnlQ7SoPJAJG4gDg9SQB1JAFfIuufCeTx54NR2RLy7tVNwtxGMrLdtGEkdWP31CxIu4jk7iBzmvkc6xlOmlRer/wAz6HLaLbdR7HJXn7SmrXHirVrz7TI0d5YWVzE7GUYktbh3Ygq+Q37xMkEdee5qn8VfGA8fWdgVZ3NnJIkkbFwUy7MoOWYkcA/MfwGcC/49+HdjpPihtJsrNbO0juLixgt45d0qCSDeEVXYD78PG5sn+9kg15tqlne3evRPbRwBbt9PmljtCWVxMrrIm1vmDFo85AyPxr5GyqWa0t/wx7sLRd7HZfBBXvPH2ntHD5qfPAFK/c3KV3+xUEsD2IFfpj4L8z/hD9DEpzILCDdkEc+WvY9K+S/h3p9n8OvA41Wy0tL/AFG8hEjtKmWKkDYoBwVI9q9b+FH7QGm38NlomsRLpV3HGsMe+TI+X5QMnnp369/evWyPG0aVWUajtfRHn5jSnWipQV7HufpVu25aquO45HWrELAGv0WLPlmjTjHSqeoJuQ1bhYMoqveMu0g0+pByV58shFUmO7tV/UGXzGJ4HcmvDPGfxQ1TVtWvdG8PvHYLDC0sdxMjFrlgQvygDhN5VcfeYkfdBBPnYvFU8JDnqHZRoyrO0T5r+J13FH441++az0u01T7VMi6lHqDw3I2M4Zpdr4IJjTaG7soAzXG2MmyS01SW+hu5XQsbSAGJ4wN6FmYArtwSAM8bn+te0Saot5Da6ijW2r6xdN5V/eXDjy7gxyOHjhVUdSqsGKqgkbBB2qSzVg+INFi03S7BtR1C0tIYrlYI7DyQs5YuzL5cYcnG5Np3ncxALY4B/MK1eTk29mz7KlFJJW1OV0yHUZrPXtTnubSW2hEajTGlR55wSEwoyoZCAuMNwc4xnnr/AA22qTPbXtlA9jb7TKF1N52ZX2uExKzsEAKsfmBiPAJPSuj0vw3J9hll8M6na22v/YPPtv3QlS6t94Zkb5Tkl94BxkAr8oLA1rfDvxDFq7HzLM6PrSOZFjtd5jl+Up5QVmAGRn5xzkAMNvB4I1WpWvqbTXMm0j628B65/wAJJ4J0HVcKDeWMMzCN96gsgJw3cZ7963l9a8c/Z/8AEqtpZ0qWaySCR3bTUgmXc8aMyEmPO5CwTzNuOjnpggex1+v4HELE0I1F8z4bEUnTqOI6rES1WH3qsQtzXoo5GWK/Mj/gr6//ABUnw8A+8LS7I/77i/z+FfpvX5if8Ff1b/hKPh2QOBZ3fP8AwOOolsENz5g/Y31G0sf2ifh6J9Y1jS3uPEmkxxwaWgaK5b7XGAk5MiYjzxwG6nj1Kn/Yp1ptJ/aA8BRL4p1Lw/8Aa/Eelwm1sI2aPUAbtB5MpDrhTnHIYYJ49SuKr0N0fuXdT7c1zuoXoXezH5VGTV3ULosxANec+LNXmuZns7f/AFR+VmGck/X0xxUZjjoZfQdWW/Rd2XhcPLEVFBfM5X4gabpvjLWLK41S2t5LKxDGHzo90jMep/oPpnqayrdUitrl7Z/9GhjkxHn5QNp49fyxWnrmnCPT1hM7G5bGOeFHpUcOlvZ6PcldolMTHG0ggYPOB+J/Cvx6pKriKkq1R3bPtPdpQVKPQ8U8UfYtQbTopLj7RcXGv3bXCqyOf3tpK6Lt3DJCy8AjBB2k4Oa5fwz4R0q50fwr4muLi7YxR2sSRyqwVwk+PLGeCoG7AXH38nqBXQ60hbVtGtEgSW0m1SRDGgVA+dLjQjyvOwRkAHMYVg2Ceas6fqBbwvoVlaI12LdkuZPLAZMLdqcsS7NkiJ15APzEEA8D1LcsL37fqYp9js7HTV1DwDo0UkxVm06DdIkYCgmNcYOB1P8AnpXmN54JuLG+xKTlTkMMqOvX616rb3b6RpOn2cREgjt4klRAMKQoHHr9feovEkKW8pjhYyBcEOv15ArxYy5ZXXU7LOx6J8CPiXLfww6Fqs/mSBf9GmlYbsDHyHuT1/Lv29rXK18bRsYLuKe2doLhSCrAkbWHIr6r8DeIG8UeGbO+kXZOV2TL6OOD+fWv0bIMxlXi8NUeq29P+AfNZhh1B+0jszqbWbHGaz9SvPmIBqZW5yO1c3rupLYWV3dsGZYI2kKryTgE4HvX19SahFyeyPEjHmlZHn3xQ8d2+l7rFpWij2sbi4UqEiwu7DFiAABgnPb2r5+17SL7WrBU8QRQzaTY3Ecr6ld5IkADBSy4Xc+DkQgH+Fm2/dfdgm1bXfFksT215pd5deXBqFjfMktsbmQsQ6qWGUijEsrgYzhVJzIRXIeN7+5vL6GDRYLm60+O5MFp5UYm8rzPlmvpUUbjufPLHADZ53CvzDH4yVSo6kt+h9bhaCiuRfMrt4meS802w0dl0r7WWt47q8RFncIqgZkb5YI2ZU/douQCMAdDz934fi1rSUudU1JDfQ6p9nkghikaO32zeW0pc4ywQo+GCnqCelek+AfgHc6tp8MUV7JrGhzQfbV1I3AeeWUh9wB8sYUB8jaRg4GMrk9n4h0/TPDccjam8Eax4Wa2j2RiNc8b8kBRkfU4wMnAr5mcpVJae9/Wx66nCnotDzTRJtY8G69daOtpNrljEY5bW8s0dxFvYhv3QYlWBX5lwQy9ccCoofE19a3D3VsyraW80tzDst2jaXepYMVkYyDe7jaMYHlFgAsi56bxP4mMy8zDRtPmwyxlR9plAK5xE33E+8S8uPu8IvDHzDUIfEmubptIt55Z7eYXLWsTszlM7nMjZzkgtuy2eec4NapxptOq1clJ1NYrQv6L8Q7DwxZaVrWnQWeqaoY/Nimiuo4ntyqEGZj9wRhTGoJxtOEBO7n7z8A+MrPx54WstXsZFkWVdsiqwbZIOHU44yDkcV8I6G1nrUiRTW1voGqXqvBb3y+VBHNI6klcnCxyOF/iDB8D7xXI9Q+BXjiX4V3cmhTWa22nWr51WeWQL++JKkqM8spUB+OSyEZDAn6/KccqErP4X/Vzxcdh/aLT4kfX2eR61PC3zVWWRZY1kRg6sAysOhBqaNhkGv0SLPlZKxer8x/+CvDKPFXw8BOP9Du8/TfGDX6bK2VFfmL/AMFeVRvF3w8LOq4srr72f+ekdKWxMdz5o/Yt1ltN/aC8BwL4jbQxc+I9KjNusLyfb/8ATEHlZAwuc4yeOaKk/YumNl+0J4GC67ouneb4j0pGt9QsDcy3X+lp8kDeS/lPzjduTkg7uMgriq9DZH7L61qH2KzuJ+rKvyqBkk9hiuFa6W4t/NdRFkfeJGWPtn3/AMmtf4iR3FzZ2Vtbnb5k+WbJBAAP6Zrz7xQslikUTLgEB2OcdxkY7V8LxJWdXExodEvzPpMrpqFJ1erGaheCa6mKupXA2jI3cf8A6wKnOsTw6Xc/vOFtmG9l+YMF5PHv6etch9vljmMaqrgAFWPf3FWtX1Qw6DfyKskbxW0rlIxySBwAM96+XkuWNoHpR96V5HJ+LrCVvE3hyRJftVlNrUn+qmPzE6UpYLmUgHL/AHWj2knaxw2TQ0a+trfTNJVxJKZtLIVlLkM5vlzj96+PkZzzg8A54wufY6r9qm0WQ3Vuzw6tehIXlYJhrIKN0JkPBjPPyqcMWBz99/g3VIbfQ9EW6hD3UmlwNtuFOX3STq3LRjOcgkjJ6ZJ4NejOXLB+n+ZlFXaPVGsDNMnmBkEaDKKR93byc9j71Q1mVDcEqkmzOcccA/Xr9K6qGaO6MciKSytgp1yuAfw7+1ZmpW0N1GzCTZtAxtPXA4/T+VfO+01PVjD3TglvI45t4QqwPJHGcHv+IFe6fAXxEdQtb2wyreUqygj8iP5V4u2mmeWWEjC5yzAZywHX8R2r0j4GadJY+Kn2BURrSQyBVxnDJ/UivpMnqOOMpNdXb8DyMbFSpTPel6mvK/i7dL/YkWnyWU+ow30zJNb2r7ZTEqszFfXkKPxr1P8Ai4rw/wCPshtbXS5H1O/02BpZYy+nIWk3lDtPAzgHJwOtfpOZNrCzsfMYVXrI4LTrq1tvhdttbiYX2ryRwiSRsSJHNiZlIBLK3kfZk64G047k+c+D9L0jxF8QYm0fVryy1GOZNMuNMm8p4PJ8zDsI2w2DGT82eM556DpdL1q01Cx8OiC4MyRyRgt5hJULYkDO3GPujj3OeM4ufCvxVLZ6sv8AbE+kpiW6jWSN4Wd0X5lVEJLrwwySRyDhcNlfyHGTl7S/ZH2lCPLTdt2e5/F3xrp3wo0TTtG0FYba/htmVZIkDGBDhd20d9xVVXuzoON2R8p/EfxHafDy4klN/b3mtrMzz3Ujs620pDK7hsDzZiMAyEYXbhAqhVrp/FXjeSTxBr98L19Qla2c2szzBvL/AHeI/lAySEluMHI5K4GcZzvGH7Mra54bnS5SbVrqK+gknhWUr5sAcu2Dxk8g7cgkbsHJ53qV1o0rJ/gl/XzMaNJQ+N3/AFZwngnT7/xLFr51TTtS/tpJ4r+2NoQ4ubUOQxLbuVdsDcrrtJIyCAtex2/hPxLDfa7f6HpEMdtdww3TWdmTJLK6hRNyQoXKgqoJGGLEffqz4V+Dev3Qm1fS7vVoryKNYbpJ7nJu7ZQMphW3q3LYK4wM9wK6H4Z+Kdc8I+G0t7u9sU/tTzpv3MRjEGwJuUnOCdxcDIDY65IIHJyKo+fZen9djedVr3VqzxXWvDp1Cz3waVPpujWMYhFxcxyQyNOGJEbozF0+6pVs/wAa4IOK0L2+bxBpGk6nqkK3uvaDdQwXSLkfbYWJ+yzsByTuzE7EgKwDfNtCl/xB01fFXiBEi0u+vNRmME8FytyWjWVGBDP8mQiqFyu7B3Lx8wIi8ReF7vRtc1b7ZHtE+k3Jl+VtmEWGSM7lBBIMhIHBG3uK2wUlCfLF6PW39dx17zinLc+tfgb4guNe+HenSXSRxzxDb5cbbgqH5kGfZSB+Fd+rckdK8B/ZMnaTR9eUWlzbReerq1xIzh8mQfJk5C/LwD2II4Ir3w9fev2DATdTDwk+35Hw2Kjy1Wi7bvuGK/Mv/grwAfFngAnBAsbr5f8Atolfpja9K/M7/grx83izwBx92xuT/wCREr0J7HLH4j5j/Yvupo/2hPAQjvtCtFbxLpKumr2iTTTD7Wny27NE5STrhgUOSvPGQU/9itZf+GhPApjOgKv/AAkmk7v7YCGYj7Wn/HtuGfM/3ec7aK4KnQ1R+xni1vIs4bnGVhlG/HXaQV/mVrgPHWnPJZ+bBlm2bi3ByCM/5Ar1HVLFNSsZ7WXhJUKEjqM9/qK8+sGdYZtHvdyzw7lGOwHPHtyD9CK+O4kw0o1Y4hbNW+a/r8D38rqpwdN7nkk0vk3Kxy55IwSOBnJ6df8A9VSanNJa+HtTmxlTasSYmBY57jnit3xd4ZEwlkVfmgwABwenb261zkNsbqGbT5TlHjaEknoGUgjBPHX9a+ObutT2tmeX6feGzbREElzKk1+UQzSuxDHTISCF3BSSM7RGN+cEcjFY2k3TrovhrzvIiuJNKsZQ0ZRWcma4GCoiQ546DdjnJOcmxY6Pp2ja1b2WoCO01OHWJbiN/IBjli+xLCDnyyeWXkFhyRyMgh/guO18Tax4blsrKVY9NsFguJrgyKiMrOQmxmYFgWYbjyAcDqcelUqQ9k2tb/8ABMoQkp6n0Zpeo+WsQZlZVRV2qeBwOB+VXNUjX7MCNpVmzj2YZx/nrXDR6pJDc+THuzuwWDfd/D9K6mG+k1KaFIkOwnDLn2HevnXTaloejze7dkmi2aSNNcSKNqDqc7eOoAz2r0r4U6SubzVGiVHYC2jZc/d++36lR/wGuMjjd5rbRdPVZrqZhn5SBjg5Y9gBkn2Br2jRdLi0XTbeyhJZIlwWPVmPLMfckk/jX3fDuDdSt9YktI7ev/DHzWYVuWHIt3+RorXl3xn0a51bwPqLWUskF7a/6THLD98Bfv7ffbur1OGPc1Y13DtZ1YZByCD3r9Br01VpuD6nz9KXLPmR8JeG9SMM1xbRyXV6tqsU9s1wx3TmPDMhwMlmQ4BwQxYdAatax4VfQfEmp3Hh3SLeQayh1PTNckaLyDvKJLGWblWw/AyBjLDqcaP7QngO++G+uNqtpcSJos3FssMLOYWOAqAA4+UlsDHzBsYNQfD/AMXJq2mXtjq483RpGBuYLOQwvaqS225gdW3bCSRtAJXcTgjKD8rxmElTk01qtD7GjWUoqUdjg7TVrSHXLq4uDDNaxPPY3EkYXMa8pKoOOVBAIyCCpPGev1p4P+KllqHh+ysPEUSx3/kKIr+BlAukOVVx1BLKvMedykHqNrN4p8QPhDqcfhnTrrQobO+0qyhMtrNDdSgRvIFJEyQhim5Hdvk3KzhGzgktxfgXw34p0uEvp2vR3Gnz3LbYb2CNUMZQPH5iv8rvh1DKFUhg46rXkNxjTfM9F9/3f15HVJKs1bc+ndU+JNp4BWV9IknubyeORVhMLqWJG7CKeZHAU4C+hzgZYeCa54yisZItPN4cWf2i51CRpg22aZ2byi4yH2h3UkdSEOe1cpcN4qt/C8utRtpehwXt6theNaWItfJi3bQ8pUZ2kKOAVHK5OTitDw78JZ47jWPD99Zm7a6hS6h1Z9htopSpAUBkJIVl35ABy4+8BUtRjD49/wCmVCCjK7RvfCFLvx54m0w2uoXmkxSypeaxZFkj8lfLzGoPUKxjUHoSA2do4Op8atetr668SS6eglje3XSogqElmm2+ZjB4KxJbluOrHJyuK1brVB4DtZdOtLq2udabT/Ku9SnQSSIoBxPMTz5Y+bahJ3bgB8uSvF+GfBsvxq8XWGh2L3y6ZCjS/aEkGRl282ediG+ck/dOC25RnAYDvwOFlVmuSO+3p/X4HPWqqN5Sex9Lfsl+G5tG+FcN/cpdQXGrTNeNDeJsePPUbcnHzb/rnNe1Ku41V0nTYdJ022sbZSILeNYk3HJwBjk9z71pwQ1+uYel7GlGHY+KrVPaTciSFNqivzH/AOCujf8AFaeAl7GwuM/9/Fr9Ptu0V+YP/BXJv+K38Cgjpp0/P1kFby2MY7nzX+xZa+b+0J4Gf+z9CuwviTSSJdWvRBND/pafNbL5qeZJx93a/IXjnBKk/YrsXvP2gPA7roGl6uIfEmkubjUL5reWz/0tD5kKiaPzG4ztKvyqjHOCVw1ehsj9r7ywKsSK5LxJ4Z/tTZPC/wBnvovuSFcqw/uuO4+nIz7kH0mSISVnXOmq2cCuytRp4iDp1FdMyp1JU5KUXqeNyXVkZxp2p2/9mX0itiKUgrIR12N0dT145GeQDXEav4fOx5I8ZRsjHVhyefpzXv2teFrXWLV7W9tY7u3frHMgZfY89/euB1L4PXFvI0mi6pJboQQbO+Xz4iD2DE71/Et7Cvg8Zw7Ui3LDO67bP/J/gfQ0cxhJWqaHh2raTY686tfweZNboyxNHwV3YzjBz045pljpsGnqYrWBYI2+Z1jzg9CT16f416JqHwr8YQs3l2Gnzk/xW92ec9c70XH5mqdj8M/GSbw2hQxlzjK3MeNvYdf6V4Mspxi0dJnorGUf50c1a2cdzJGIyrY43eme456f4V0ulwnzlWJWkupMpb28QLM5P+cnoAOuBzXRaH8B9Yugh1XUrfT4wAPJ09PNfHoJJAAP++DXqfhrwLp3heM/YoCZ2UK9xMxeVx6Fj0HfAwPavWwvD1eo063ux/E5K2Y04q0NX+BmeBvBq+G4ZLq5YTapcD97J1CL/cX26ZPfA7AAdjHGXPAqWGz9avQ24XtX6DQoU8PTVOmrJHzdSpKpJyk9QtrcKM1V1DTxKCQOa0l46U5wDWzZlc888SeGrfXNPlsr2LfE/IIOGU9mB7Gvizxp8LPEvwd8UQ39ob25imuZJhqtqzMIwOckHOCUADKchiueMBl/Qu4s0lHIrKvPD8VxG8bxrIjDDKwyCPcV5eMy+ni49n3O/D4qVF+R8A+HfiVDoM0sfh/VDpcSgvJaxktaROFGFTau6Es3JWQMmWJCHg16Zb+OZtS03e2k6br7xs2J9PeJ9pxxuKvGwP8AtGFBnHXt6t4u/ZN8DeKreRBpK6UzyeazaeFjVnzuyUwVPI9Oa4e4/YltJNUuLtPEEqh4wkSG0BMeOM7g4P4cV8hXyCvJ7KXn/Vj2qeYUd72OCbxsq2M8WneGpra2Zw8iyx7A7MAwLiWSP7vrkYzyK5fWPiNfXjW0El7baWW+VrPTpVu707wAOg8uIZ4y5fHOGFeuW/7CdncNA2peImu2jyCwsVXdnHPLnac56eteoeDP2V/Afg1QE0dNTOMA6kBOB15CkbR1xwO1Ohw9UTu4pfiFTMqdtG2fNPgTwP4o+L1zJp+m6c2h+Horpnnv7yCRxcNnDO0j4aWXgZzxnGOACPrz4Y/C3Q/hXoI0zQ7RYRI3mXE+Pnmf1Pt6L0H512drpsVtFHFFGscUYCqiAAKAOAB2FXI7cLivr8Hl9LBq61b6niYjFTr6bIggt+5q4q7aXbgUpr0zhGN0r8u/+Cuk23x14FTp/wAS6clh/wBdAP8AGv1Davy2/wCCuzZ+IPghf+oXKR/39qZfCOG588fsXaTLqX7QHgWePw5FrSW3iXSXa7e6aI2P+lofMCh1D9CcEH7vTnkpv7FOi/2t8ffA0/8AwjWo659j8TaTJ9rs7jyorD/SkPmSjY28fLnGV4Q888FcVTobLqfupRgelfnwv/BX/wAKnGfAOrAd/wDTYv8A4mnN/wAFfvCYPHgLVsZ/5/Yv8K7OZdzn5JH6BmND1UflSeRH/cX8q/P5v+CvnhRRkeAtXP8A2+Rf4U3/AIe/eFNw/wCKC1b3/wBMi/wp8y7hyyP0D+zxf881/Kl8mIfwL+VfACf8FevCLLk+BdXHt9ri/wAKVf8Agr34RP8AzImsZ/6+4v8ACjmXcfLI+/8Ayo/7gpfLj/uD8q+AV/4K8+EG/wCZF1gf9vcX+FOP/BXbweGI/wCEG1j2/wBKi/wpcy7hyyPv3avZaXj0r8/2/wCCvHhBf+ZF1j/wKi/woP8AwV48ID/mRtYPr/pUX+FHMu4csj9AMijNfn9/w968If8AQiax/wCBcX+FIv8AwV88IE4PgTWB/wBvcX+FHMh8rP0BppxX5/N/wV78Ir/zImsH/t7i/wAKb/w988It/wAyHrH/AIFxf4U+aPcOVn6BcUYHpX5/x/8ABXjwi5IPgXVwPX7XF/hTD/wV88KK23/hAtW/8DYv8KOePcOWR+gYxS8V+fcn/BXzwqvTwDqxH/X7F/8AE0i/8Fe/C7ZP/CA6pwP+f6P/AOJo5o9x8sj9BqXNfnov/BX3w0VJ/wCFfap+N/H/APEUf8PffDm3cPh7qR5/6CEf/wARS5o9xcrP0LzSZr88n/4LAeHl6fDzUCO3/EyT/wCN1H/w+B0E9Ph1f/8AgzT/AON0c0e4crP0Nc1+WX/BXJh/wsrwSD1/sqT/ANHGu+/4e+aI4IHw6vQ3YHVEx/6Kr5E/bD/aig/aj8X6LrFt4fk0FNOsmtPJkuhOZCXLbshVx16UpSTVkVGLT1Kv7F+hpqn7QPgK5bw1rmtm08T6TIt5pUuyCx/0pD5lwPJk3JxnG5OEbnuCqP7IN/o9n+0X8OItQh1SS6l8VaQlo1jdpDEr/bIxmVWjYuuSvAK8Z554K46nQ1R57cfDm9tZr+M3UJNnotvrbkBvmjlWFgg4+8PPXPb5TRH8PbySdYRdQbm0ZtaB+b/VhC+zp97Ax6UUV1cqv/XkZ8zHW/w7vJprKIXduDdaLPran5uI4klcoePvEQt7cio7L4eXt8dJC3UC/wBpaPeazHu3fLHb/ad6Hj7x+yvjHHzLz1wUUuVf18g5n/XzE0/4fX2oS6BGlxCp1iynvYd2fkWJplIbjqTA2MeoqXSPh3favN4bWG5t0/t0TGDeT+78t2UhuO+3jGetFFNJf18htsj0LwDe69/wjnk3EEf9uajJpsHmE/I6eVlm46fvl6ZPBqTQfAV9r0fhxoriBP7b1Z9IgEm75JF8jLNgfd/0hOmTweOlFFCihczI9P8AA95qMOjyJcQKuqao+lRBicpIohJZuPu/v16c8HjpSQ+B7yazFwJ4Av8Aai6TtJbPmEE7un3ePr7UUU7ILsZf+C7vTbLWLiSaJl03Uk0yQKTlpGEpBHHT9y3vyOKf4g+H994fPiQz3EEn9hasmkT+Xu/eSN5+GTI+7/o79cH5l464KKTSC7DWPh/f6NP4nimuIHbw/dLaT7C37xmdkBTjplT1x1FJqvw/vtIn8Rxy3Fu50NYmn2Fvn8xlUbeOxcdcUUUml/XzHd/18h118P72xOrFrmBv7N0y01STbu+aO48jao4+8PtKZzgfK2CeMv1L4d3tncX6NcwE2ek22sOy7sGKZIWVRx94Cdc9vlPPSiiiyFzMT/hX955s0JuYMxaQmsE5bBjZFcIOPvAOPbjrSQ+Ab2SfTohcwA3ukXGrqefljiSZyp4+8RA2O3Iooosh3Y218AXl42kqlzAP7S0u71aPOfljg+0blPH3j9mfHb5h70mneA7y+Gh7LmFRq9vcXEW7d8ghMgYNx1PlnGPUUUUrL+vkLmY/RfAF3rk3hmOO5hi/t27e0gL5/dsrIuW46ZcdPSm6H4Bu9cbw2IrmGI65qbaXCJM/u3Uwjc3t+/XpzwaKKfKv6+Q+ZiaL4HudZh0N0uYYxq2rNpMRbPyOPJ+c/wCz++X8jWdf+HbjTtDtdWMqNFcXtxZKq53BoViZm+h85cfQ0UVLStf+ug7u53H7LAJ/aa+EX/Y36R/6Ww0UUVyyLP/Z) | SJM 679 x096 100102 Hængesmykke
Hængesmykke af guld udformet som en oprullet slange. Dekoreret med påloddet filigran i form af små blomster samt snoet tråd og perletråd. Slangens hoved er udstyret med to kuglerunde øjne dannet af hvælvede guldskiver. Øjenbrynene slår et karakteristisk sving og er dannet af samme trådformer som ryglinjen. Ved munden synes der at være to oprullede læbelapper dannet af perlesnor. Smykkets bagside er lukket med en glat, påloddet plade, hvorpå et profileret, påloddet bånd danner et øje til ophæng. Heri sidder en kraftig guldtråd, hvorpå er trukket to grønne, opakke glasperler, hvorefter den fint tilspidsende guldtråd er tvundet rundt og rullet op i to spiraler, som en snor har kunnet trækkes igennem. Ophænget er en smule deformeret, men ellers intakt. Mål: Cirkulær del/slangekrop: diameter: 17mm. Slangen inkl. hoved: 25 mm, hele smykkets største mål, inkl. ophæng og perler: 34 mm. |
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| SJM 679 x007 080701 Fibula af kobberlegering
Fragment af pladefibel. Meget slidt. Måler: 2,5x2 cm. Rest af nålefæste bagpå. |
![](data:image/jpeg;base64,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) | SJM 679 x074 0821 Affald af kobberlegering
Bronzesmelte/bronzestykke? Vægt: 17 gram |
![](/grafik/intetbillede.jpg) | SJM 679 x200 0813 Sværd- eller knivgarniture af kobberlegering
Endekonp til dolk? af kobberlegering? Dobbeltkonisk eller nærmere skiveformet. Usædvanlig lille. Radierende stregroanemtnik på den ene side. Diameter: 1,5 cm. |
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| SJM 679 x045 0821 Affald af kobberlegering
Lille klat metal. |
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) | SJM 679 x139 080701 Fibula af kobberlegering
Fibelfragment, ligearmet fibel. Med ornamentik. Rester af dobbeltfliget nålefæste på bagsiden. |
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) | SJM 679 x202 0818 Bogspænde af kobberlegering
Aflang, båndformet med hul til modhage. Let bøjet og ret korroderet.
Bolt-Jørgensen 2019:Malle. Anden anvendelse måske også mulig. |
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) | SJM 679 x111 1103 Vægtlod af bly/tin
Vægtlod, tabletformet. Diameter: 1,2 cm. |
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) | SJM 679 x175 0903 Mønt af sølv eller kobberholdigt sølv
Gros Tournois. Philip |
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) | SJM 679 x203 080701 Fibula af kobberlegering
Hovedpladen og del af bøjle fra spinkel fibel, muligvis korsformet. på bagsiden rester af flig fra nålefæste, omgivet af kraftige rustspor efter jernnålen. |
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) | SJM 679 x167 0903 Mønt af sølv eller kobberholdigt sølv
Gros Tournois. Philip IV. Omkring 1300? |
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G3gUKsRLcoAOgXGBWj4b+KnirwPp93Y+HfEWo6Na3fNxDZXDRLIcEBvlPXaSM9cEiuTZizEnk+tF9LASKMsgb5B/eYUUzdtx3//AFUVIj+l+ikpaRQuaN1JTTmgB1N3Uc1G7be9K5QyaYIK80+OTa5c/DvU4dBjuJLuXaj/AGTJmWPOW2gcnOApA7Ma7+4fLVA1c8/eTRpF8rTPzQ16OaSz1Aa/eqNRSUD7NkeaGDgAMg/1eM85x26VyXjrw+/i7zLRLRrWKOYxmQy/McjJckYyC2ePevu74rfs06X401q58R6Y/wBk12bHmpM5MEuABuwBkNgD245HevmW4+AXjPR7S/0+98LXTabFNujltUEuFB3HOCd43MefTHoQPGnRnTeiPZp1oVNz5Q174feIPD2myyXWlj7JbDzo5BkCVlyuN/cEEcY4rN0T4sajqyjTZbuS20qOGQxWs0jSfZDJnzViz0y+1hjgEt3avvPxb+z3ffGTw3pOgaffR6c9vbu9y1wHCiRW4DAAkfexgdACe9fPnjn9iPXPgN8N7rx7fa/aw+ILS4MEem27KsbQkspYSE/MWHITaOG5ORiujk56bbMpT5KnKcV4P8XQQfZjqN9qCW1m0H2hTIf3yKCGTyyMjzFJ55wFP4fWXwZ8e634d8Ew2tprC65pV2kt0EniI8grLmSMgZyoKLx23kY5wfklLMapb/ZJhCmqKuLZ7gsqzoTlY2k7OPMOD0+Yg9Bj6F+CuqapoOl2VjFappf2QqVnaZGWBmLB5FYAuS+/bgED5QcV5kari97HW6atrqeiaLo6a/8AE7xHqEEIS1uGto7p5N8qyOih5MkYyxO05bg+nauY+N3jCDSPOtYlI38GT5Q80jZ3fd/Hpxn6169aajptv4M1K+sUZd1sXZZFX985LZywyCQWYjnpgfT4/wDG2l678UPiJpHh7S1kluby6jt4/LHUbgGfgdAAT7BT2rllq1Fbspd30P0K/Y51Gz1H4A6C1ndNdJHLcxSM2flcTPkc/gfxr2ysbwf4T0zwL4Z03QdHtUtNOsIFgijjGOFGMn1J6knkk1sV9nRg6dOMH0R81Vkpzcl1Fr5R/wCCnDbf2T9Z5xnULMf+RK+rq+T/APgp1z+ynq3/AGELQ/8Aj9ama3PyK+E+gp4i8SXFrNo19rsS27S/Z9P1WHTnUhlG4yyo6kc424ycg54qb4pfC/WfD8l1rQ0SbR9C3IkcV5rFtfToSADlo9pbLAnhBgEA+pr/AA10d7nxCyyaPoWsxSW7FYfEGrDT7fgryJfPh+cZHy7s4Y8cZGD8RrdbXxdfwpp+l6UqbP8ARNGv/t1qnyL9ybzZd2ep+c4JI4xgV0GcxupeTTWT5uMkfSlZduc/lUiJY27lio6Eiiot27n8KKAP6YgaX2FIKPekULSNS0GmA1qhkzU+2mMtSyihJHuameSTWgYqPJFZ8o7me1vxVWSMqa2WiqrNb57UnEdzIWziSZ5liRZnADSBQGYDoCe9fO/7a3w0s/GfgXS9a1XVF03RfDs0lzfRsxBuY3CqIkHALs4RASwxvJ56V9JtGV4NeA/tveDdV8X/ALPusppCzzXFhLHfSW1uu4zRoTvBHcKDv4/u1z1F7j0Naek0z83Ne8c217reoX9xB9ng/tDzIbOzXYkEbuG2qSvOFUKOPfmuq8H+JNS16G2lmnKW6r5CwQKFVwrsySNkfe+YjdnPGD048j0NbzUL2OC6b/R9wBV1BGAOoBGOP8+3qPhhk0/ULaG0jkuJGIjCRku0jE4AA9c46fhXiziorXdnsRbvfse3X/i3UNJ8IxWEJUwrjcwckZ24z7nH5ZOc5r279hPwzZ+INS1vxfLp6mewVdPt7xgeZGy0u0dMhdgyP7x9ao/Bv9kXW/FU9pqfjuN9J0SIh00hm/0m4wc4kx9xD6fe7YHWvsbw/wCG9K8KaXHp2jadbaXYRlmW2tIhHGpYkk4Hckk12YTBcslUl0OPEYlcrhF7mlup1Jilr3Txwr5M/wCCnkhj/ZT1TsW1G0H/AI+a+s6+Rf8AgqMSP2Vb7H/QUtP5tQNH5IfCx4F8TT/abrw5ax/Z2G/xPBNNbE7l4VYkdt/ocYxu56VkfEmNP+Evvmil0eeFthEmgRSRWbfIP9WjqrD3yBzk9K1PhbrVtoviSe4utS0/SUNuyLNqOiRarGTuXgRSIyqeM7wMjGM8mtLxt8X9SkuNQ0y1bwzqmnSJ5QvYfCGnWjsrLhiuLcOhBJwwIIIyCKroBwGn6HqGpabqV3aWzzWmnxrNdyL0iRnCKze25lH41nswZm9fzr074Q6r4ct/B3xH07xDrEmj/wBo6VDHamC1+0STSrdwSBFXeo6IckkYAJ56HzCQDcwByuaVtBDkQMQchR9aKZ3xmigD+mCnU2nA0ixaKKKACjb7UoFLQAm2jbS0UAN2+1NaMNU22kx81AFSSzD9uaqyaZ5isjKGRhgqRkEela+KTAqXFMd2fO2ufsKfCjXtSa9GjXOlys28jT7t0XOcnCnIGfbHtiuy8E/ss/DH4favaaro/hiNNTtW8yC6uLiaZo2AwGAdyAfw4r1iis1Rpp3UUW602rOQUtAzR71sYDqKSloASvkX/gqJ/wAmsXnYf2ra/wA2r66NfIX/AAVG/wCTW7pc43araj/0OgaPyY+DuqXOmeKrqW11vxFoLm1ZTceGdPF7cMNyfKyGaLCcAk7jyBxzkYXxQupr7xxqU02p6rrEzsmbzW7X7Ndy/IuN8e99uBwPmPAB9q6D4L6df6j4ovI9P0rxbq062jMYfB0hS6Vd6Dc+I3zHnAPA5K80z4rroNrfXltLpPjHTvFccifaV8T3iSSBdvR08lHDY24yenaq6DPOVyMAg4zmjA65+tOjYqwYZAzj2NR7uTUiFxhsA7uO1FAUNk5x680UxH9MNFeJt+2j8Ex1+Iukr9S4/wDZaRf20vgk2SPiNo/H+24/9lpFnt+aWvD1/bU+CP8A0UfRz/wN/wD4mpR+2h8Een/CyNF/7+N/8TQB7avSivFf+Gz/AIJdP+FkaLnr/rW/wpP+Gz/gkeP+FkaKT6ea3/xNAHtdLXif/DZ3wTxn/hY+iY/67H/CnxftmfBOV9i/EnQy3p55/wAKAPa6K8XH7ZXwTb5R8SdDz/13P+FSN+2J8FlQMfiRoQU5A/0j0/CgD2PvS14wP2yfgof+ak6CPrcY/pUi/tifBVlz/wALJ0HH/Xz/APWoEeyAUuK8cX9sT4K9D8SdAH/bz/8AWp//AA2D8FiM/wDCydBx/wBfP/1qCT2GivGf+Gyvgl/0Uzw//wCBX/1qG/bI+Ca4z8S/D/P/AE9CgD2aivGP+GyvgkMZ+Jfh8f8Abz/9apF/bE+Cr8j4k6Cf+3n/AOtQB7E3Svjr/gqgT/wy6wAz/wATm1/9Bkr2O5/bA+C9rIY5viPoUbgZKtcc9M+lfKP/AAUc/aO+G3xH/Z9TRvC3jHS9d1NtXt5Ta2cu9/LVJNzYx0BI/OmUj85fhNpB1jxHdRf2KNcCW5f7O2rppoX5lG7zGIDdcbR657VhfEOyGn+MNRtzYf2TsdQbP7ct75fyg485eG/pnHatj4VrZza9drd6d4b1JPs5Ij8S381pAp3LyrRSxkv2xuIwTxxkXPGXw6jmm1HVrfVfBun26qZV0zSdZMwUKv3YxI7uxOOhYnJp9BHnMeO/Heo/4j3r3f4P+CfCt7pPgqDXNEGrz+MNem0drw3E0b6fEot0WSEIwUyb7gsfMDLhFGBkmvD9Qtfsd9PAHDiORk3Do2DjNK2lxEXmHBHQEfnzRUf8XJopAdXpPhHWtWgsZ7WASR3kl1HD+9VSxt41kl6njCup569qbD4U1q5WxaOMP9t0641WH96ozbwmYSN14I+zy8dTjjqMw6V8RNT0O10yC2NvIlk93NEGQnDXMSxSA8jPyouPf1rb1zxTc+H9D8CT2ZVpH8NXlk4kGRsmvL+N/wAdshx74plmTN4T1u2t7iZ4VEdtp8WqyHzFOLeV440brzlpY+Ooz7GjUPCWt6bb3txcQqsdmlpJMfMUlVuYxJD35yuPp3qtcfETU7i2vIGWAJdaVBpEm1D/AKmKSKRSOfvboUyenXithvHS6x4T8SLfyxx6hcLpcMEUakB0tozFnvztVc+5NAiC48D+ILbUb+wktQLix1SPRp081PlunMgVM55BMMnI4468im6f4K17UrrTraC1DzajqUmk2o85RuuU8vcnJ4/10fJ4568Go7j4ravdapql+0dsJtR1mLXZQEOBcRtKVC88L++fjr05rc+F/jO71T4ieB7C4WNbeLxOmogxghvMmkgVxnPTEKY/Hk9jQDBs/CutX0dlJDBuS8t7q7hbzF+aO3V2mPXjaI2OD1xxnNEXhPWmtYbtIFEM2nPqit5q826ytCz4z13owx14zjFQ6f8AETUtJWyihSBlsbW8s4tyk/JcpIkhODyQJGx+Gc0L8RtSjsbe1CW/lQ6TLo4JQ5MMk7zsTz97dI2D0wBx3oAtSeE9YgW+kkhCrY2Fvqc/71eIJjCI3685+0RcDkbuehw7VPCuvaTHqUt5b+XHp00FtcnzVbY8yM8QGDyCqN04GMHFW/FHjlGvrqCyuY5LPUfD2m6XcyFGYoYYbV2C8jBEtuFJ543cdKytW+JGqa3b6xDcJbhNVuLa5m2qRhoEdE25PAxI2c57dKBGlJ8PfEi6s2mtZ/6Yur/2EU85MfbM48vOcdf4vu+9VLHwnrupCwNtbq4vbqaytz5qDfNEqPIvJ4wJU5PBzx0NdS3xC1CTw7L4vaKD+1D4wXVjGFPlebsMmMZzt3ds5x371yWl/EzU9G/sowR27f2ffXOoxb1JzJOkSOGwfu4hXA46nrRoMfB4X1y+SxkjgLpe2lxfW7eauWhgEhlbGeNohk4PJxxnIok8Ka7HbmY2/wC7GnDVS3mqf9GLiMP1/vEDHX2rQ8G+PP8ASrK31EwwWunaJq1jbuAcs09vclQ3JyS8u0Yx1H1rH/4WNqQtHt9kBRtK/sfcVOfJEolB6/eyMZ6Y7d6AEvPCut2JvfOtdn2Oxt9Sn/eKdtvOIjE/XnPnxcDkbuQMHC6j4T1zS11Jrq28tdNu4rG6IkU+XNIsjIvB5yIn5GRxz1FMvviJqWo/2l5sVuBqGmWeky7VbiK2EAjI+b7x+zJknI5bAHGOg+KXiy6s/FPi/Ro1jNpeatDeyMwO/fCsqoAc9CJ2zx2H4gjOk8B+IV1n+zTZbbv+1W0URLMh/wBMBC+XndjGSPmzj3qLTvCeu6nBYT2tvvjvp7i3tz5qjdJAiPKOTxhZEOT1zxmpW+LmszeIl1dobQ3Q15vEO3Y2z7QWDbcbvuZA46+9aNj44j0PwX4de0lhk1Wz1bUp3t5ASAk0FrGGIHrskxz/AA0aDMmPwzr+qNaTeU0zX1lcajE7yqTJBB5vmuSTxjyJODydvGcjMF14S1iC0luJLY+RFYx6k7CRSBbvIsaP17u6jHXnpip7H4h6hp8emiKO3IsNNu9KiyDzFcCcSE8/eH2h8HpwvB77+j+JJ9e8JeLxcJFGbTw5bWUflgjciahakE5PXnmjQR5w0mST3pqtTD60Z644pAdx4P8Ai94k8D6TJp+l3FsIRI88DXFpFNJaTOoRpYHdSYnKhRuUg/Kp6qpHFM5ZiT1NN+nNGcds0wJNw2kd6KYFDIzbxuBA24OT15/z60UgKofd36nmvUfH3wQn8JeHV1u117S9UsI7KxuJkiuP3qPcoGVVUqM/xEc52qTjg15RurtPHHxMvPGmj+H9LaCKysdIs47YRQjHnyIoTzpD/ExVVUdgBgdyWM5Dd70u7j3qMMDxRnpSAk3e9dv8J/BMPjnXryC4+3zJZ2Ul79j0qMSXl2VKjy4VPfDFicHCoxwcYrhuK6j4d+Nh4F12W+ezN9b3FrNZzRRztBJ5cilWKSLyje+COoIIJFCAi8cafomna0E0C8urqwkhRyl9F5c9vJj54pOMFlYH5l4IweDkDnd1bXjDX7PxBrTXWn6XFo1ksaRRWsTFyFVQu53Iy7sQWZj1JPAHFYvLf/XoEOVsEd/Y0qmmc8UufwoA9Y8P/DvwzffC+98Sapf6zpE0NvJ9mkmihFte3Q4SGEF/Mk527mVcIM5I4B8rr0BvilYXHg+ysLjw7Hda1ZabJpNvqE1yWgjgd3YuLcrjzQJHAfdgZDbd3zV55nNMCRc7hg7Tng0zNOGDIN3C5BOKY3BpAS2Nv9qvoIS20SyKm70ycZrU8baD/wAIr4y13RhO1yun309os7jBkEcjKGI7Zxn8azLO4NrdQzgbjG4fafY5roPiN42f4i+MtT8Qy6bY6TJfTPMbXT4vLjUsxb8Tzyx5NAHNx+pp+6o6XNAEsbDcOM+teseF/hfo2reH9Jgu9VvbXxJr9ndXmmxRQqbXZC0qqkrFg2ZJIJFGBhcKTnJx5KkbOHK9EGTz2yB/WvR/D/xdh0Pw7ZW8uhrd67plpc2OmaobkotvDP5hbdFj52VppWRtwwX5DYFNW6gedspDFTjj05pFySAo3H2HvRv/AHbAqpJIIbPI6/5/CtDStJOpWWqXCzCM2FuLjbtyXzLHHj2/1mfw96QFWa4WSSR0jESN0jySF+hPOPr+tMODzyeuOK6W/wDBMmn2+oSG7U/Y7ezuD8mM+eisBnPG3f8Ajil1jw/pVvo7ajo+pT6jFb3CW1x9qtBBhnVijJ87blIjf72COOOeGBzSL34GPrzRU0MUlx+73RqMNLlgAeFJxnr24HSikBkybd5COzRg/LuGD9cZOKTHBNFFBQn1pM0UUCHbqfu+UMck0UUAJ0ooooEO6cbjz1ApW/LHBoooGJn0pV6iiigBcHcOee1HNFFAhCKXacA447UUUCDmpHcyEEqB8oHHsMZ/SiigYLz36fnS8A/xfhRRQAqsDwwz6c4rT0XxBd+GLyZ7byHMkZhljuIUmjdchsFXBBwygj0IFFFAGxrfxQ17xBp81neT25iuDEZ2htIYnlMS7YizKgJ2g4HNUde8a6l4kt0guzbpCshmZLW1itxJIRgu/lqNzdeTnGTjGTRRTuBhqx55ooopAf/Z) | SJM 679 x180 0819 Anden genstand af kobberlegering
Fragmenteret genstand i to dele. Ornamenteret med blomster/firkløvermotiv og prikker, der er i posistiv på den side og negativ på den anden. Så symmetrisk og præcis, at stykket næppe har særlig stor alder. Ligeledes ses dele af et centralt, skarpt, cirkulært hul centralt i motivet - hvilekt ikke stemmer med f.eks. en blikfibel. Der ses ligeledes ingen rester af nåleanordning eller loddespor herfra. |
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) | SJM 679 x129 080701 Fibula af kobberlegering
Pladefibel, oval, meget slidt overflade. Antagelig S-formet slangefibel, hvor kanterne er gnavet meget af. Største mål: 2,8 cm. |
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) | SJM 679 x185 080701 Fibula af kobberlegering
Fragment af korsformet fibel |
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) | SJM 679 x168 090101 Fibula af sølv
Fragment af fuglefibel i sølv. Loddespor efter nåleanordning på bagsiden Største mål: 2,3 cm. |
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) | SJM 679 x193 0813 Sværd- eller knivgarniture af kobberlegering
Knivbeslag? |
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) | SJM 679 x198 0818 Bogspænde af kobberlegering
Fragmenteret beslag, måske bogbeslag? Rest af forgyldning? Største mål: 2 cm.
Bolt-Jørgensen 2019: Malle |
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| SJM 679 x040 1110 Anden genstand af bly/tin
Sammenrullet stykke bly. Næppe runeamulet? Længde: 4,6 cm., diameter: ca 0,9 cm. |
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| SJM 679 x044 0819 Anden genstand af kobberlegering
Endestykke til aflang genstand fra nyere tid. måske pibeudkradser eller lignende? Udformet som et mandsansigt med en stor pelshue eller lignende med rem nedover hagen? Rest af forgyldning? Længde: 2,5 cm. |
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| SJM 679 x133 0819 Anden genstand af kobberlegering
Fragmenteret endebeslag til et stykke bestik. Kniv, gaffel eller ske. Ornamenteret. |
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) | SJM 679 x302 080701 Fibula af kobberlegering
Korsformet fibel, fragment bestående af hovedpalde med punkt-cirkel-ornamentik samt dele af bøjlen. På bagsiden rester af dobbeltfliget nålefæse med rester af jernnål. |
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) | SJM 679 x304 080701 Fibula af kobberlegering
Mindre uidentificeret fragment. Antageli fra fibel og i så fald fra en kraftig hvælvet bøjle. Det samlede indtryk gør det ikke sandsynligt at der er tale om hverken en næbfibel eller en kort ligearmet fibel.
Anden funktion og alder? |
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) | SJM 679 x306 0808 Nøgle eller skrinlås af kobberlegering
Lille skrinnøgle. |
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) | SJM 679 x307 0905 Anden genstand af sølv
Fragment af sølvskive med præg på den ene side. Perforeret. Fragment af smykke eller mønt? |
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) | SJM 679 x274 080701 Fibula af kobberlegering
Hovedenden og del af bøjle fra korsformet fibel. |
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) | SJM 679 x112 1103 Vægtlod af bly/tin
Vægtlod? tabletformet. Med forsænket firkløverdekoration på den ene side. Diameter: 1,7 cm. |
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) | SJM 679 x003 0810 Mønt af kobberlegering
Mønt? eftermiddelalderlig |
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) | SJM 679 x197 1103 Vægtlod af bly/tin
Tabletformet vægtlod |
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) | SJM 679 x025 080701 Fibula af kobberlegering
Fragment af trefliget fibel. Let bøjet. Rest af nåleholder på bagsiden. Mål: 4,2x2,5 cm. |
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) | SJM 679 x033 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt? |
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) | SJM 679 x035 080702 Hængesmykke af kobberlegering
Fragment af genstand af kobberlegering med tinbelægning. Kvadratisk del med knopper i hjørnerne, hvorfra der fra det ene hjørne udgår en afbrækket stang med uregelmæssigt tværsnit. I kvadraten påden ene side antydning af relief udsmykning indrammet af en cirkulær forsænkning. Forlængelsen fra det ene hjørne formentlig for lang til at være en afbrækket øsken. Måske er genstanden snarere enden på et finere redskab eller måske påsat udsmykning på skrin eller lignende? Kvadratens sidelængde: 1,6 cm. Samlet længde: 3 cm. Datering?
CLF: rest af vandret hul i forlængelsen - formodentlig hængesmykke.
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| SJM 679 x038 081002 Møntvægtlod af kobberlegering
Møntvægtlod. Kraftig korroderet og stort et uden bevaret overflade. Sidelængde: 1,1 cm. |
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| SJM 679 x043 0800 Kobberlegering
En lille stump bronze. Fragment af genstand? Længde: 1,5 cm. |
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FzXCfFKZxY26I2NzHj8q7vtXnHxWcxizdm2xgNkntjvUy2HE+Sda0xtU1nULsnExuZSB6KGKj8cL+tUr68trJo3mQxxphvM2sVGSOpHQ8dM1valIL66uJox5T3EjS7cgYDHODn0z+lZ62MxV4HRZhkMVfG0gnIz2614XMrkSjJvYuXGn/ZfDtyYY1iZ5I2246ZJHA+uOK19LuB/wiIlbaCTkFBjr8uOgrH+ex06/lkYiVlGE3gjcGBHTv1+ld18H/Bg8Y2ttbmHZYxzl5OCAAOf54pr3naJcIu6v5ml8JfhpdeJPEFpql3bp/Y9u3mSmQf62ReVUD2PJPtX1Dbpn5sYHaqGj6TbabZw2VpEtvbQrtVEGABWsqhRgcAV7FOmqat1BvoKKkFR0vpWhmySiiipJClFJS0EjqKSl/SpZLFFFJRSEU91LTM0bq6DrHZozTd1GaQDt1FNpaAF/WikooEFZHiHRbbXLGW2u4VmhkUqwb3GOD2/CtemsoYYpNDPjL4ofDG88DSG6iWR9NaQqZGydmTwS3oawv7LvVtUmlwqE92zu9Oh6V9vXWjWuoW0tvdQx3NvKCskMqBkcHqCDwRWPefDnw7fQGGXSLMR4x+7hVCPoRgj8K86eFu7wdi+a+58ZmwkumS3gjM87/N5UceX9AMDlq+tfhL4Rk8H+C7O1uV23so82dQMbSei/gP1zU+h/Brwr4f1qDVrSxcX0ClY5JJ3cLkYJAJxnHf3PrXbRwqh9frWtCi6b5p7ik49BlqpVSSMZqekpa7DIWlFJSikA8DilpFpakgKUUlKKCR1FFFSyWFFLRSEZ2aCaSk/nXQdo6im0ooAWnZpmecZpaCR2aKbS0AOo60lLQAoopKWpEFHvSUoFAh1L+tN6CnKQelAhaWkpRSAetLRRUkBTqSloJFooopCCiiipJM3NJSZozXSztHUZptLSELS5ptLQAtLSUtAhRTqbTqACiiloJEpwpBS0hDqMck0ClpAFKKSlpCHilpFpaTJFooopEiilpKWgAoooqbE2KH2Ob+5+oo+xzf3P1FaVFVzM09ozN+yS/3P1FL9ll/u/qK0aKOZi9ozO+yy/wB39RS/ZZf7v6itCijmYc7KH2WT+7+oo+zSf3f1FX6KOZhzso/Z5P7v6il+zyf3f1FXaKOZhzsp/Z5P7v6il8iT0/UVboo5mLmZU8iT0/Wl8l/7v61aopczDmZW8p/T9aXym9KsUUczDmZAsbelL5belTUUczFzMi2H0pdp9KkopXDmZHtPpRtPpUlFFxXGbTRtNPoouFxu00U6igAooopCCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD//2Q==) | SJM 679 x069 0819 Anden genstand af kobberlegering
Fragment af bronzegenstand. Glat bagside, forsiden dekoreret med geometrisk? mønster. Største målca 2 cm. |
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) | SJM 679 x115 080701 Fibula af kobberlegering
Skålformet dyrefibel. fragment. Største mål: 3x1,6 cm. |
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) | SJM 679 x134 080701 Fibula af kobberlegering
Metalklat |
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) | SJM 679 x155 0903 Mønt af sølv eller kobberholdigt sølv
Romersk denar, kvindebuste, Faustina. |
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) | SJM 679 x173 080701 Fibula af kobberlegering
Fibelfragment. Bagplade af kobberlegering til større reliefffibel, hvor den ornamenterede dle antaelig har været af nu tabtgået sølvblik. Forsiden glat på nær rester af nittehul. På bagsiden rest af nåleskede. Største mål: 3,6 cm. |
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Bug7YJ7cDNfTPgWe20vRL7UolBitQrzFACzJ0OPzBqr+0x8Hf8AhG/H9vLDYxr8+2Q7S3RVCjPOMrzng/MKl8E6S+m2N1ZtHJFny5yz/wAS7gfx4HP1rxako25WetR1p3R8YfGK4h8S/E7UAGc2UxkltxHHwS2cNjI9Byew9qq6T4ThvPAa6jpsCrrFq+12MwYybnx/qzyWAyOOOnUsMe/XHw/0nVfjrrfkRq28rNHIvK7sMZYh0GGYqM+m7HrW9pnwt1Hwh4h1fXdGMaWemtHJMI0G6LKqflY8kgseegKmtFU5Yx5S1FauXU5r9jn4k+JfAfjW88KweGGLa/Zy6a9vfCOzZZvLZUkDSsigglcqeSMgcmvvT9p6HTdfh0vRHul/tuS1AvBHJseJRgo2cEK2Wkxz0ZuoNZPgH9pTS/iBov8Awi3j/wAHvqjiIZma3jltpUHHmSeYQqEAZ3bsdxiuU1TVNLmkik0CKJNMO9LfbO1wI0U42+ZklwCGXqfbipqz9nBuLun+BcIupJcytb8TjNa8H+L/AIfaEuraVqF1LGHjFxalkkGFxhyTjjIA45rK1TxD4P8AiT4mMt7I3hXXRbo73EZVkuQMYyTwSPcKcAda9X8O/ECK10+fS9WjkllkAKBFyQrE5XB4wFAPucgdK+OfjFfWOk/ELWLXw7KJLpkkCwxy5a03YzuVR8vLHsOuO9eVGiq8bPQ7FV9k7xdzsPHnwF1LWL4LdeO7B9IjJdWhtiZWGcjjOOvvxVTSoIvAtnLnzGhtgzqzy/O2QcyMxJ+Yk9T2xwBxXI6h4k1/wjFI0VpdSadCkNvLcywrIgdkLvEZE+X75fpg4/hGMVgeItavNS8PzIGyLpQpiDE7Bn7oPPQLj8RXoUaDpKzd0c7rc95Huvw3B8R6PHczXCqJdrtErLI7E88jPoa+ufhz4IsfBPh0Xtu5kuArSyuc8nGQMdscY+tfnt4Y8e6n4L/sO+jaGO2EqJcWzJkOv+9g4wAa+2/E3i6e58HXcGkzq76hYLFE0LBtrSfuxgg85ZkGfb3qLTU99DO8nJLoej/sg/EK6+KHhnxJrs6IsP8Aa01vbFARuhU4QnPfHX39q9/rzD9nH4f2/wAOPhXpmmQWotGkZ7iRNuDuZiefevT696imoK55Fdp1HYK8C/bwbb+yd8QD/wBO9uP/ACZir32vAP29F3fsm+Ph/wBMbf8A9Koq2MT8c/hHoX/CReOEsn0W98QRtFI5s7DVI9OkOBwwmkVlAHpjJrb+MXwX1/SxdeIbbwtdaDoFvEnmpqGv22oyht23IZNhIJI4CnHNYnwy0KS78X2pm0XR9Zt7iOXZBrmqrp1qxA5zN5sYVhkYXcDyOKzfjJYx6Z4ua2h0fRtDQQoxtNB1canb55+bzhLL8x7ru49BVLbUZwDNQCW70PGMjaSRj0x25oZCvX8qQiWGRlbIcoR/EtFQ7t2KKYH9KtFFFYlhRRRSAxfEng3Q/GEUMes6Zb6isLbo/OXJU+x649ulVrn4feGri1a3bQdOERTy/wB3bIpC+gIGR+FdHTWpcqe6HdrY+QvEn7FOqJ47i1rw9q9klqkm9VvNwkCnjacKQeDjPf0FHib4K+IPA8N3LcRRXemXMRjeezdmWJypUM4IBOc4yRjkV9d4qjrmjprmkXdhIxRbiMpvAyVPY/gcH8K55UY2bjudEa89FLY/Jf4va54o8Ja2kkDTXXh8D92ltmOVWZWJBC43jbzjoMYwO/G+Cfjle+CftBtbcz2ErF5LC5RkIJ6sndD9OuOc193/ABD/AGePE+qa5FFZaKlwm3Au4ZItgJzk4cjuScHrn2rwX43fsc+NtFu7jWn03T5tNtY90MsMoZAT/C2cNuyeMqV468V5qhOatOOx3qpFe6pXuebeJP2qtS0XwPqOo6RZNpGqLBGbdrqJX2I8gXMZI4IDFhnt2rzX9m/4yeA9Bk8XDxncX0epa+I447poTPGPmLSPI2S2S208Ang1X8b+H4fiJYmwNy1jqVhb52ytthkIbBVffknj0Y14cPA2qQ65cackXmSIyhmAyRx61vQjTUNFZmdRz5tNj9W/F37Rn7Ntx8EbTwFdatdeKNKsRBI8OnwmCSeWMbwAZNrqGI2naMgNjiviWG6g1KW5ksIpLSxncyR20jbjEuchffAx+VZfwt/Zt8ceKLyJdC0abULtipCrEz7Qc/MSMgAe5719p/DH/gnX4ouAk3irWLXS1c73WICWUcdAq4UD8a3kpVGuVaIiLhTT5nqz5ZfT5ZdP0ryrRprZLmRZmjUt5cRU84x/tHn6V9tfst+DDHbwI7sVt9sVt+7G0uUIUnkglWO7jj5Qa9Bh/YZ8MWNhaQWmt6gHSTdM86I6yL6BRjHPqT6V7P4D+Gum+BNNtbW3JuHt87JGUKFJGCQOxxxySaVOjUjKzWhE8RFp8p1dvCttbxxIMJGoUfQDFSUUV6Z5oV8//t7SeX+yd49P/TK2H53UVfQFfPP/AAUA/wCTSfHf+5a/+lUNAH46fCl4f+E2jFxJ4bjj8p+fFQkNl07+WC270qt8ZvJbxi5t38NPF5KDd4TWVbM9e0gB3evbpU/wq1GDR/GqXN5qekaREIXU3Gt6QNTt84+6YDG/J7Nt49a6vx18b73StSmsdN/4QXxFZNFj7da+CbK3GSOQBJbqwI9cfSqWw2eR6L4f1PXYtROmWkt0llatd3RjGfLgUgM7ewJX86zGYM3JPpzzXrv7OWqeHbK+8cW/iXXI/D1jqHhq6tFuzCZm8xniKqkYI3McHjI/SvJryOOO7mSCQywqxCyFdpZexxk4+lFtLgRJEGIxgeuTRTeB/SigR/SlRRRWBYUUUoFUAlG006nbaYEe2lEdSYpdtFhXGhRWF468Lt4w8L3mlpMLeWTa0bsMruVgwB9jjBxzzXQUtNq6sK7TuflX8av2cZtJ+JN1/adrNZpdSeaWtQIlAJP3SBgg46+vpXtHwB/ZY0u+vLKSfRlu7O3kDnULobsx7slN2PmYnPTpntX3LdWNtfR+Xc28Vwn92VAw/I1JDDHbxrHEixxqMKqDAH0FcMcLyz5ubQ6HiJNWK+m6TZaLaJa2FpDZW6DCxW8YRR+Aq3RRXecwUUUUAFFFFABXzz+39837JvjgZAytqOf+vqKvoavnf/goCvmfsm+N1zjItev/AF8xGmB+Pfwh1s6H45FymuX/AIdIgkX7dpumLqEoz/D5LOowfXPGKofHDVm1rxvLdNr994kJgjH27UNMXT5Tgfd8lWYAD1zzWp8EZL2Dx9myl8XQXAt5Pm8FqTfY4zwCPk9fwrX+N0nhu4uLt9Vu/iJN40WOMJ/wmEUYbZkYDlmMgG3OMcU+gzxZcrweAaVh8xOe/NKkhLhssDnn3NNaQ+YTgd6ABl2MBuDcZ+U5ooVfM3c4x6kCigR/SltpcV52f2jvhV3+I3hYfXV4P/iqQftHfCtuR8RvC5H/AGF4P/i6ixR6LilC150v7R3wrPT4jeFv/Bxb/wDxdTL+0T8LOR/wsbwtnv8A8Ti3/wDi6LAehBaXbXn3/DQ/wt/6KN4V/wDBxb//ABdKv7QvwubOPiL4VP8A3GLf/wCLpiPQaK4D/hoL4YYB/wCFieFsHn/kMW//AMXTk+P3wykbC/EPwux9BrFv/wDF0xHe0VwS/Hz4ZMQB8Q/CxP8A2Gbf/wCLp/8Awvb4bBVY/EDwuFYkBv7Yt8HHX+OgDuqK4QfHr4aN0+IXhb/wc2//AMXTh8dfhuVLD4geFyPX+2Lf/wCLoA7miuH/AOF6fDfp/wAJ/wCF/wDwcW//AMXS/wDC8Phyef8AhPvDP/g4t/8A4ugDt6K4X/he/wANc4/4WD4Wz/2Gbb/4ulPx2+GyjJ+IPhcD/sM2/wD8XSA7miuFb48fDVevxC8LD66zbf8AxdOX45fDhuR4/wDDB+msW/8A8XTA7ivm/wD4KHNt/ZL8Z45+a0H/AJNRV61N8cPh1bsFl8e+GYmIBCvq9uDgjIP3/Qj86+cv2+vjJ4G179l/xTp+j+MdB1bUZ5bUR2ljqUM0rgToWwqsScAE/hQB+XPwUsLvUPHnlWeja7rsot5G+x+HtTFhc44+bzTG/wAozyNvORzVL45WVzY+PriC80nW9Bm8qLNn4h1AXtyAV4YyiNAVPYY4p3whsLXVvGTW9zo+na5H5Dn7LqetppMWQR83nu6DI/u5ycn0rovHnwR1LUtSu9S0y38JaDpyRbvsMPjbT7sjavzEFrksxOOn4CqV7DPHI2OCmSqEglc4BIyAfryfzqFvvHnNe2fCPwf4Nh8Ew+I/Fmk3WupqGvRaHDBbXjW/2ZPLEks2QDufDIFB+Xhsg15r8SvCQ8C/ELxJ4cS4+1JpOo3Fis+PviORkDfjilbS4HPrMV4GACCM7RRUXO4ZNFAHV23hXxFcW9tcR2UskNxp8+qxMJVG62ieRJJOT0VonGOvy8DkU2fwn4it453ezcLBp0erSHzFIW1kZFSTr0LSIMdeelWrf4s3+m2WnWQtbaWOz0G60NGDHmO4kmlZz/tKbhhjp8orofiB41n8Ox2drBHHMmseC9P06VmzmNQ0Uu4Y75hA57E1JRyl94T8R6VHfPdWLxLYRW81ySy/u0uFDQk4PO4MD7Z5xU154J8UWNxfRXGnyJJZ6jFpVwPMU7LqQOUj4PJIjfkcfL1p2tfF++1uHXYpLOGEatbafbSFWb92LSNEQj3YICc+tdVefFRda8K+KddnNvDq934u03VlsBJ95UivCxUHkqCyAntuHrTEcvD4I8T3GoQ2MWnSvczaodFjjDqC14CB5Wc9csOenPWo9K8J+ItYTTms7GWddQknitSrqPNaFQ8oGT/CGU/jWpYfHS/sdcs9TXT7ZpbbxM3idVZmwZSynys/3flHPWtv4K+OJ9S8V+DNDeBUi0241K5jlQnc5ntwCCPQeUPzNAHIW/hfxDdR2Tx2cpjvLCfU4G3L89tCZBLJ16KYZeOvy9ORS/8ACL+Ire3luRaSrCmnLqrPvHFq0ixCXr0Lsq4681Y0/wCMF5pkelQrZQyLp2h32hJlj88dy1yWkPupumwOnyinTfGC7l02ez+wwhJvD0fh8vuOfLS5ScSf72UC46Yo0Ahl8K+IbWO+mns5USxtbe+uNzj5IZxGYX69GEsfTn5hTtT8N+JtNbUvt1lND/Zl3Fp93uYHyZpA5jQ4PcRvjHHy10Xjz4hQ/wBpatp1pdWk9prHhrRbOW43lhE9vZ2khUbQfm8yExkHoc5xisPxB8Z7/wARL4nWWxhj/t3VrXVpNrk+U8CzKEX1B888/wCyKBDZPAviv+0lsDpswvG1U6GIty5+2ggGHOcZyR7e9VrHwx4j1L7B9kspZRfXM1nblWH72aFUaVBk9VWRD/wKvQpPindf8I/B48+yR/bP+FgSa39kDnZu2JLsz1xnjNcToPxlvPD39gmPT4pF0vU77VI9zkCRrmOGNkPsvkjB/wBo0DKcPh3xHqC2EkVpPKl9a3F3bMGH7yGAOZnHPRRE+f8Ad4oPhvxGsIk+xzbDpx1XO4f8eobZ5vXpuGPWuj+HfxHjuL3SLC/ENlb6R4e1yzinaXaJGntbplBzxktJsAHUkfSsNfi7epYrAbON1Xw+3h7fvP8AqzK0m/684x7UAZl14b8Q2S3TTWM0YtbCDU5iSPktpjEIpDz0YzRe/wA4zS6h4b8Q6Wl/JdWM0K6e8Ed0WYfummUtEDg/xAEj6Va1D4vXepR6xG9jEg1LQbDQGIc/Ilq1qVkHqW+yrkf7R9K6j4weOJtJ8ReMNCSBJItUk0y4eYsQyeRb8ADvnzP0oEcveeDfEdnqN3azabNbzWmojSZo2YHZdndiHg9SUbHbjrUlp4Q8U3c1pDBp1w8l5qD6VCoI+e6TZvi69R5ie3zVc1P44Xur67qupPp0CPqHiaPxK0Yc4SRDIfKH+z+8PPXiumsfihHpPhnw94hj+zy6pZ+Mr3WDprSkHa0dqw6chSysM98H0p2QHGDR/FfiaWyuzFd38moLMYJpZNzTCBcy4JOflUfpVOfwrrrWEd2bKZrZ7FtSWQYINsJjCZPp5ilfqK2PDvxcu/DtroEUdlFKNHXUFjLSH5xdR+W2f93ORXR+EPGEniLwhr9nJbrCujeDJrCNgxJlB1JJtx9DmYjHotFkFzx55dzZpm85prdzzSe4/WpA9F+G/wAa9X+G1jNZW+naVrFm1zHfwwatbmZbe6jUhJ0AYfMAxBBypwMqcCuH1bVrrWtSu9QvZWuLy6laaaVzku7ElmPuSapc/Wlzg+tO7tYB6sMcgE9qKREEiSN5iqVAIVs5bntxRQMq2kL3l1DboUVpHCBpGCDJOOWJAA9ycV6n8YvgH4p+GMct9f3dnq2jWrW1mL231G3mZHkh8xYzEkrOoAD4yACFyOCK8jVtrAn1r0r4zfGJ/ihdabFaWQ0nSLK2hUWiMWM1wII45Z5D/EzeWAPRVUDvkGec7jS7hjrUftQccCkBLuweDivRPg74Jj8UXWt6hd6veaNp2h2P2+5n0y0+03ZUyJCFiTemeZRklgAAc9hXnAx2r0b4IfFC3+Fuv6pdXI1KKPUNOk0/7Zo10Le9tNzo/mROQQD+72n1V2GRTW4jA+IGg6X4b8SSWmi61Hr+mPFFPBerH5TMrorbZEydkiklWXJwVPJrmdxY9a3/AB1rWka14kubnQdNk0jSdsccFtLL5suERVLu+Bl3Kl2wAMscACsDO49MnrSEOVvmBxn1FKD/ADqP0NOz/jQB7V4a+Euj+IPg/qniZ/F+qafDpsD3D2t1pO2xkvMYW3imM/zyN8o+VCQMkjArxnuRXrmofFrwvq3w70qwvdE1C513TNIfSLSJrlP7NhLOzG6WPbu83DHjOC2GJ/hryAvu5zTYE0burKUO188HOKZ5h24ySOuKaTuY44FJt9TSAfbw/aLqKMHYXYJnsMnGa3fiRoN14V8f+ItDvL9tTudLv5rB7x85m8pzHu5JIGF6Z4FYlvItrcW82RIFYOVGQRg9P0/Wux+Mfj7T/id8Q9X8Saf4fh8OwahcSTtawTSSF2d2ZpHZ2b5zu527V4GFFMRxdvjOTU+7PWq/QDnil3fhSGWYyNw6nnoK9i+Gvwfg8UeH9OM3iqTRNY8Tzz6bo1hHbF47xo9h2zyBx5aPIyIvyv8AMCSABmvFQ3Ney/Dn40aF4V0Lw+dW0a+vte8K3U95ok1vcIkBeTayidSpYhJE3jaRnJBx1qo2vqI8jmjeKRkZdrCmdPQ05pQ6zO6M0jEEMGwB1zkY5/Or+g6HPrzXqwSRxm1tZLty5PKouSB7mpGV7iaFpf3MLRR7FUo7ZO8KAxz6bsnHpxUJw2fm6e1dRP8AD2+ht76Zp4WFtpMGrt15jleJVUcfeHnLntwam1PwPZ2/h2fUdO1y21iey8s39rDE6eTvOAyMeJFDYQkY5YYyDup2A5JF+gPXn+VFWLW3l1C5jtIIkMs8qxx84IJOAOuB1FFK6W47NmG6jcQGDAcAgYzzRtwM0UUDCj9aKKAFzUmR1YkccYFFFADaP1oooAk+7xkfMPY//q6UkgHH05oooEJzjjpQuSwAGT0oooAUqQ3v2FAGVJzj+tFFAAw2gDIPfilH8XHFFFABznPanySLIVxGI8KAdueSO9FFACqrN06ryac2Mkls+nFFFACqyNw2fRa2PC/iOTwjqpuvsdvfpJA8E1pdhvKmikQgq2xlYcHOQwIIFFFAHW618a7vWNHv7H+wtGsmvbGLTJrq1hkEv2WKSN4oxukKjb5SLuA3MB8xY5NY2sfEOTU9Bk0y30fS9J+0GNry4sInSS7KDC7suVUZO4rGFUnBI4GCindgcsshVgQSNvI5ooopAf/Z) | SJM 679 x178 0809 Rideudstyr eller tilbehør af kobberlegering
Sporepig |
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BNFSwsGmhO7luKK0sI/owooorlAKa3SnUhoAy7+PKmsGdcE11F1HuU1g3tuVyabOmD0Pnb45aIml6pHd28bFb1GMiKCTvUjkfmM/WrOmz2WsaP5dtKLXeP3yKxUq2AW6fQ8/WvVPGHhW28VaTJZXGUb70UyjLRuOhH9R3FeF6l4b13wTqjmbfOsgJE1vEzRtGB82QBx7+n615lai7to6GudJdTak1m3m1CHTtQC2seDIt2rhgynoN2OOuPyrF8a6TbaJeQSWk0aLPtzCcHGBjORzyP1rHh1aO4gzsPkJ8pVmAds+31qstrcR3C3Bnmnt+AIZHDDGPU5PSuLfRPVFRp8kk+hBNPJZqjvEiPvBj3EZ4BwMgHuKyluNR1LUGnltLoRRkAiODdkE+i9B9e/euis7FLi+t1E6pFJIqySCQFEXnIz/nrXpcgisrO3sI4EMewDdIoZXAxkYPUnP6mj2r1TQ6lqbTWrZ57q39lw26wRDzbZoWUKuSzNuGeD378dvaud1ZrhpLdob+SGOPgLM+9AexAbgjAwRXY+I9DT7R/ath/oljMvl+TGqiPzFLZ+UD059+a5XXNJi1Ke0maeWKJXHmR7OCwbrg+mP5fStISjZJofK2rpjRNPcSRT3cT4J3SNjYOeCcAYI5z+Va9nJbrYwgTPJPJI3mDovOMH8j6ZqBUuNQjS0t2MjKmR5hC8jjnPT8e4rrPA/wAPdd8Qa1bWGyOCy+/czIufKGfvbiOp5wPYVdnK0bFqSjrc9m+A/hebR9CudQuBh75gUGOdozz+JP6V6kKrWFnFp9nDbQLtiiUIo9h/WrVevTj7OKiebOXPJyCs7xGceH9TP/TtJ/6Ca0azvEn/ACL2p/8AXrL/AOgGtE9TM/n28MyRP4809YhcXGblQEt71LGVueQszArGf9og16F8RtR8LaXqEUPiPwz4oub1oN0LP40tbwImTj5ktGA5zxnP515LolxBH4zsmvDp8dt9oG+TUopHtlGeTIsSlyvsoJrY+KNxZTa1bNY3Xhy5hFuoLeGra6ggzubhluEVi+McgYxjnOatPQTPZ/2Z7zXNK8NXeqeG9Unkvf7TWE6fLqJttOsFKZ+23qg5kiGMYGF+Q7sjCt4HqGoGaMQyOJpkmldpV6MG28j8QT+NYccxX5c4GeCKsg75hhVAbIx2GRVKWlhF+GXmPjLK/bnsKKjhO2UYGMH7vp7UVaA/o6ooorkAKKKKAGOu6qNxbBu1aFMkXNNFRdjmb2z25IFY11a5zxXXXkIZTxWJcRYYjFDOmLueJfETwKLSGW8sbRPsTKfOhj+UxsTxIox0zjI9s15tDM0KyechEWDg9Cpxwc5PUfzr6nvdPivreWCVN0UqFHHqCMGvlPxBDNpMl9bTu5MM7W24MMsV9M9c56/WvKxNFKSkjrpyurFvT0j84RCMozITHvztdgFYDnrgZ5ra8F6uui3NxbatdyPHdyqLQMSyhySCq9ccnOeg/CuZt4L65sba2i2+cSrJwSACMgnHQYHWrVjaXH2OWzv491wzCSBWfheOSp+vb+dctWOvMgjaa5GXfEurXN5qkmngf2Zp0f3oGkBZyGPzEgnBOemfzqq8UEluRbKZ5dowp4Vs9Dnse1ZU0slreYCK1xIwLvM+4Lz0AJ9x19K6z4f+FdX8aeKYNMt2NtZ2+2W9uEGAq9MYHBz29/oadOLk9NzSVoxt06nUfA34X3esahdanqeTpIURBGGDLIrZO30Axgnvnj1H0jZ2UFhbpBbQpBEowscagAUzTdNg0uxhtLWJYbeFQiIvQAVcVfavbp01TjbqeZUnzu4qingZpAKcBVmIVneJMf8ACO6nngfZZf8A0A1pVm+JP+Rd1Qf9Osv/AKAaFuI/ns8EpJJ4+0z7MdS+1fax5Q0i2FxdFs/8s4yQGb2ruvjZaWStv8RSeOIvEi2w+xx+INJhtFaPecE4fdtzv5APIrznRYILjxtaQyR29xA1ztZLq7FpGwz0aUkCMe+a0/iza2ml+ILZLC106yia3VmTTNZXVIydzcmQMcHAHy+mD3rRbAcSsmAParsLbspwxxxnj1qBY0kjD5CnoV9/8+tOuGCSSImdmcjcuCRQgLjzsrLnJkHBbFFV7eXzl+bh1GT7j1orS4H9JFFFFcwBRRRQAUjUtJQBWuI9wrFvIfmNdC65FUri23VRrGRzzR47V4d8SPhuy+Ir3UJvMksL51dRDgKj4wQR6k5Oe444NfQclid1V7zQYdStJba5iWa3lUq8bDIIrCrS9pGxspWPlE6XLpLQhbhGQYXEBwR/vKeR3q9rmiu02mSxRJcqr/vzuG3aASOScj+HHb6da+gLf4OaBHIp+zzMinIjadyPpnOcfjWza/CvwzDlv7LV2bqZJZH/AJtXG8NUlu0V7VRPlvQ/CmpeOtUt9P0qARSyc3Dn7sCnqxPtxjHQ+5r6t8D+B9P8B6FHptiCx+/NO/35Xxyx/wAO1aWh+GtM8NWrW+l2UVnE7b2EY5Y+pPU/jWjiuulTVPV7mNSrz6LRCBaUCkpwrcxAUtFFIQVl+KDjw3qp/wCnWX/0A1qVleKv+RZ1b/r0l/8AQDTW4H87/h+4WHxtYyPNbwKLnmW6sheRLz1aEgiQf7JBrufHen+F/Ed6tzfeNdLs7mKHYkWn+FGsEYAk8pEiKTkn5iM4A9K47wetwPiDpf2RdRe5+1DYuk3QtrvP/TKQg7G98Vr/AB8XU18UWX9qw+JoZ/salR4o1RdQnK735SRUXCZz8uOu455rRbAQfDDwani/w74+lSyuL+/0rSI72zW3DMyv9st4mbavUCOWTr0zntXDNI6l1yw55XNaHhrxVq/hmG/j0vUbjTxqMP2S6FvIU86Hcr7DjtuRT74rNfduPuSaOgEsNwY2B9KKg3L5mccdDRTA/paopu6jdWQDqKbuo3UAOopu6l3UgFppWjdRupgN8kelL5Y9Kduo3UajAKBS0lFIQtJS0UAJS0UUAFFFFABWT4qbb4Z1c9P9Em/9ANatY/i9v+KV1n/rzm/9ANVHcD+eXQ0tpPGdqt2NPNv9o+f+1mmW1I5/1hhIkC/7vNdN8SfC2jXUL6np2t+CbH7PEFOmaBNqDtOd33h9oVvmwf74GF6Z64nhUSt4806WE3fmC6yPsdgl9MDz92ByFkP+ySBWr8c2uJPFVp9obVCfsagHV/D8OjS43t0iiZgy/wC2TknI7VfQDzy3K7kBUFenvTvvAjBA9etMjUK3XBzUat8xoAdgccjFFG0N0PH0ooA/or/4Wt4NwT/wluh4HX/iYw//ABVM/wCFt+CV6+L9BH/cSh/+Kr+f6Pw74h/s/wC3CBja/wBn/wBq7/OX/j2+0fZ9+M5/1vy4698Y5qdvh94sbUJLMWZ89NQttLKeenFxcKzQpnd/EEbnoMckUtOwz9+f+FveB+f+Ky0Djr/xM4P/AIqk/wCFweBsZ/4TPw/j/sJwf/FV/P7Z+D/Et5bwzQWrPFNHeSofOUZW1j8y4OM/wqM+/bNMuvCXiO2trmeS3Kw21nb38rCZTthnKCJuvOfMTjqM845o+QH9AZ+MngMdfGvh4f8AcUg/+LpP+FzeAf8Aod/Dv/g1g/8Ai6/Advh34sj1gaW1my3p1WTRPL89P+PxCA8ed2OMj5unvVJfCHiGaxhvFtybeXTpNWVvNXm2SZoGfGe0iMMdeM4xRp2A/oE/4XV8PxyfHHhwD/sLQf8AxdB+NXw/HXxx4cH/AHFoP/i6/n/k8EeI4s77UjEtjD/rk+9dxGW3HX+JFJ9uhwamj8B+JZMbbYndNfQ/69OXs4hLcDr/AAowPvnAyaPkI/fj/hd3w9/6Hrw3/wCDa3/+Lof43fDyPG7x14bXjPzavbj/ANnr8AZPCevQ2M12YSIINPj1R2Mi8W7zJCr9ecvIowOec9Aa0B8OPFFzrraU1uovl1WPRCpnTAumJCx5zjHB+bp70fID97/+F3fDzaT/AMJ14bwvU/2tb8f+P0z/AIXp8Od2P+E+8Mg/9hi3/wDi6/AyHwn4huLW1lihzbXFlcajH++XDQwFxK3Xgjy246nHHamXngvxBbQSzSQbY4Us5GYSqcLdx+ZAev8AEvPt0OKPkB++p+O3w327j4/8MbfX+2LfH/odN/4X38NF/wCaheFh/wBxm2/+Lr8DJvh34mhvjZ+R+/8At13pu0XCY8+2RXmXOegVl56HtmqUfg3XfsCX5hxbNpp1ZX81c/ZxcG33Yz180EY698YpfIZ/QB/wvz4a/wDRQvC//g5t/wD4umn9oD4ZL1+InhUf9xm2/wDi6/BY/DnxP/aEtl5K/aI9QtdLYeeuBcXKu0K5zyCI256DHNU7TwTr99DFJHEpjkW9ZSZQMi0i82fjPZOR69qNOwj98/8AhoT4Ybsf8LF8K5/7DNt/8XSf8ND/AAu/6KN4V/8ABzbf/F1+B0vgvXLS1u7l4h5VtYQalIfNH+omdEjb3JMicdRmr8Pw58SvrS6SsCC9/tg6Ht89cfagcFc56Z/i6U7LsB+8En7Q/wALosb/AIieF1z0zrFuP/Z6wvGP7Rnwubwrq6p8RPC7yNZzBETV4CzHYcAAPyc1+GcfhHXru3huwqGOfTpdUQmUZ+zxyPG7H3DRsMdas/8ACt/ElxNHbiFGlkm0+BV85eXvYzLbjk91HPp3qtFrYCv4VkivPG1irJ5kclx93+0U0/Pt9ok+WL/ePFdz8QfhvfeIdSW7sJdFsbaKDa0d94802/kJBJJDeapxyPlAPOfWvGp2kid4X3DaxBXPGRxTF+8TjmlfowPaPhD8N/C/iHS9Fl8Qx3883iLXv7BtJLG4WIWZ2RlpmUo3mHM8eFyvCtzyCPIb/T3sb65tiwZoZGjLKeDg4zXUeC/i34i+H9lPaaRPbLG0v2iM3FpHM1tOFKiaFnUmN8HG5cdAeqgjjmkeRyxOSxyaelkA5VK7snBFFJvDDB4buaKQG/H8SNVXSxp+IPs/9lHR/uHJgN0bnrn73mHr6ce9dJ4q+LlxD4wvbzQ5YprJtUsNXjaWJsme2iKpwcfLmR8jvxXla527sHA6mm7zU3YHZ2PxQ1nTbW3tovI8uCPUIk3R5O28i8qbv/d6eh9a3PiD40msmgtLGeGa31Hw5pVrdYwxHlRwvgHPBDxjP4ivNrdo5Z0EzskbMAzgbiBnk4717J+0F8GfDXw1trLUNC8QXN1HfPEsGn3tl5UjR/Z0d51be25N7heQOSwBOxqNbAck/wAZvEEmujVybYXS65L4g4i+X7VIQW4z935RxU+sfEj7P4Z8N2elyq8sfh6fSNQWSM/L5l/cT4UnvteM5HqRXnLN8uMc03eaXMwO0f4qa3Mx3Nb8y6fNxH/FZQtDB/44xz6mumvfH91a+AdF1GCWA6pPq+u/aEGDhLq1tI3O3PAIaQA+oPpXk2c17h4m8I+FfD3wj0G5/sT7Xe6tpH26LV7fUCbuG4ExRxNak4W3+VkD7ck4IY/dqldgefyfEnV5tOuLJ2i8mbS49Jb5OfISdJ15z13xrz6ZFdIvxhu1srjWDOo8THxNb68o8o+UWRJDnHTG8rxXlrZ9KTnFK4HX2PxI1ixtrWGKWMR21hdabHuT/ljOZDID6nMrYPbiuls/HE2qeBPE815cQC/VtHgt4+FLR28bxrhe+FVMn8e9eXrnaTXuHwr8M+Fv+Ff3Wq+KvDUepG4a6h0v7Nc3P2+9nSIHakUbbFjQspaR+xIAYggUrsDhZvi3r8mpG+82ATnULzU+IuPOukVJjj0IQYHaptD+ITf2DqlhqUgwmgHSbBY4/W+S5wx+plOT7CuGddpNNPQ88VN2B2a/FfXo75rpZojM+oWepkmIf6+2R1hP0AkbI75rY+H/AI2nuNQe01G5hhs7fTdcliZsJ++uLCVSMnruZUAHqcDrXme4Zrtvhf4Tj8ZT+IrY2txfXNro893aw24YuZUKYO0cngnimm7gVrn4havdWlzbPNGYrjT7fTJB5Y/1ELo8Y+oMac9+a6Hwn8VrxfHulatrkytZf8JFHrt55UQz5nmAyMAPbPy15uzbGIII9jR5g44xRdgdSvjzU4YYbeKZBBBYTaZEGjGRbySPIwPvukY5966nwF8R9QufHHh9NTvIY9PbU9Je4kdVUKloBFESewWMnPr1NeXCXpXofwts9Law8Va3qelQ64ui6dHcQ6fcSSJDK73MMIMhjZX2qJWOFYc7e2QWr3A4jVGDahdMuGDSsQVPB5NQL3OMV13xb0HT/DHj2/sdMiktrFkguYreRt7QCaBJfKJ6koXK5PPy81xxYqPak9wJFVucClwy4+X8afbTQIrLcJIQ2MPG2Cv4Hg/Tj61Djc2Fyw7HHP5UAOXP0opVVdxyc/7tFAFCaQbBGvQck+pqHd70NTGNQA7zK3PFnjjWvHepxX+u38moXUVtDZxtJgBIYkCRooGAAFUdO+SeSTWArDnIye3tTlpDHE03NKwz0ppoESwuY5Aw2kjkbgCPyNdjJ8XfE8ngkeE3vozo6xC32/ZYvP8AJEnmiEz7fMMfmfNs3bc84riakTr7007AL+VKSaSl3UwHbjtznvXX+H/iz4o8L+GbnQdN1BYNOmMpw1tE8sXmoEl8qVlLxb0AVtjLuAwc1yG4qoAx68UnXqKd2gF3FjnNNYmil4pAEflssm92VgvyALkM2RweeBjPPPQDvkafhzxVrHhK6nudG1C40y5nge2kmtXKOY2xuXcORnHaszFKqnedvSgB24sclsk0ZNDKew49aTaNvLYPpTAUN0rd8KeMtX8E6gb7RbxrO5aMxP8AIrrIhwSrIwKsMgHBB5APYVhfIDgFmHuMVNMyeXH5Xy4Hzbh3/wA4oAtatq194g1S71PUbmW9vrqRpp7iZtzSOxyWJ9STWn4H0231nXxZ3KpJ51rdLCskmwNP5EhhGcjnzNmBnk4Fc5uOOc5pd2MYoA9a1z4d2WieH9RvbgWShNHtWi2X6MzXhnhWZVUOSXVTIGGPl646VmfEDTorPQrd7nTdL0rUPtbJbRaXOsgltgv3nw7ZAO3bIeX3PknaMedsxZRzilVzxkZFVdASKwz3opFYbuDzRUgUG71G53GiioATp71LHGdpPtRRTQBto6jkUUUANK+lSIMZ4yOtFFIYYyfSl2988UUUxCt/SkGNpznOaKKYAcZ6E1IigsoPAz1PNFFIB3G7g8Z44pTIyKQHOW64PFFFMCH1NDH3z9aKKAHLnqRTmww7iiimAY7U4AetFFAAy8D09aTdt6UUUASbl2gEYbruBooooA//2Q==) | SJM 679 x005 080701 Fibula af kobberlegering
Fibel af kobberlegering.Palmetfibel. . Helt bevaret, men ret korroderet, så detaljerne ses ikke tydeligt. Bevarede rester af nålefæste på bagsiden. Højde: 2,4 cm., bredde: 2,6 cm. |
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s+m3MlxOvykjajTIDlsA5YYGTz0p3xQ13TdbuNOOn+KfE/iVYg4dvElusRhJ248vE8uQcHPToOvbm/hvrZ0PxhZXq+IdQ8LGMOBqulxGSeHKMPlUOhO7O0/MOGPXpXW/GDxf/wkV5pR/wCE91vx15KOC2s2rQG3yVO1MyyZBxz0+6Otd6OF/ErH3D/wSLVf7Q+IpTIQw2ZCt1xul/wr9Iq/Nv8A4JEsTqHxEBx/qLPHr96Wv0krkqfEdVP4QooorM0CkxS0UAJto20tFMBNtG2lpkkiQxtJIyoijLMxwAPUmkA6iuH1n4w+H9LU+TJJqLYyv2UAqfxJH51kt8eNKktpJIbOZ3QDO+RVTPpuyfesvawTtcD06lrw7UvjhquoKP7Pgt7OMEiR2BkZSO3PGR9Ky/8Ahb+r2C+eNQ88Nx86ZGcZwBj61lLEQiSnfY+haK+c7f8AaG1q2uJvtS25VFB2vFwB7EYz9Kls/wBqh5LjyxpcVxEB80quUCn06nPrTWIgy3pqfQ9FeGyftIsYUnt9LjuEwGaPcyttPfOP6Vu6P+0RoGqXiWslvc2szKGIkACgntkkc1SrU27XF0ueq0Vl6L4jstejdrd2V0O1o5Bhh749K1K2TTV0AUUUUwCiiigD+fL4baTpejSWGvW/xL0Tw9rKh/8AR7rT7yd4c7lwdtu6HKnPBPX1q18Xteu9WutKa88Z6d4y2xybJLGwltRACR13wRbskcEbsbT0ri/hnfSWfjGxli1DRtLkVXxd6/aLdWaZQ/6yNopQ2eg+Q4JB4xkdZ8XtSuNWvNK8/XvCOtbUcKfCumJYpFyOJQttDuJ7Z3Ywemee9M4mnzH3J/wSFbfqXxGbHPkWZ/Npa/SevzS/4I/sx1L4jBlPEFn83/Apa/S2uSp8R0w2Ciioby6isbWa5uJFighQu7t0VQMk1maE1JXzv4y/aAumaeawm+xaYHKRSLgyORn9T9cfXrWP4f8AG2s6jbwXl9qDb5eWj88SY9CG/p2P0xXLLERWqQk7n1BkVg6x460PQ5PKudQhM+ceTGwdx9QOn44r53vPEVz/AMJCVkuWDup2s7nLKR6555ri766uLfWRbTSyC2kJ3eX1I5Pb8BWEsX0ijTlPoq8+OlrGrpb6ZMZgSAZZF2HrjBXOScHgfnXE+NfiBqfiKGa2knEMLJmO3jjIVn7Bucn+Vcbo9w1zI8aIUt4Y9m3cA3B6Age4qa/UW7RStEz78KFXOep4/UVzyrTktWZpq9jGmuDJZiGcKjKQVZFyvJ6Y7cDvTbjU7az0/dPH5tsDks5yVBHHA+vrT7m1isYlkd5NqsWHGSeDyefeubvNQNxqAt5TuS4ZIyASG28sPxrnvd3RpoWtMu5ZFlSNvkJJJDkd+uB16ior7UJtLuI0mELQb/LWRSOS2Tg+hqa4R7VY7e0Z3SRxvUYUkZPP3hnP48mua8SSwyWt0yLIZWYFEZuEI6LwOO5/E81rIxjN31KfiDVGutSCrIVAGH/2ueKyJtQ/sczCNf8Aj5IAIHyqe5xn/JNYiagZNS++CzOqLjoPWruvyyKqyxhisPztt69cA1krpnRK1tTrrGw1TR5zc22oSPFPiQq3zKDjPA7fhXWWGnzxvBIzIZmAZlZActzjGRkfhXC6bdiaGAyyypLGMPGwCrnGFyD1OMcZrp01n/iYQOszCWOPJUAkBcAdO30PrVSuyFJNHbaNq0uhyLHbXctrMsu6ONnOFyMFR6/h1r3bwT8TH1CGGHUAspOB9qjOBz0LCvAdDYXwvI7uWKBIPnWSZwu/PICr3roPCNjI2qhftKG2dwAY3+SQkfpgY4/wqoVJwd7mb5Y7H1LRWR4f1OO7tlg8zfLGvX+8vTNa9e3GSkuZDTurhRRRVDP5vvhuZm8X2Qhh0a4lw+I/EEkcdkfkb/WGRlUe2T1xXV/Fr7ULjTBc2nhCz+V9v/CKXEEqt05l8qR8H0zjvUnhXxpYeJtXttMs/hn4IN3MGCG9vby1j+VSx3SSXqovAPUjJ4HJFQfFrS59NudM8/w54Y8Pblcj/hG9VF8suNv+sxdT7SM8fdzk9ccdy2OP7SufdH/BIOdm1r4hxkDC2tmQe/LS1+mGa/MT/gj3/wAjB8Ruf+XWz/8AQ5a/Tmuap8RvAfXkf7THio+H/AAtI5fLl1GcQEL18sAlj0PGQv5161uNeR/tGeBbnxV4TW/sfMe508MZIYkDNJEcbto7suMj8a56ilyPl3NNOp8fa7rzafo8UBuTNbByyWsUgBVgpGQPcn+dHw71cR6hBfszOWdfNWWMED5u4zz3rA1D+ydR8d6bp9hcrJbW5LahDKfL3hTnau7jLAYHPfNeheJvh3DNHb6logstJv5JRIYIEVItuNpB2Ac9wcYyM1yxn+5UVuc7tGrdnY61qSW95YT4AAdsFuM7Gx+uKpeI7yy/to7T5L7PMTOcNk4xxn1ryL4leOJ/DCaNpc90p1VlfeUb5HOVBYdeMM2Pp7UWvjaDWtWnjjnaF4x5ZH3t6sMfKR/tAHHB5z2rz+V9jsb0ue0eAPEVnqGp3unq0bzRlY3yfyxn2HWtrxuht7iE2vztHKgHIxznOCODnp/kV4z8ObW0ute1Cd7i7t7qRyGiI3vtBxktjcec+mBnArs9P1C6uv7QtZn8y3hdGtrheSygqfm75Ge9EuXlsckHeqautXRuoS+7Zb7sPj73JPH+fauUjjeXxTbRRIrKvmK0jEMrZX5QVOOm79DVjVI9RkKi1VpoZm/e7WKlCG6D1HOc+9XrPVrOO6u7y7SPzUUqhZELDdtyMY3Ho3TtkVEU47HTN6Eer3qw3UrTeZK5YRSSqSASPQemc9PWuE8bw2/mSW1im7zAXSRRneRjK545yfWuy1LxJp7TTTmaOMZXP2lvLxgD5uTjkYrjfGF958yPbGEOTlCvBkA5KjPB78gVWrdzGMWkkcBa3hkvIPMJ3+cMsRgcdcHvjpXUXCtPq0cG/ZGEBYN0PPcVw0UzyawFk2+aWJYhhwSc49ugH5V2rKf7WdoyQogDbsjGSx45/H8qbWpvL4dSdbpxIkKndEgIDycso3H/ADzV6Hxs1h4i8xA5UxAGN1OJBnAbHYgj9KyNWs7hba0a0kK3DD5mIzyMg5HfnH5VzM9rrce3zXhupunmeWwKrkccHnn+dVbUyjH3T1W88bia9tpl2TJIihgq5J4yR2GevWvSfhn4ug+3W8ckzPGjpltiqv3SFb+We+a8Bs9Z1JLGOyutJsrpNvzMkZBAIxk57/Su98H+F/EPiCeCy0TS5Jsr5beTFuRY25OSxwB9cfeNFn8KRFSPMrM+wfCN9OuqoiDKMcK235SOAVyOn4+lelVxnwv8D3Hgvw3Z219cC5vkjCuVYlU/2QT1xXZ16dCm6cLMqF7XYUUUV0Gh/Nz8OtPGqeLrG1/sUeIjJvxprXBtxLhGP3wQRjG7rzjFdV8XNB/sObTFHgz/AIQ9ZVkO37e115+NvPzM23bn15zVH4e/CfxRrxstYXwB4o8TeHpN+H0e1lUTY3L8kwhkXhxz8p+6Rx1HQ+LvD+jeD9Qsotc+G/irwra3kEqBtYumM+8FcSwhoIVbZ0ZW3AhuqHBrtV0rnI372h9l/wDBHlR/wkPxFPf7LZj/AMflr9O6/Mb/AII8gDxB8RsA4+y2eD/wOWv05rCe5rEKKKKgs8+8S/AH4f8Aiy8nu9Q8M2gvZm3SXVoXtpWbBGS0RUk4J596paF+zb8P/D7s8GjzXDt1N5f3E/4YdyOw/KvTqKVkS4pnnnib4A/DrxYtquqeDdJuTatuhdbYRsp6/eXBP0Jrzrxl+xj4A168+2aXbS+HLjj5bHBiJGedjdMg4OCB/Ovodl3VXkjqrRlpJGcrrY+E/GX7PPxJ8H6rG2h28epWsIC295YSNu27ujxnJ/D5h7msTR/iTF4L1Aab4sik0y5SMiVJrZoWZwxIPzcn6n2r9AWh9qzta8MaZ4ksXstW0611Ozf71vdwrKh/BgRWEsLTktNCIycWfB+sfEHQr5vtUOXtI8SBsllJYjAAz14Jx29qhXxhpV1dQKjhHlBTy51KEHGSPbJx/jX1Hrn7Ifw61rzNun3umh+i2N9IiIfVVYkD6Yx7VmTfsZ+EDpiW1vq+vW9yvBu/tSOzjPQqU2/kBXK8LJbM6FUXU+WtQ1LSdQvB9qtmSSEOHtwFzgdWJ9OOgrm9T17R47eR5RPHGvEbNGVIyM4HGR3r7T079kHw3aFhJrWsyxHnCvCjE4xkkR8/pWzo/wCyf4A0+7S4u7S81lo8FY9QucxjHqiBQ30bIqVh59WXzJ7H55+BvB/ir4ieJZrLwL4YutaUOsbXjrss4R/EXkOBnGeMjJr3e+/Zn+JljJcXD6CbiR0UFba6hdDg+m4NnBPbvX3fpej2Oh2Udpp1nb2FrHwkFrEsaL9FUACrlb+wg9w1PzQ8QaJ4x8N6sYJ/CWo28uwRFY7KT5yDwR2Iweozmo7a18VsttF/wi94t1M+0JLaujfX1Pbp6mv0yopewiFj5n+Dv7Ob3mnxaj4pikgBYstocpI3Pfuq+3Xnt1r6O0vSbLRbNLWwtYbO3TpHCgUfXjvVuitYU4w2BKwUUUVoMKKKKAP5tvAKpeeJrO1uLHWNWtm37rHRJvLupPlJGxjHIBg8n5DwD06joPiTpVlpc2niz8O+J/D3mB948S3AmMuNuDHiCLAHfr1HTvzfgN4I/FNm11carawjdul0VA12PlONgLL3689M103xOuLGaXT/ALFqHii/AD7/APhJYVjKfd/1eJGyPXp2rsjscsviR90/8EeG/wCKi+Iy/wDTpaH/AMfkr9PMV+YP/BHeRf8AhIviIoX5vsdoSf8AgcnFfp7WE9zWIuKMUbqM1nqaaBikpc0lMQUhGaWimIjMdHl1JRQTyob5YpdopcU7FK41EaFp1LRSLtYKKKKQwooooAKKKKACiiigAooooA/no0HWfht4d1KHUNM1Tx1pd/EDsubM28cq5BB2srgjIJH41m/FHxxaeLpNNNp4g8Va+tusgY+J5xKYt23/AFeHbAOOenQV53G3zjofr0qY75GLEgk8k5Arquc/Kr3Pp79i39ri1/ZV1rxDeXHh6TxDHq8EUOyO7FuYijE55Rs53e3SvrWP/gsLojEbvhveBfX+1164/wCuNfmfong641nwj4g1+K4jS30d7ZJInzuk85mVdv0K8/Wul1z4Q6joNz4yhkv7eT/hGbS2up2UNiUTSQooTjqDOvX0NPlUtRcyTP0Rj/4LAaAzEN8Ob5fpqqH/ANpVPH/wV88NNuLfD7UVCnGRqSH/ANp/WvznvPhDqVlLrKPfW5/s3w7Z+I3IDYeG5FqVjHH3h9rXPb5W56U9fhLqf2yC1F/bB5PDreJQ3zYEKwtLs6ffwmPTJ60uRBz+Z+i//D3rwvsU/wDCAakSe39ox8c/7lKP+CvnhXv4B1Mf9xCM/wDslfnPpvwj1PUr3QLZb21R9a0G81+FmLYjit1uiyNx94/ZHxjI+ZeeuItE+E2qa9/wiYgu7VD4jS6e38wt+78gsGD4HfYcYz1FHs0HP5n6QJ/wV58JHO7wFqo/3b6M/wDsoqQf8Fd/BvfwLq4/7fIv8K/Nzw18KNU8T/8ACE/Z7u1i/wCEr1mTRbTzC37qVWgUtJgcLm4Tpk8HjpUGmfDPU9V0zQr2K5tkTWNck0GFXZspMggJZuPuf6QvTJ+U8dMnIg5/M/S9P+CunghsZ8E60P8At5iqb/h7d4FDAN4L1wcZ4nhP9a/M6T4Yapb6TqN+bm1MdlrsegOgLbjMyyMHHy42fuj78jip/EHwr1Xw3B4zmubu1kHhbWo9DuxGzEyzObgB48qMqPsz9cH5l464PZoOfzP0tP8AwVs8BKMjwfrp4/56w/406P8A4K1+A5GA/wCEP10Z6fvYf8a/NnxF8INa8NyeMVuLqzk/4Rd7aO7MLP8AvPOOEKZUZx3zj8aL/wCD+s6TfeJ7aS7tDL4f0a11u4KM+HhnNsEVPl++Ptcec4HytgnjJ7OIvaeZ+lP/AA9o8CdvB+uH/trDn+dIv/BWnwExH/FIa4Of+esP+NfmzJ8I9cE0yveWZaPw6niZjvf/AI92VWCfd/1nzDjp702x+Eus6heaLbJc2ayapoV14hhLOwAt4EuHdW+X75FrJgDI+Zckc4PZxD2j7n6XL/wVk+Hx6+FNdz7SQn/2apI/+CsXw6Y8+FvEC/jD/wDF1+aGk/CXWdVn8JRQ3VmreJrO5vbTc7fu0hknRxJ8vBJt3xjIwR74d4W+Eet+K5PBqWlxZofFWoTadZea7DZJGYwxkwpwv71eRk8Hil7OI/aeZ+mI/wCCr3w4Of8AimfEHt/qf/i6d/w9a+HRUlfDOvEj+H9zn6/fr8yNG+Gmqa1ovhzUIbi2WPX9ak0K1V2YFJ0EBZn44T/SY8EZPDcDAyP8M9Yt9MkvjPamJdcOg4DtuNwBncPl+579faj2cQ9oz9Nf+Hrfw83ADwvrx/GH/wCLp4/4KrfDzcobwxr655y3k9PX71fmfrnwp1nQbbxbPcXVm6eGdZj0O78uRsyTubgAx5UZX/RpOuDyvHJxY8R/CvXvDt94zjvL21lbwjdxWF46Sud7M7Rr5WV5UFD1xxjij2cQ9oz9Kf8Ah6t8PO/hnXh+MP8A8XT4/wDgqh8PZM48Ma/wM/8ALH/4uvzQ1j4T63osniZZri0b/hH7Cz1G6KSMQ0dyYBGE+Xlh9oTOcDhuTxmc/CfWrW61G3ku7PzLLQIPETgOxBt5ooZFUfL9/E6Ag8ZDc9CT2cQ9o+5+li/8FTPh6xbb4Z8QFR/FiHp6/for82G+EWq/bYbf7da+ZN4ebxICCxAt1haUp0+/hCMdMnrRS9nEaqNnhQ9DS7t1FFBZ6f4Ek2/BX4lZOP3mln/yNJWBqXxT1/Vp/Ectzcxu+vwQ218REo3pE8boBgfLgwpyOuPeiiq6Izik2/67D7j4reILp9SeS4jZtQ0e20Kf9yo/0WAQiNRxwQLaL5upwfU11Xjz4lfY7zw7PoN7FM48IQ6LefJkJvieOaPkdQrdR3oopXY+VHMWfxZ1+wuNHnimhWXSdJuNEtj5QOLacXAkB9SRdS4PbI9K7H4EeLr/AFf4jeB9JuXQ2Wki7jtlCgMBIkjtk9+TRRQtyZpcrOP0H4qa74bk8LfY5YQvhjU31bT98QbbcM0LEt/eGYI+PY+tRWPxP1nTbHRrOB4fI0rV31q2DR8/aGEQJY9x+5Tj6+tFFF2XyrsdWnxBjuPhDrTTXkA8QXHi211UWw4LKILje4X+6HdR+IrnNc+LGt+IYfFUd2YNviXVo9av/Ljxm4QzkbeflXNxJx9PSiinzMmMUW9Y+MeveIG8Um7+zZ8TPbvfbIscwnKbOfl5613Hxw8bah4Z+I3iazs/K8vXfDWkafdmRckRfZLGb5eeDvhT14yKKKfQnlXMv67HDyfGTXmllZhbBpNBTw437o/8eqhVHf7+EHP6V0/wt+J32rxZp7a7dWtlZ6T4T1jR7WUjaCJLG98pWPdmln2j6qKKKVy3FWOc0z4wa5pM3heWH7Nv8OWlxY2W6Mn93M8zvv55OZ5MdO1O8M/GHX/C83hFrFbZm8MX0uo2HmRFsySGMtv55H7peOO9FFMVl2Owi8T3Xhv4EfD7WLNVa9sPGmp3cIkG5d8dvprDIzyMiuKm+K+szacbJlt/JOtHXidhz9pIwe/3fb9aKKBRSLeofGDV9ch8S294lqYvEWtxa7ehYyMTp5+AnPC/6TJxyfu88V03xs+KJufiT8UrXRLm2vdC8Ra01wbmP5vMSOZ3jZGz0O78aKKVx8quYWofGnXdQbxHJdLZs+v2Frp90vk8eXb+SYyuTwf3CZPfnpXY/D/x1qHjYfEG+1Mx+fB4HFhH5S7R5cH2WCMkZ67UGfU5oooRMkktDiU+MeuLeRXGLXfHoTeHh+7OPsrRNEe/39rHn17UUUUFpI//2Q==) | SJM 679 x274 080701 Fibula af kobberlegering
Hovedpladen med en støbt profileret knop, samt en lille del af bøjle fra korsformet fibel. |
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) | SJM 679 x284 0903 Mønt af sølv eller kobberholdigt sølv
OAP - Otto Adelheid pennig. Tysk. |
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) | SJM 679 x303 080701 Fibula af kobberlegering
Fragment af korsformet fibel med hovedplade med punkt-cirkel-ornamentik og store dele af bøjlen, der øverst er affladet og med punkt-cirkel-ornamentik. På bagsiden rustklump fra jernnål omkring et helt skjult nålefæste. |
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oZA0U7FJoUJEiHIAcjHIPP/AH0a19P0+XS7d0maORg4O6MHcqn64/lU+oaIZ7ErtMsMxVXXON+T0yPr+FTIFboc5ea5JdaHp0UUC2s0zPFLKhDSeXjeE3D3brx/EM1xfiG0itbGK+ghJR8uFR+AoOGJ4646H3Ndbp8RWZNPnOZAjPJjOFUnam454OFI/Edqkfw/BqFg1u5yQdn3cjjJycDPUjnr+dCaTux62seZNBdahDd24umaOaAFIw4bqg2/j+vauy8M6ZNJa2Uv2ePdtCPDInO5lHByTngk/wCHbHh0ptI1a8hnjb/X537f7rDC/XJJ49q7WSO4kh8i2WOF9oJ2DrkAYB98U5b2KvpdHDeJfDr3niS4sYHjAedj5zEcEBiAO/zcAfWvp79hPxlJEt74dnfH2dAwLN155P15H4LXkWlaLa2OmSrdqkSjCosmNxZug/nz7Zqb4J+Jf+EE+LGnTTSJDaXbrDLklSFPBzxg9a3p1LSTMKtPmg0tT9JKKitQq28QT7gUAc54xUte0eGFFFFABXy3/wAFImVf2YtSDAnOoWoGP9419SV8tf8ABSIgfsyahuBP/EwtsY/3jVR3A/G+6H7w4+7nv3rrvhX8O9N+ImoXsGo+NNF8GR20YdZ9ZeRVmJJG1NinkdTmuRumy/Ndh8K/B/hPxjqF5B4s8bw+CLaGMPDczafLdeexIBXEfIwOea0J6HY+MvgH4b8NeGtR1K3+MfhLWri1iLx6dZtO01wf7iZTGfrRTPGnwj+Fej+GdQvtG+NFrrmqQRF7fTV0K6hNw3HyB24XPPJ44opkpn7r0UUVgaBRRRQAVR121N/omoWy3MlmZreSMXEQy8WVI3r7jOfwq9XnPx+8Xz+D/hrqMlk2zUb7/QbVs42u4OWz2woY/XFKTsrsqK5mkj86/wC0H0211eK3Af7ZObP7fcLgqkeSMLyQSevbkV1/gmzSz8O2azFhch8K+zDbRklT7AlRn3rmPLj1DU44Y5HaxiBKD+FnyN5z2yefwrc0SW61Zmurd1+x2jPbu+CVTBGGJI6FjjjpivBlvqe9dtaF6G7OveLntmdo7S1hDsA+C7kjCsR04DZ+vSu+vdGn0u3hF0PkuoBNGuSAFPK9fYj0rhvh3o51PVoRcvKi3GpbiVJw4DKuMfxKQv516b4gH9ua9iXzPsNsBDDHuDHaOc5zjkk9OOlJx5kZ8/K7djy6501dF1K4nny0cpV224IQAAgnnPG0fTJNbem2jWcCuQpXAJGBjJIyT9evWtV9Dtbq6v4ZYxh42Xk5IySce9V/DatPpiLcEmZZDG+4ZwVwCfx6/jU8rehUpLc53VvDqahcXF0JmffN5u1gDzxzuzyeKquktnmWRf3KyKjZH944U5HXkqPxNeifZRHZqEVIgEYiMYwrdBgenJP4VwesKmoabcwxNIx+zM0a7eYygLZ478D8qXK07sqMuZWRbv8ATTqWkteoiRtC37xVPyhsA8D0+b+dcre2L3V7pcn2fe3nozbW2glSe+OmQR+Br0DwvG91Dp2meUGTUFRJZm/5Y71JDkY9Rg/QD2qnrnhk2s09rECvlzCRCvU85Bz3HH8q0cdn1JU7Xife3hC4F34V0mYMH3WsZJXpnaM/rWxXG/B/Uxq3w40OcRtGRAIyGGOVO3I9jjP412Ve7HWKZ4Ut2FFFFUIK+W/+CkShv2Y9Rz21C1/9CNfUlfLv/BSD/k2HVP8Ar/tf/QzVR3A/Gu8++TXV/C/w74L8Q6heJ408WXPhS0jjUwTW2mtemVyeVKh128ZOea5S6bIK7RnOd3Oe/wDn8K634Vf8K7bUr0fET/hIhZeWPsx8PeRv8zPO/wA3jGPStCeh6L/wrX4Bck/F/W35x8vhdx/7VorN8XS/AAeGdSTw5/wsBdaaI/Y21D7H9nMoHy+YF+bb9OeaKCT91qKKKxNAooooAK434tfD5PiX4JvNHEi295xNaXDZxHMoO0nHOCCQfYmuyopPXQadndHwTf8AwB8YeH9Jksp/DN1JehysT6ePPhdDwWyudpwD1556VH4R/Z2+Kclq0C6J9ksLgJDLFczxxLsDZyVLZOPpnk96++qK5vq8To+sSPlXRf2W/FmlxySNfaa1xEWaD9+53EnIJ+TjqelZvjD4e6/4B0mGa/t55Y5jtea1TzQr8gA7ScDpycZx25r68opyw8HsJV5Lc+HrXwd4k1K+lkg0HUFSXa8atA+/ayjkkDqMHt1+tdjp/wAIvEWoWdzJbaXLHMGA3TqYmlI4BwenQZ+vFfWFFT9Wj3K+sSPj7xJ8K/FmlW5RNFv7yf5WfyU8xVJPJUqcHqT/AD9aztB+AvjC+jv7yHSGt3TiIXBCNIRnkbscex74+tfaVFT9VjfdlLEyS0R8bfD34R+L9PubZLvRb22aIYcNGQgzlcZ6MACentXX2/wZ8Uaq08l5aJD52Rbs5G5SAMbyOVHXnvxn3+mqKr6tAn6xM5f4a6FdeGfBthpl5EIZ7YGMqrBgQCcEEeoxXUUUV1JWVjm31CiiimIK+YP+Cji5/Zf1ck/dvrU/+RK+n6+Zv+Cichh/Zh1phGsn+l22d3QfP1qo7gfjJdKqyZk4XP8AD1xXX/CrVPh3pepXr+P9G1rWbNo1FrHpF2kDI+7ktuByMelcfqDB5nIGM+tdX8KvEngrwzqV5L418HzeMLOSLZBBBqT2TRSbgd25Qd3HGDWhHQ7Txd4m+Al14X1GHQPB/i6z1xoWWzuLvVInhjk7F1Ccj2FFS+Kvid8F7/w7qFrofwgvNG1WaFkttQbxJPL5EmDtcoVw2Dg4PXFFMSP3RooorA0CiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACvmP/AIKMf8mu65/192vT/roK+nK+ZP8AgouM/su657XVt/6MFVHcD8Y7wjccYNdZ8LfiBpfw/wBQvLnVfBmj+M0njEaW+seZthIYHcuxhz25rkrr7x9a7D4T/FBvhhqd7eDwt4e8VC4iEX2fxFY/ao48HO5BkYbtn0rRk9DsfFnx+8M+IvDuoaZafBzwjo1xdQtEl9aLP50DEcOmZMZHuDRW637Yk6RnHwi+GYXP/QvDH/odFMj5H7dUUUVgahRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABXzL/wUUZV/Zf1sMM7ry0A/7+rX01XzD/wUbz/wy7rWBn/TLX/0aKqO4j8ZLw/OccV23wf+KXiH4X6ne3Ph7StN1aa6iEUkepaYl6qqDnKhgdpz3FcVen96w9813Hwd8bfETwJrV9cfDi41KPUJofLuf7NtvPJiDAjK7WwM45xWjJ6HdeM/2nviL4k8K6ppWo+F/D9rp95A0M00HhyKF0RhyVcL8p56jpRU/jT42ftGa14T1Wx8Q3HiV9CuLd4r0XOl+XEYiCGDN5QwMZ5zRTv5ko/b+iiisDUKKKKACiiigAooooAKKKKACiiigAoopKAFooooAKKTNFAC0UmRRuHrQAtfL/8AwUe3f8Mu61tGf9Mtc/TzBX095ij+IfnXyv8A8FJb2KP9mHV08xS7XtqAuRn/AFgq47iPxuvCd2RXefBa4+KVrq1+3wvXX/7SMAF0dBWRn8okY37B0zjr3rgLjlmH5V6L8CPB/wAS/GGvX9t8MptQi1OO38y6NhqAs28rcB8zF1yNxHGaol7HoHjrUf2nZPCepjxP/wAJ3/YBtn+3/bIp1g8nB3eZkY24znPGKK6q+/Zz/ac1zTZ7LVJtduLWaJklhm8RRSpLn+FlafG316/SiquQrHnH/DQXj6Nn3eMdcZz66hKe/wDvfWmP+0N8QDIT/wAJlruSf+ghL/8AFetebXljeWsFrdS200dvcgtDM6ELJg4baehweOKS7s7ux8mS4tprdJ18yF5EKiRckblJ6jIIyPSo5mbHqVv+0F8QI7e5X/hMNcyyK3zX8pIwwx/F9PyFV1+PHj64YhfF+uEnJ41CXoBz/F6CvPn0+80+SNLu2mt/tMHmxCVCm9CMqy5HIOOCOtR3+n3ul3X2W8tZrW6wp8qaMo+GAK8H1BBHrmjmYHoknx+8dy5/4rDXFAAUY1CX/wCKpq/HrxyWUN4u1vC8n/iYSnP/AI9XnVzpt7Y6g1ldWs9veIwQ28sZWQN2BUjOeaVdM1CTUjpq2Vw2otL5X2QRN5u/pt2YznPb2quZi0PS7f44eObqOaX/AISzWW8tclft8vQnGfvepFVJPjx46XDDxdrS9hi/l7f8C9q4bR7O/uNQksbW0uLm8dSv2eGMtIcHcRtAzwAfyqC3s7zWLvyLK0muptjMIYELsFUFmOBzgAEn86fMyT0Wz+PXjmO4ST/hLdZYDs1/KQT2/i9hSx/HLxst5hfFmsgbigzfS9xj+9XnNnp17feaLS2muDboZZfKjLeWoxlmwOAMjk8Vah069vLe6uba2llt4FWWaaKMsIUztDMR90H5Rk9yKOZiO6vPjj4yeDyl8T6sGY5ZlvZPy+9VOT40eMlCgeKNXLDub2T/AOKrh10+9ure7voLSaSztdplmSMlIgxwu4jgZPAz1NNNjeT6ZNfpbTSWcDrHLcBCY0ZslVLdATg4z1waOZj0O1/4W/4xyD/wk2rbm/6fJOf/AB6mSfGbxduB/wCEn1YlVwP9Nk4/WuKbTr9dKXUmtZvsDSeQLrYfLMgGdgbpuwQcdcUybSr+DT7e/ks54rK5ZkhuHjIjkZcbgrYwSMjOOmRRzMNDtP8Ahcni3ymH/CS6sec5+2yZ7f7XsPyqv/wt7xYNx/4SPVPb/TJP8fYVy13o+oafp1rd3NlcW9lfKxtriWIqkyo2GKMRhsNwcdDVfUtJv9JW1a8s7i0S8iW4t2mjZBLGSQHXI+ZcgjI44NHMw0OwPxc8VtIp/wCEi1P5eR/pcnH602b4ueKZG58QakfUG6k/xrk9T0nUdFmhjvrK4snniWeJbiJkMkbDKuuRypHQjg0upaHqmk3y6ffafc2d6wSRbeeFkkIcAqQpGcMCCPUH3o5mB0MnxO8SOTnXtRb2+1P/AI0N8UfEbKynW78r15uX4Pr1rm7jw/q1rrh0afTruLVxMLc2MkLLOJCcBNhG7dnAxjNLD4b1ebXBoi6ZdvrPnG2+wLAxn80EjZsxndnjGM5FHMwNOT4ga87ZOs3xz1zcP/jWZqHiS/1JTHdX1xOmclZJWYfqaj03wvrGsaw2lWOl3d5qalwbOCBnlBQEuNoGeArE8cYNRWPh/UtWhvJrOxuLuCyi866khiZ1gjyF3uQPlXJHJ9aXMBSkyzMfQZ5p8F7NZktBK8LMMEoxBI/Cq7YDNt6Z4o3AqOMAHtUlGh/bV8y4N5Mf+2hoqkuGx/AMd6KQWPpD4ueXL+zp8DtwKssWqAZPGPtdM/aIlEngH4JyDv4Xx+VzLRRQyF0NH9o6QTap8HWYDB8GaWD6fekFJ+1sq/8ADSRJ6m30v/0lhoopiRN8fG/4zZv9nG3XbMnP/bKtbRZFi/4KGPuwD/wmE2McdZWooqhdPkZX7M8g/wCGyrQZ3btR1EE+uYp6y/2RYd/xuvWB2rHpGq/+kso/z9KKKCX1Jv2Zbpbj/hbRSJFI8F3uMDA4eLtVj4C+XP8ABL41wYU3C6JEx45P+kR5A+m1fz9qKKAfUp/Ccr/wy98bSRlsaR+H+lN/iKq+C1Vv2R/iR8wBGvaVkf8AAZv8/hRRQMfqDL/wxfpDt9xfGdz8vqTZRgUnj1x/wyJ8Km6hdZ1ZcZ94veiigCX4zLH/AMMx/BAnG7yNV2sPe8Bx+X8qpftOMP8AhHfgydvH/CFWg5J/57Te9FFMF0D9q+YTa98NnHIPgjSP/RbVuftPbf8Ahpjw+ytx9g0Uhvf7PDiiikHYX4qTAft5XilF3f8ACX2x3nrjzY+OuKm0Ntv/AAUGYdc+NZB0/wCnkmiih9Rf5Dv2d2Cftr3nIwbrWMHpz5FxWF+zfIG8F/HNSMKfCU/1/wBfF/8AWooquvzEfOM0mDgD2GajU9fr64ooqDckVs55x/WiiipGf//Z) | SJM 679 x305 0903 Mønt af sølv eller kobberholdigt sølv
Fragment af dirhem, brudt itu ved bøjning, ikke klip. Dobbelt skriftlinje på mindst den ene side, dvs. efter ca. 815/20.
NM: Kalifatet, dirhem efterligning, ca. 900-990 |