![](data:image/jpeg;base64,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) | SJM 257 x002 0807 Smykke eller dragttilbehør af kobberlegering
Fragment af fibel eller lignende med koncentrisk dekoration. Største mål: 26 mm. |
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) | SJM 257 x086 090102 Hængesmykke af sølv
Dagmarkors. Af nyere dato. Største mål: 2,4 cm. 1800-1900-tallet |
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Et stykke sølv. mål: 2,6x1,4 cm. |
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) | SJM 257 x046 0906 Brudsølv, barre eller råmateriale af sølv
Brudstykke af en metalstang, formentlig af sølv. Stangen har omtrent dråbeformet tværsnit. Den kan være fra vikingetid eller ældre middelalder, men langsgående mærker udelukker ikke en nyere datering. Tværsnit ca: 0,8 cm. |
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) | SJM 257 x006 0903 Mønt af sølv eller kobberholdigt sølv
Mønten er en Otto-Adelheid-Pfennig, Tyskland, sandsynlilgvis Hatz V eller VI, ca. 983-1040 |
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| SJM 257 x014 0903 Mønt af sølv eller kobberholdigt sølv
Forgyldt sølvmedaljon 1570. På den ene side brystbillede af den spanske prinsesse Anna Austria og lavet, da hun som 21-årig i august måned besøgte Antwerpen. Omskrift: ANNA AUSTRIA....På den anden side et palmetræ med nedhængende klaser om omskrift: CITATI (?) PATRIAE. Med gennemboring og skade på en del af randen. Diameter: 4 cm.
Medaljen er en Nederlandene, medaljør Jacques Jonghelinck, portrættere Anna af Østrig samt et palmetræ, Smolderen planche LXXIV nr. 73 |
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| SJM 257 x042 0903 Mønt af sølv eller kobberholdigt sølv
Fragment af continental runic sceatta slået i nederlandene i starten af 700-tallet. |
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| SJM 257 x074 0903 Mønt af sølv eller kobberholdigt sølv
Sølvmønt. XVI REISDAL 1624 |
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| SJM 257 x075 0903 Mønt af sølv eller kobberholdigt sølv
Sølvmønt. XVI REISDAL 1623 |
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| SJM 257 x076 0903 Mønt af sølv eller kobberholdigt sølv
Sølvmønt XVL REISDAL 1623 |
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| SJM 257 x077 0903 Mønt af sølv eller kobberholdigt sølv
Sølvmønt. XVL REISDAL 1623 |
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| SJM 257 x078 0903 Mønt af sølv eller kobberholdigt sølv
Sølvmønt. XVL REISTAL 1623 |
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| SJM 257 x079 0903 Mønt af sølv eller kobberholdigt sølv
Sølvmønt XVL REISTAL 1623 |
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| SJM 257 x080 0903 Mønt af sølv eller kobberholdigt sølv
Sølvmønt, rytterskilling, 1600-tallet |
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| SJM 257 x162 1101 Smykke eller dragttilbehør af bly/tin
Skiveformet bly?genstand. Hvælvet på den ene side. Meget ødelagt overflade. Diameter: 1,6 cm. Knap? |
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Bipolært vægtlod. Blanding af bly m.m.? Diameter: 1,9 cm., højde: 1,4 cm. |
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) | SJM 257 x039 1103 Vægtlod af bly/tin
Seks blylodder? i forskellig størrelse og facon med hul gennem midten. Vægt: 168,2, 86,2, , 76,6, 24,7, 28,6, og 15,2 gram. |
![](data:image/jpeg;base64,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) | SJM 257 x040 1103 Vægtlod af bly/tin
Fem vægtlodder. Tre stk. flade, skiveformede, vægt: 39,7, 7 og 6 gram. To stk. cylindriske, vægt: 31 og 14,3 gram |
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) | SJM 257 x047 1103 Vægtlod af bly/tin
Vægtlod, kvadratisk, flad. Med affasede hjørner. Mål: 1,3x1,3. tykkelse: 0,7 cm. |
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) | SJM 257 x053 1103 Vægtlod af bly/tin
Bipolært vægtlod. diameter: 2,2 cm. |
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) | SJM 257 x090 1103 Vægtlod af bly/tin
Vægtlod ? i bly. diameter: 1,8 cm. |
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) | SJM 257 x101 1103 Vægtlod af bly/tin
Vægtlod/spillebrik. Konisk facon. Bunddiameter: 1,4 cm. |
![](data:image/jpeg;base64,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) | SJM 257 x104 1103 Vægtlod af bly/tin
Vægtlod. Fladtrykt kugleform. Diameter: 1,8 cm. |
![](data:image/jpeg;base64,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) | SJM 257 x133 1103 Vægtlod af bly/tin
Bikubeformet vægtlod i bly. Diameter 16mm. |
![](data:image/jpeg;base64,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) | SJM 257 x134 1103 Vægtlod af bly/tin
Fladskudt kugle/lod ? 16mm diameter. |
![](data:image/jpeg;base64,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) | SJM 257 x135 1103 Vægtlod af bly/tin
Vægtlod, kvadratisk med let indtrukne sider, så hjørnerne fremstår som små "horn". 20mm på længste led. |
![](data:image/jpeg;base64,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) | SJM 257 x202 1103 Vægtlod af bly/tin
Tabletformet vægtlod. Diameter: 2,2 cm. |
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) | SJM 257 x203 1103 Vægtlod af bly/tin
Lille, tabletformet vægtlod? Diameter: 1,4 cm. |
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) | SJM 257 x067 1111 Barre/råmateriale/affald
Stor blyklump |
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| SJM 257 x212 1111 Barre/råmateriale/affald
En klump blysmelte |
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) | SJM 257 x164 1105 Plombe af bly/tin
Fragment af større klædeplombe. Sandsynligvis senmiddelalderli. en enkelt majuskel ses: a, samt en person m.m. I to dele. Diameter: 3,5 cm. |
![](data:image/jpeg;base64,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) | SJM 257 x178 1105 Plombe af bly/tin
Klædeplombe af bly. diameter: 1,6 cm. Indstemplet: 5 8 X? |
![](data:image/jpeg;base64,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) | SJM 257 x184 1105 Plombe af bly/tin
Blyplombe. Slidt i kanten, men der anes et motivaf korslagt nøgle og sværd (?). Største mål: 2,5 cm. |
![](data:image/jpeg;base64,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) | SJM 257 x010 1107 Tenvægt af bly/tin
Tre tenvægte/mankeperler af bly. Koniske. Diametre: 20-24 mm. |
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K0oWtFtzEYGQdwpztP0rK1K3WaSNEQIx+WKb+En0b/69TzJk2YafppjcNHOHjPO0HI+o/OveP2Z/GjeD/iRYo7MltfD7NIQ3ByflJ/Hj8a8Z8HWZ1bVZrCaCOzuVXcGfOxmxjg9jXdeDdO+y+MNMSQ+TJHdx52tn+IcipjLlnpuOSvHVH6XRyeagI6EZBpjyFXwACag0on+z4MnJ2DmrO3Jz3r69bHhD0O4cjFFMXKtknINFMDxTVboKCSfxFcJ4ku5Dynzeq5ro9au9ykZIrg9UvA0xQtlq86bO2CPnj46Kh16AlXAYDKt247V57psMMd0VjKhsZ2t3r1/472MElnb3RP71OPqK8GBnivI7i3BkVOq9yPSvIqaSZ3LY2dU0ODUGkLyBWx171nQeHY1hcK+XHX5etdC01tfWqSI2GIyd1VY/LsbhOSwb8RXPdosz4rB4dgRsspzwa03sGm2OrNuPVDV+EI06sUwPWodQuJLafY8G+LORIpwR7/ShavUL9jnPFWn3i2fmRxFkI5Tr+IFcFceAdV1CJpnzbjqA4xmvXWeSSHcm7ye6k7h+FddoOu6Ve28VnrEREXRLpBkr7MO/wCFd+FlCErVOpzVueUfcPku98Mz2bMk0TA/3l6ViXNi8KsNmV9Dzj6V953vwH0fWLIXNpNHcwyDKtGQQa4DxF+zPC0bNEPyr2fZLdM872j6o+OWAYH5SrVWlUqME8V7T4w+At/pHmNAGbHOMV5pqHg7ULNW3xtx14qeVoXMc9bttkCnr610mgaTNq2pRRxISMjcQKreHfCt3rWoiBRgKecj+VfQnhXwtpWg2cOyINNjDE8HP41x16qhp1OqjHmLGg6Ymj6SWO0uoyDtptj4ouZZDBLIAmfllUYP0Nb62lvcW9wiSMjMPuP3+leetv0vUpLeZl+9lff2ryObmbPQUWj1LT4Y76PzCRIehK1pwaEqsCCXDcfUe4rznQ/EUmk3HmQ8xNwy54Ndmvi7zotw+9jIUDngZqbFuS2sdVPFZaTpRd7tYrxuV5HIx90j1rS8B3cFx4j0h7lPPRrmMiVTyPmGa85gkHiSQAlXyNyeY2CMf3T/AI12fhSKddStVt490nmKNqDknPcetRGLT0eonL3WfpnpKD+z7cq3GwVcrH8Mu8mi2hYkN5YyD9K192OtfYR2R4ArbaKTg+1FUB81a7J97tXn2r2cdxcCViUkXoymvQ9ciLbsciuGvl2MeO9eVUPRpnjnxuZI9OgilfbG/wDHjkc9a8buNJn/ALKEtuTLGn3mj549favcfjpo8l94VNxGMtA2ce1eF6brstppwZVBABVio968ysnudcBunQyR2quZRNCTjJ4ZfY0641K3gvo4mbOOnOPwpmk6hFNdTQTx+UJeUkHAB96XVPDRuo3mC/vU6PH3x7Vh11Gara8kaLtBb0Oc0sOsJe8hs7eCM9K4m2mkid0ljLqTg7f549av2Kx2s24M0ink+tXbuwOuuGW3iXbgK3PArHmunSRkAba38SHmoG1CFfMUMxXOcH371bNu1x5TxOJGznjrQ7dBJFvStX1nTGzY6jcRjr5YYg/hXsHg/wCL0MtmLTXywnUYFxs+9/vAV53Yw+SkbyQ7l788itSOO0vpuGjLqM84BxVRq1KesWZyjCW6O81rxB4bvo3Jv7ckD7pODj6V5D4qtfDWpTGOOSPe2cAcZpvjGxi8tnDAJ22jof8ACvKF1D7PrK5UzxIfuqeRW8cRUqeQvZQir7novhnR9HtNQ8mW3VN33JOhBzXbf2PCyfcVxxjdwTXmdrqS3U0ctujFlIyh64rtrfxA9xZmFjt4BVgOR9awnq7lRjbYq65brD93K/7OP61xfiDQTqUYfaS68q2cGu7aFriPzzJ5rdGXise7/dzEZIX0/pWVnDU3i+bRnKaXZXEdu7MScHGHHPHf3rQtLi/0+5iubWSMyIc+XIMq30rZdTHbKFUlWHTGfyqkqJNlHPlsDnkVMZXu2XKKWhDb6tq39oB3SEQlhlEXGD6ivoL4A+XdePNHP2Yb/MywxweDzivIdJ01GZSG3A8V9Dfsy6G1940juAMraqSeOhPA/TNb0YuU4nLWajFn3BaSBbdFAwMDirsZUKMZx9azYWYKB7VdhcFa+qPFRaPYBc0UxXx2zRQM+ddcwu7FcNqHzSbiB+Nd/rtv1GM4rhdTjZW56V5kzvpnI+MNI/tzQbqzGAZEwM8jNfIN5otx4d16SzdvIYMQ8UnT2P0r7Tvh+7OK8a+Lvw9j8T2/2q2+TUYR8rA43j0NcsocyN+blPG45DYzFCuWPKg9R9PUVch8VrZssdxFnssiHn6YrDheS1drS7VormM4HmcAkdvY1NPD9sUCdGhkAyQ64J+vr9RXBKPLozaLvsdBNY2WvWzXdnlJP+WmOCKxk0GSGfeku4e9QaTJcaTcNe2KvJEvyyx/wsPSuv068ttet3axUwzg5eBuo+lTstCuupzsM1s0rQ3KqrY4asy7up9GvEnt3MkSnPB6iuim0wSSs0sTKUODla5rXvMsvmRN0a8MuOCKqOoSR2UPilNX09RbZZW6q2MqfrWroeg8LLPLyeSDzXlOkukc32jTp2ifPzIp4/EV3dj4nlhiTzI+3Y8H6Vcl2MbG94kt4FtXii5OOecg14XrWizwao1xakxyA546V6jfa1HfSK6Bge+ax5LeNrr5lHP6+1RTk4Ns15FJanJ+G7uUX+Zc7yexr0VQhZGR2Vm964fVNBmtNVikt43kQuGPkn5gPX3rvRYfaVjRZMAqPnIwQfetJyu1JBa2hYa8EcJw6q69feqEl8gnzIrcj5XXp+NQy2r292EmYP6EGrlhbpHd/vI98BHX0rObHFWJkcMqttJU9QvarkNvDdfI6M5HRhUH2GVpyIATEfQ1ejSSzkjd8OBwcdfxqIxYc2htaPZCNRGYiB6qeRX17+zP4Rk0fS5r2eEo85BUng7QOK8U+BfgF/HGsQ3NxE4soTknHDH0r7N06wi020jt4BsCAAcV7WEoWfOzzMRVv7qN2H5uc1bCk1nWrbVznmtCFww5r1mcSLK9qKRT8vNFIo8d1axMmeM1wmuaaV3ZWvWL61354xXLatpe5TwSK4pxOmEjyG/tyqnjmuS1KMc7l/OvVNY0UMrHFedeIdOMch4Of0rnScWbyfMjxvxz4ZsNa3s0XlXQGBMvU+x9a8suGvNKm+xX2WgHCM4yV9wfT2r3DXrU/OxXHtmuB1yyjvInSXkfwk9R9KudGNReZzwqumzmtH1RLHT7tPlD5JO3kMvr7isNrx7W4SVG2BjwyEg/nUl5ohtXcrIyt1QqMc+4rJR3khMTR4ZfQ4ryfYOnJnpKqppHdaLeXN3G5knN3AwwxzmSPn9RTLqzkjfkebb/AN5RuH4iuPt7ufT1ElpM0M6+nQ/UV0Fn4n1RoRJthkXHzKOM/Sk6bGpKxfvPh2L+0XULKJo0PWSLp+IqGPw1LHDtErFh/C3er3hf4jXlis0UETRox+aNuVb8DWrNrwnhkY2+1Dzt/u/T2qWp7XDmj2MX+w1htRuBJ69cGqsdvE21pYZRIvAJHB/EVtReKLURlJ4C3bOKbDrFraTbljYRP6cfpSUWmOUlYz1tbOSJJGZ92eFkJR4z3ww6j61et1uljAG52A4MnOR9a1X1fT5o9yQ+zKRwf/r1TuNSt5oSluzREHIBA4quV9ibqwyze0vpHOwQyqPmjbpn2qdpYbFwxPyEd6yvP3OWeI5I5Za6Dwn4H1LxdcJDaQu8LHBZl4WrhT5nZEynZDhfRzKv2Qqr/wB0V7H8I/gTP42kjvtVhe3tey5wX/8ArV0nw8/ZhsdPvIb7UpGuHXBEY4Vfwr6Y0HTItNtY4IUCoowMV61HC680zgqYi6tETwf4N07wbpcdnp8Cwxr6Cui29CaYvyqOaRck+lena2iOLcuwbcYzzVpZNvfJrNRnVu5Hp3q3HiQjKkH6VJaNKOQ7RxRTYvlAooGctLbs2cjism+sd2cLxXUyQg9OKqT2eeetZtDPO9S0nzAcrXCeIPCodWIXP4V7RdWIbOOtYeoaOJQRtHvWLiaqR8weKfC7IHIT9K8o17R2j3gpn2xX154g8HmQP8leTeKvA5ZnOzBpxRnI+XtYsJFBBXHvmuSmkltZTuiEgH4GvffEHg2X58RZOOMiuD1LwW7MSYyD1x3pSgpbhGTjsebf2hbNJ+9jeL0Yc4q7a3EMeTDdqM+vFb114Jc5OzA+lQf8ISy4+T9Kwlh4vc3jWaKmm7kdsyDk8behrZnmlW1Vk3cccDmltPB8kOCm5fYV0Fh4TnlxvBxWbwt3oyvb90cnBYz3isY/nU846EVrwxzTWq2jQM7DodvIrv8ARvBb8Apg/lXa6X4K2sp8rP1HNWsGu4vrHkeMWXhbVZFIitJJD24rqfDvwh1TVpA06C2Xv/er3PSvCoUDEfGfSuv0nw7twNvFbRwsOpk68uh5x4W+BekwbDcK10w67un5V7R4T8G2ejwIttbJEB/dWtXR9AEajjn1rrdP0sRqM11xhGGyOeUnLdi6ZYsijArbgg24G2mww+Vg+lXFG7mtCRPL24FSrGOoHPrSKN3Xk1OoI46ikMWJT3qxGCrcUyOMdMmp1X1qTQmX5QO9FRqzKcdvWipuMY0Iaomtx0xkVZ+914NDRkD1oEY9xahmIA5rPksC3J5roXj3HJqsyHdhh16GkBy95pgkz8v6Vyes+EorvcGjHtXps1qGyMVSuNP3cEVNh3PnzxD8PSAzLHx9K4W6+H6biGiz+HSvqm60dJshk56VzWpeD1cnZHn6CqXmT6HzHd/D1RnEeT9KqL8Pd3SPA9xX0RceD9rnMdMXwqnaPn0xV2JueC2vgFR1i5HoK27PwEoxtTFexw+FUQ7glXLfw2qnG3I9MU+UVzzLTfBKLhimD9K6K08KFVUhOPavQLbQkX5SmDWpb6Oi/wAOPWnYRx+n+HRCoJXjvxXQWejoMfKAPpW/Hpq7cBc/hViGz8vGBQBVtLIR44rRSHkDpU0cQVeOtOKn0FMLCD5cDNTw4ZeDTY4t3Hep0tjHyFpXKsORNpGasDH401U3CneWMYHNSUSJhuh4p6t6c1DCCrHPIqUtjkdaQyZW9RxRUUblvb1FFIDsv+EKHa8/8hf/AF6Q+Cc/8vmP+2X/ANlRRVAN/wCEHz/y+8f9cv8A7KkPgNT/AMvn/kL/AOyoopAMb4fq3/L7j/tj/wDZUxvh6rf8v3/kH/7KiigCNvhqjf8AL/8A+Qf/ALKom+F6N11D/wAgf/ZUUUWAgk+EscpydRH/AID/AP2VVm+C8LHI1TH/AG7/AP2VFFPYQ3/hS6f9Bb/yW/8As6evwbRf+Ypn/t2/+zoophZEy/CNFx/xMs/9u/8A9lUg+FKj/mJ/+S//ANlRRQFkSD4XBempf+QP/sqT/hV3zZ/tP/yB/wDZUUUBZEn/AArMY/5CP/kD/wCypR8Mx/0EP/IH/wBlRRSAX/hWwXGNQwf+uP8A9lUv/Cvflx9v/wDIP/2VFFAxy/D/AG/8v+f+2P8A9lTv+EBH/P8Af+Qf/sqKKAEPgEdRfYP/AFy/+yo/4QHv9v5/64//AGVFFADl8B7c/wCnf+Qf/sqKKKAP/9k=) | SJM 257 x012 1107 Tenvægt af bly/tin
Tenvægt af bly. Konisk, med midterhul. Undersiden dekoreret med bukler. Diameter: 19 mm. |
![](data:image/jpeg;base64,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) | SJM 257 x034 1107 Tenvægt af bly/tin
Tenvægt af bly, fladtrykt dobbeltkonisk, med radierende streger på begge sider. Diameter: 2,7 cm. |
![](data:image/jpeg;base64,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) | SJM 257 x035 1107 Tenvægt af bly/tin
Tenvægt. Cirkulær, med flad underside og hvælvet overside. Diameter: 2,2 cm. |
![](data:image/jpeg;base64,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) | SJM 257 x036 1107 Tenvægt af bly/tin
Tenvægt af bly, Konisk. Diameter: 2 cm., højde: 1,6 cm. |
![](data:image/jpeg;base64,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) | SJM 257 x038 1107 Tenvægt af bly/tin
Tenvægt? af bly, trepasformet, med flad underside. Største diameter: 2 cm. |
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) | SJM 257 x043 1107 Tenvægt af bly/tin
Tenvægt eller mankeperle. Cirkulær med stort midterhul. diameter: 2 cm. |
![](data:image/jpeg;base64,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) | SJM 257 x049 1107 Tenvægt af bly/tin
Tenvægt af bly. Dobbeltkonisk, siderne dekoreret med radiære linier med prikker imellem. diameter: 2 cm. |
![](data:image/jpeg;base64,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) | SJM 257 x055 1107 Tenvægt af bly/tin
Tenvægt, konisk. Bunddiameter: 1,7 cm. |
![](data:image/jpeg;base64,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) | SJM 257 x098 1107 Tenvægt af bly/tin
Tenvægt, bly. |
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) | SJM 257 x099 1107 Tenvægt af bly/tin
Tenvægt, bly. |
![](data:image/jpeg;base64,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) | SJM 257 x102 1110 Anden genstand af bly/tin
Vægtlod/spillebrik ? Konisk facon. Bunddiameter: 1,3 cm. |
![](data:image/jpeg;base64,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) | SJM 257 x105 1107 Tenvægt af bly/tin
Tenvægt. Fladtrykt dobbeltkonisk facon. Diameter: 1,8 cm. |
![](data:image/jpeg;base64,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) | SJM 257 x111 1107 Tenvægt af bly/tin
Tenvægt. 14mm på længste led. |
![](data:image/jpeg;base64,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) | SJM 257 x132 1107 Tenvægt af bly/tin
Høj konisk tenvægt, diameter 24mm i den bredde ende, 13mm i den smalle. 23mm høj. |
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HH514nLzNXPRvZOxh/EK7N94btNMsXjktBKshgKDhwMIMY6DDHJ79q+b/2nvFkvgvQ7TS7Ftkt9vBkGBnB+ZsDoc8enpXqHiDxRb6TqkNxYmQWIRRKSvyAAsO/fBH5mvmf9qbVm1fxVpJ3boVtMx88gEjr7nGePWuvDwvUSZhNu10eIqrMSScsTkk9TViO3zVmzsTIAW6VrwabheBz1r3DkNH4e/EjWvhzqMc1hOZrLeGmsZTmORe+P7px3H45HFfVnifTbDUNO0fxB4dZ7rSNZgN0Ewd0JZQCpwOobd8uTyMV8hzaaVQ4GSBX158IpP7P/AGX9NnIJmS7uFjYjlCZCRt/EVw4qKjaa3NoNvQ5e+sp7ayjThZGO/BPLqOO/Tr3rjLi8hVfIQiWZtwYHC4yeCD39Otd3awtJLG8sjOGJEu75ij4Pqe4wfwrlfE+lpZxzERh5EkVg2OoDbv0xXKmWa/hixMNsbhjhpMIFwcqVXae3sa6bT41jUhmZVXrluR/+uuP0a1mmuBeT/u5JVzwM/eOev04/CumtnM2UAIDfLub2HXivQoyujmqLUv7d1x8gwcbt2c/QVPZ3UttfRLGgSNclsDgnrn2NNjbyYxhFKk4JXtzVuKJ/MG45wcbfqPWus5zu/DupL5JRyxZ/u4xj+XSuu0+T/RmwwyWyMHH1z/n1rg9Bt12QsYpN67mXjoeQR16/0rvdNXaVXaoBHLZ6f5zWMizahbdsGedoyCeS3f8ACioeC0alN2xuOcEcev8An9aKkk+qbh/l2begyeeM9f8AH86pMGO5ieFz/wDWq5IqunXlQSRVOT92jHOeNxH51J0FCf8AdjkCQfeOeMdePwoLHf8Ae+UH7tSSjy9z7txUY/PvVZpNrsvTkHH0/wDrUAQSY3FY1ORwCO3OPz/wqpdZaaID5Tkg54PbJ98Yq6QTh1Cj1Lf4iq+0LuO7BPoc49T/AJ9KQivHPtkmDHc4G0qv+etVFV45EmjYOuzbgg8YH54qztEsxLHLEY+UfXvVe6by1f8A2R91ecDIHP0xSlFSVmC0Z5do+mH/AITDW9UudlxI5VV2jaoA5wvqTzx1qzeeIH1r7ZHGP9KW3dImxtCYxwTjr1HOe9T+LNNj0e+knN04Q3P2raznd0x8vsAa4nXo5mj32d46Bh97cW8wkYBJ/wAP1rw27PQ9DoeeeNnsT4Xu7aOxEm2VIy5IdgUAOQB0H165r5Q/aE0e+m1rRdUltpI7aa28vcy4AYMx6dsggj619s2XhdnVHYeTHCjI9xIT82eMAEdxjn8q8w8XaLF44uNU026tjOJTvyB8isAFBUZ7HC8deTxxXTRqezfNYxlG+h8c2duBgA1sQ2+1SSB06mtvxH8NPEHhW8mSXTZmgSQoCuCT/iO34GrGg/DrxZr9xsg0WS1iUZe4vDsVF9SB8x/AGvXVWFrtnNyy2sYMVr9uMEEKF5pmEcca9Sx4Ar6i8Y2kXgX4WaL4RSaW11C1hWZtox5jvjJ+mS3PuMVy/gX4b6b4D8SA6hcrqGsWRy7EYjBIHyxDnoWGWPPHYdXfEPxZa+I/Fe65kE6FY13pxs2Ngcj2ArhrVfazSjsjeEeVa7sy7XVI7S2EF3ctHFcOrfIRu3AE9x9avXF1Z6mWt42WS5VFlcKc4VugI+meP8a4zWrUzeILOWeRIrSKQCDcpAaTkZ6cYBGc/rTI4ZrXXB5TkHcRHIONoz0P+z0/AYrO1xnTx3G698gLsCkRk/nW9br8vXA2/wAXGOlc42oJJqSrEv7uPDMw53Huatw+KLe3mxcRsoBI3DoRxj+Vd9GDUTlqSVzsI4c7doXaoLcHrUlrausm3kEsBsyexPI9utY+m+LNNvGSEuNgPBb0PavR7DwyP7HGrW1x9rsyQVKcsPl5GPqK6pPl3MUa2hqDGgGAD1yee/8An8K6WHbtwkhQtwMdR9M1xel+JbSGRIwD8p/1mc5PT8K67S9SS8/eInLEZ29PQdfxrFlG8sZ8sIR8pGDj6UUtvcrcIQq8YGT0/wAmip3EfUKs3mbcBuc57YB/+tUAkZiSyFMnG3vUkbbcqMsewPX1pjRkYRiSWPLeh/xosblKRdwPAbHGOw6dfzqrdZVQ6IAVxz68+n41auIzJjb9wdsc5xz/AFqu8bNDycnbk4Hbpn9aQFKZvMAYNtBwDu5IOaibb5IduH5G71Hr+v6CpX2rhMMRz96s7EytI/mHy8kq3ccHt/npQIfI3JCjBHOB6Z6/qKqSZaR3JCx8HjjII71PcncSAT8q9j14/U85qr5i+Wq71EfB2g55470xHMfELT21DQbjylUDHlgtzwcgYHXqe3r7V4/bXEHwzsbqPXZm1CVXYW0QztVdhKhjzgZBr3+aZZEkQhdpwMYOMYryzXPh9A3iLzry3mvbGSQvuaVjww5DD0A/DH1rzcRRs+dLQ66U7rlZ5b4d1jXfG1611dXSwaV5gaCGEfLIGztwPqByavePrmLwD4YtrqSVZL28v1SCecnauUO48YyAdvHT5vauS0nxLH4N8far4YcNFpiTNLp8soKkDjKHP6fX6VtftIQxat8M7aY7XuFLSwyFsMAx5Kj0Hyj8q4tXNJm7ty3OQ8SaBFHopmvxHFIY/tEYhYl3O75mye2cflXNS+Lr+azn0yCW6zcSo+FXEgUZ4Zs8DIX06Uy11bVvixfWn9iK0NxLDHFIgfakXlgqyj2Lc84680vjrWtP8DwDw/obR3V3bS4utRUZ3uoIKg9AMn36V0Ru3Z7mb01OL1vW5NK1S6it1e6ulfZL+8JIJHJJ9ev51gHXL8b1WwVZF5VQOM5963ND0V9St9W1GV5Gu44jchnON2GGck+3H4VU1DRxqU0l1aLmF4xJGufmAJ9/yrqXLsZalUXmoXzD/RYI5CQMt85BPGePWtrToZmhAuV8u8jZgWXPKjt7df0FRaPb/wBi2k25lMjEDzF52oMHA963tMs3WRmdSxUYA7HpjmumFPqYyn0LujaeIYznmRlBP161tw6TBc7XkjQqvTgc/wCSKZZwhflbb8wztzz6D8K6HQ7FriSNSSWUcYxwPyrrSscz1JdH8LxMysURjjcQUXrxx0ru9L0GNbeSLDG3lIDpu4z04H0zU+l6HHGkW5SW6Dn8xXTx2pjUBUCovQgA8VnJ8xcdDGt/DdrapuitxhQAEJAxz/hW3DpZtWeJQquhB259v8DVpbVREvyxzKxGVbnP5+9WLezLNKuFXzHLHaDuJ5yc1FgEj3C3O5MKD0B6D1oqwwIU+SuRztUDFFBLPpAynzFAI4PPH4VE8xZQeWw25cDrk9aXLMwwOARz3Jxn+tQ4KspLEckbcjp9aZuPK/KDguwJPH0qnIx5HJwo6mrazfKMBQ319qpyN825BntluPU1IFeZm8zyyAHblWB45yKzvs8ik+afMyNo3Y55P4VrXEitnPUAKec4OOlVLjahJYFmHQZ9jmgRQaP5cHaGX7uOo4Az/n1qgylmzz1JbOM9PX3zWv5ahiSpOehz78D1/wD1VXljRlwSCQRnB7+1WSZs2PLUDL4GSqj9KyrhWkhcgtHMwwuADtGMk46dq3vse4M33cZ5zj8elVWtRl8ja3Ykjv8A/WoA8e+Jvwds/GUVpqFpiz1eyKzQEnEczAjKEdsgDkf3RxxXkPxG0e8v/AkmnXdgbfV9P3SQRzR/K6A5cIe46civr+TT0WN3YqjN8oYj2rPvNNgnjeC5jhniIKyRsm4NwO3rXJOhGT5o6M2jVaVmfAPh/WI/hr4butGsxMNV1PdcTyKACisfliB9ByT659K59tNlvrgXl/c+Zk+YyoowOO3HJx/KvsvX/wBn/wAFatqH2j+zHtJU4ZLOQopwcjI/EdMVWX9m/wAC2s0VymmXDyRjKxPdyNGWHcgtyP61n7F3uX7RHzdoepaZDaXUOnW8t3O0Lxl7hQFVTwTj68ge3tXM31ndx2/2a0jWOLADbiR39uvUmvrvUvhdYxw+VawRRQ7cssaADjoawG+EKMC+yMM3TYOwNdNKlCGr3MpTcj5yttB5WI5aPGCeMn/I/lXQ6fo8+4ER79vPTtxxXs6/CmLI8pfLZSDucZHBHataz8DQWzbymcnPpXXzIws2eS6R4Vnn8t5IsKvJ3DdXoOj+HY4Thoijbsd+tdrD4fW1DJGin5l4IHP+c1ebTY9yuI8Zb5jx+fvUuVxpGRa2gXAG4FTz0796vW9tuZwy/KP4s49eOKum3iZWGcrjow/KpEVPMJG5lJ6gH3/xqRkVrDCNgC5jxjb/AJ9OKa0M8cyOrxrtIO7YTkfnV2QfKsagjy8k9M/l+FR79ikIo252jjqePWiwhFfaCAdu4Y3DHSikYAMMt0OMdSR/SigR7+0ywqTkKqjJLHgD1J9KkZVlyBhhge465pkmIYi24HIwcjjt/WkVt1uSWycZODjJx0qTYjLYjK42hlPUd88VWkKxqSr8k5Bq0WUsc/l+n+NU22SRrtywznOPbqKQEG7dll+7nOTx9P61BOWYds9/8/TNWpOVwqj5Tggds9AcfT9KqylkVQF+8M5Y4/z/APXoEQMxaJDuxuyRmlYAR4+VUbBUtx/n/wCtUciySSfOAFP8IPP40rfuQMgklcccgVZJCq43A/MMHB55qFpcBSR14BbjHUYx71KpU7mZfbJHAzz/ADqPbsbzQrPgbQQPx470AJMd0UfRpM9M8E8/lVQwjaZCAAfl6+1TzffdyNm1u56gjt6dRUZk3Rr8m0KeD6daQik8IVmI3ZbgckhRURt0AJIOA35k85/z6VYuThfMB/dsQFX1yearyzF5WBfL4yMcc0gKckKuzcYDHo30qBYE8tQckgjoOtXLpRdKV3EPwcqcHpj8qp6TpP8AZNolutxcXag7vMuZCzjPYnv1p2ARrEeaqD5eOc857n/PvVeSBWkwqAEDHp39a0rpR9qcg5G4428cf5NQMq/aXUL2OxvvZ9j+VOwFJY18t2CKxUfw/wCfaq3kgAOThwNuOOfQ5q4uoOuFKMpDBl3Ddznoapy2/m6ldXzSO8lwf9XuARQBjhRwP696BFbURJHBK9rELmVcbUZ9oJwO+OKC7SIoYYbHOBgA9qsqRCxB2lz04zjn0okjE0YIHJz14we1MZCsZKljuBAzljwccfrRNtkfd5ijj5RnA6dqlZV8jDjftAymcjjGP51WZQCoO3HXB5NACSqW4OAduMe/GKKiYiMh8EnP3QMYx6UUEn0+fBetrJ/x5b1658yMc/8AfVRN4L17adtjhu376Pp/31XrNFV7NdzU8ek8C+IXfDWGQeNyzR4C+mN3WiXwBrj5xYf+Ro/y+9XsNFHs0B443gHXlVkSxbZnvPGPx+9Veb4c+ICwC6e2xV7XEfzH/vqva6Kfs0I8Rb4a6+yqf7OyehzNHn2P3vpTG+GviJsD+zvlA4Bmj/8Aiq9xop8iCx4TJ8NfEf3V0s7ex+0RcfX5qbN8NfE64SLTWdR0LXEXTuPvV7xRS5EFj5/b4W+KW2btOyuMFPPi/E53c0r/AAt8TthRp2OfvC4ix0/3vWvf6KORBY+epvhT4oaIqul/MeCy3EQOB/wL/OarP8I/FUm7Ok4J4z9phPH/AH3X0dRRyIVj5sj+EPixZCW0csD6XMP6/PTpfhL4t5CaP8h5P+kw5Psfn9a+kaKfIh2Pmt/g54qaRj/ZOAW4/wBJi6f991A3wd8Yfw6PgD1uoef/AB7/ADivpuijlQuU+YLj4M+MpAMaQCcc/wCkw/8AxdQyfBPxk4wukGP3F1CSeeh+f/OK+paKfKHKj5Vb4IeM1cf8SfeMdRdQjH/j9Rr8DvGixuv9in5mzuN3BwP++6+rqKXKg5T5QT4G+NkXC6MAp+8PtcPJz/v+lK3wQ8afPjQs8DAN3Ac/+P19XUU+VBY+S2+Bfjk8Lo2wc5H2qA5/8for60oo5UHKFFFFUUFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAH/9k=) | SJM 257 x139 1107 Tenvægt af bly/tin
Støbt tenvægt af bly. Fladtrykt, dobbeltkonisk form. Ornamenteret. diameter: 2,4 cm. |
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) | SJM 257 x150 1107 Tenvægt af bly/tin
Tenvægt af bly. Helt flad skive, diameter: 3 cm. Let bøjet. Ornamenteret med radierende grater og prikker på begge sider |
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nIBc9T/AJ5pAb9xIGWMBuCPu+g4orPs5JGAEm0bR+n+cUVJJ9Yx5lkZ35jXO0D8+aguJidoUEFv4l9vepzuXIRscBcdT0qjeSFQFR9gQkfMvB5qDoGs2QN/yqecKcY6/rVdsSLt/wC+j6cdKkmjY7V/hLDBz+P9f0pjOlvC3G5ASOPTFIRTuFMfAHBB6kfSoJhG2JSFJjOVZRzzgcfl+tXZz+5VhjLN0OMn3qt5RkjC7ggz0bvjqP8APpTJKxTEbOVC7yS3HPPfHY1V86OSZpHOHbKiNiPnwRk/lzV+Rk3Nj50UgnPU8DnGPU1nsY/MmLMokJZ92AMtnHPqcD+dMA8vzrghwrRtgHaMDPf6968g+MHjq1s7O88+V4dLt/kllThd5ztXI9f8+lejeLNUbTNBurwZE4U/OvQbmA59PX8K+V/2htY0fUfA9hpFreD7XNebrtkbcwwMgY9zjnpxWE9dDSC6njPizVr3xFLPraZFuxKxxMenJG3rgHnpx3rifEF8I7h4o3aXcRtzznk4/oPwrqbzUFs9JbTGaOZZJllnuh1DgHDDjjOTzXIeJLXdHPfRx+dZGV9j9W2FhsJPTOPSso76m/oc/fvI115SuXT5S7D5RkDjA7da29Us7eHwHp8+oFbvUwxTKnaxXGeQMdMke+KwX8u4KmFyu9toVuPXv+FUtUa6jVTJHIWY5ChidpJOD6YANa2u0LobHgzWp1uLmWzX93arl1Zv4SQAOf8APWvWLTWFutPhuVwvnFcZIBDHGB/L868P0bR3imZ1yFbgnOA31r2HRC1rawxIFaFUUBs/Nt45x65rqhpscszWsHK3Fz5y71OAi4G1Bzk9eeoq4snlhpHyFxzx7+3bpWbAwGCcE5wcDnHXir0zyt/qv3hKgbd2K6DAtMqSMvAZ1XP445IPr1qZbl0JJcsMjaq55x0H86p7zKzt0LcbgOtSLtXKAnnnHX/PWmI6DTtRe3QlH+ZpPMY5PBPpW/YaokgHqeAeMn/Oa4eGRlyrAgYGFxghs55rSsJGWQcd8qBxzxRYZ6Tb3BuAoZyzAggdh9K1bKYMAG3HHYnkfU1ymlM0kChnyOMeoBzj+VdDZzZdVduep456VkyzbjuM4bOGI4Gcc0VHENoQb+Bzn/P0orMR9d3DyqyOrEor8gH8s/nUEayNFtnOT18zH48j0/wxVyVfLJ7dy3qc/wCFV2xdBEbMqSAhlYcdBwfas2dBXdftPGcpkZAyB0JwT6cfpVZ4w2Q2VBOVYfhn+ePwqSG0htVWOCLy4iu1YlGFUAEcL0H4VDtR2KqGBZ+cHse9AhskgmjCoBkN19c9T784qO6kG0JuxJ6qMnd0/wDr1HeSGOETb2AU/vY8ZGPUH1yR+tVo5GZnaXbGck5HXAyBz9O1CEQw+YY08xlZ1AG5RhSSfftx096ZepiPBZgFfcwUbs5GMfhxz7/WnqsqwwrIi7wMn5unBrNt4TZxrFbiUwuSBvmL4zz95iTjHQUxDdQs7W5tTCVWWGQSK6SZHHTFfNnxY/ZzGpIZtIlkmjc+b9nU5lixk9P41/Xn2r6VvIIJ4PLnj3gP5igkkD3rGW3f7TLsZgpO0tvx04wPTp+lRKPMVGTifm94u8MXWgyS2N1EyDLAkKSCOe+cdcHmqy6pFofgm30W3i3zoRukYglQSxzjHzNyRuPYYHbH3z47+G+h+O4ZIry3DShdq3USD5mHBBPRj39a+Vvi1+zbrXhyxlu9Hj+0WrfNuVN7KP8APqOuKwcbbnRGaZ4TalY7UFRLs3/PkHA5OMH3/pWRqmqLDAxjRd0wG1tu4+uK07fVLfQYb2HURcPPMrIFkYYBzw3TqPb1rnvC7NqVxdKYzKExtcEgLzg8VrGLd2Jux0vh2OS6tGnnYjGVCMR1759uf0r0DRZDJp4XO3y+MZHpXHXd5HpPkLBAZTKCi44AAGT+JOP1rd8ExveXDzXKfvYUbJQnZHn+vaulKxyy1OmSYFThTv6j1x/Wrluh8oKiYAA2gcY4ORUEKn/gLdM8/wCelOtfO3x7l2gnoBkcjkn8z+dbIyZoRqqsr8oxAyrDgY4xSyoGYPgFW5Hbk/WptrtGMIS33gRyKc0bthmQllGD271ZIg3vJECWMbY+6PX+fFbmlxj0LBiD9McHiqGn6bK0MaZZnVs73wTz647dvwrrNN0ko3yx4RvvZz+lSyi7pNizIjqPl/u44P1/WuktlEe0uqnnAzVezsUjVUVsndgg59O3rWta2hXeQwIGCSef896yZYW6npsyOhFFWYIwsjZ+UY4XHf3oqbkn15cOzuhVST0ye3+c1Ht6BMscc+2c1IMqzEcncQd3QdKjVljKpxk5zz14qTcgkCSvlTuX7oPp61VkhMedvCtxwffFXmUeuN3OfTGMCqzAibaCGVuecDripAz7iNGhZJBvQKoMZxhgajjstpVm2qnXr/n1FaEkIaQY/wB7JHcVWy0bbcMxU4LEdcUCKslrtVg3OOS3AqncBGkZQNic7/5j9fyrQGI5pA+MZAV85zkc8dvzqjJbhGkYsShOWGevP+fyqhFGOzMjFgxVcjDAc8D/APV+VVrixWR/KQ+WF43x9sjOf1/WtSKJPJbHGOS3Ygc8/WoTJ5bbgMnGffkUCMmXS0HD+Y5Hy4Ugd+px/npUV5bwwbVAChvYcf5wav3cqtC027IG4NtzkHniqEbtNIsshWMdB36Ywf0NSM8e+JX7M3gn4kZnubR9NuXfaZrHavPuuCPXoKoaZ+yv4G8I6Ktja2rqMb57m4ky7N7ngcfQD+vsrXCeWMBiWII68jGCfpg/rUUz+YnmMmW+9jnrQlbYLs8Duv2cdLZWeOIFA5+6ozxj/P41Sh+B9tY3GLeFI5C2fkXGM7sgjPIx619DMrLGFLrGvcHoOv4moTbxSRyplvMUkZz16cUa9xaHzxefCdbfyhtPQkLwSB0z9epqtD8P2t1JHAA2hmXGeR+f/wBevoCbTI2/eO7fd5w23161XuNBjkkAiQNwFRk78k+nHetFJiseD/8ACHvGoXy2BztyP6U6PwxLHcnKNuPB4z+lextoMUE3J3565JANVZdHit5HJ2785CDnP+eavmJ5Tzq30GODL7MR5wT6c46fWtWLSQvzjKEHDLnPfp+tdK1iisB5QCEc9ST06j6j9Klaz2MqhCr4x8wGcnt+maVx2MmCx2qxcdMjpznAq5DCrsD95W6qSR06c1dmjTKjJVcjc20nA9eOlOSNFjhDvGB5W4quf7zdfwAoAiihCyhSit3PYdjRVjd9oiCgr8rFjxyemB+efzoqQPp6ZRubG3OOw4NJ5YVWJ2gjg8dP8/0qSQgEn8jx/n/9dV8fMFBOf5cVBsM80MxjOQqnJyMA96YGY7iSu8OPmxwPr+dOm+/hict8pyKbgTbt2NvLevH+NBJm3FwxuliQsq43bl5Ixzn2p1xG/nK4kVUZvud88g/5+tTTRbWJ/dliTt2j3GR+VQybFRAVyByvHBPf+dAFbzDIwy2/+9t7tgH+oqGRQ0irjYD8zMcgHHfmrMDKivkd+cc5Gc4qvdStMzuuFYn7vbHIH6CmIhkkRo2UEBcZJ5P4fyqo0LrhC75HqPb/AOsKtK26RwCgVTzxzmq1wx+VSm9icZ3cHPb+dMRXks23fNIfn+XBPPfnP4mqbQSbtiqojHQ55Hqas7Xj2iWZpSuF3OAMj6AfWnb1REfmMsCGA9PQUgMuZHiZRKFKFT97knnkf1qDywqLtRWjwc89Dj6+9aF7KLeG2juGRZbhGMO48sAecD2JGfrVdnVFQBCAOd2O+M8fTP6UhFNVLNHtZTuPJIPOOwz71KVDeYqRHyxgk4A4/wAmnbhIoCIdvUk8D/PPanSTboWA2qJCNxHp/kVQFS4i+1SE73BbAKqSFOR1Aqsf3ICgH5eMM2c/rVyUFVIXiLJ+fPX0Aqo2PLDMNwJORj36daYFG62KR8m4kgbR1/KoLqFWYKFXOSN2M89+nXv0q3JICyruIb7pUdMD/wCvTS4S4Vtny9Tu/pTAotbtHCH8tVcjBXbg9f8A61VlTd5uR82QOBnB+v8AnrV6dnbLSBmDP8wAJOMdPTrj8Kg8zzCyyjZv3fdJPQD26c/zoApK0n2cB4QMEDI5PTn+lMlgT77s3HAUAY69at9PnY/KwwRtwT7/AEqOV1lmxsKhWJO49c0AQMqIjkc7hnJ7etFMkxKzkgsFAwq9uaKQj6zHgjW87mstxzjHnJ0x9fWo28Da7u4svlx0Eyf/ABVet0Vr7NFnkb+Bdc3H/QMrn/ntHk/+PUi+BNdaNlNjsBx0mQ/X+KvXaKXskB4x/wAK815mBOn4A9Z4/wD4qh/h9r7A407r1zPH6/71ez0U/ZoDxFvhz4iZ2b+z/vAgfvo+Bjp971/lVeb4ZeImfCaawUDAP2iLpjA/ir3aij2aA8AHwr8TLIWGnMPTFxFgev8AF/nNH/CrfE4jwumEHpzcxdv+BV7/AEUezQj59m+FvikRlV0oPn0niHvj71M/4VX4rVsjTFOeeJ4hz9d/1r6Foo9mgsfN0/wg8VXUxaXSAwUnyyLiIFMkZx8/AOBn1xVWH4I+JbUyGHRNrSyNI7G6iPJAHd/YdK+m6KPZoLHzJ/wp3xl8yjSuOg/0mHAyeT9+kT4M+L9zFtGXnnBuYfp/f9K+nKKfs0Fj5ll+Dni1htGjs6qxZd1zB/8AF9arN8FfGDKR/Y5CkYwbqDI46/fr6joo5EFj5ZHwV8ZBi39iAlsk5uYPy+/UEXwO8bLgf2RtA6H7TBx7/fr6too5EFj5Ib4H+PVkBGiK44JLXcOc9x9+nSfA/wAcCLKaDukycq15B0Pvvr61oo5EFj5Bb4C+O2R/+JJxgbYzdwd+v/LT3NDfAXx22T/Ynbj/AEqD/wCL/wA4r6+op8iCx8dzfs/eOpIwDoO89/8ATIB/7PRX2JRRyILBRRRVjCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/2Q==) | SJM 257 x152 1110 Anden genstand af bly/tin
Terning, bly. Sidelængde: 0,8-1 cm. |
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) | SJM 257 x160 1107 Tenvægt af bly/tin
Konisk tenvægt af bly. Bunddiameter: 1,6 cm. |
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) | SJM 257 x161 1110 Anden genstand af bly/tin
Blyskive. Uornamenteret. Diameter: 3,6 cm. |
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) | SJM 257 x176 1110 Anden genstand af bly/tin
Skive af bly/tin. Uden synligornamentik. anvendelse? Diameter: 4 cm. |
![](data:image/jpeg;base64,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) | SJM 257 x191 1107 Tenvægt af bly/tin
Tenvægt af bly. skiveformet, svagt hvælvet. Diameter: ca 1,8 cm. |
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| SJM 257 x205 1107 Tenvægt af bly/tin
Tenvægt? Skiveformet, flad. diameter: 2,5 cm. |
![](data:image/jpeg;base64,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) | SJM 257 x206 1107 Tenvægt af bly/tin
Tenvægt eller en form for lod? Konisk, uregelmæssig form. Bunddiameter: 2,5 cm., Ved afrensning af genstanden fandtes en lille stumplædersnor med knude på inde i hullet. |
![](data:image/jpeg;base64,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) | SJM 257 x207 1107 Tenvægt af bly/tin
Tenvægt, lod eller lignende. Cylindrisk, Diameter: 1,5 cm., højde: 1,5 cm. |
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) | SJM 257 x144 2000 Ukendt materiale
En lille stang aluminium, bøjet. Mål: 1 cm. Der er formentlig tale om det metal slagteren klemmer om pålægspølseender. |
![](data:image/jpeg;base64,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| SJM 257 x220 0819 Anden genstand af kobberlegering
Pyramideformet genstand med rest af afknækket stang der har udgået fra den firsidede ende. Knivende? lod? Længde: 2,2 cm. |
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Fibelfragment. Trefliget eller skivefibel? En rundet side, resten afbrækket. Meget svage spor af ornamentik. Rest af jernholdigt nålefæste bagpå, meget tæt ved kanten. Største mål: 1,7 cm. |
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) | SJM 257 x180 0813 Sværd- eller knivgarniture af kobberlegering
Fragment af sværdfæsteknap fra yngre germansk jernalder. Bronze med indridset ornamentik. Største mål: 3,3 cm. |
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usoo9lEftpHKLot8CP3HH++v+NFdXRR7KIvayCiiitjEKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKAP/2Q==) | SJM 257 x175 0901 Smykke eller dragttilbehør af sølv
En lille stump sølv. Sammensat af tre snoede stølvtråde. Bredde: 0,3 cm., længde: 1,8 cm. |
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) | SJM 257 x169 080701 Fibula af kobberlegering
Fragment af det midterste af trefliget spænde. Plastisk/relief ornamentik. mål: 3,2x2,1 cm. |
![](data:image/jpeg;base64,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) | SJM 257 x116 080701 Fibula af kobberlegering
Ottonsk grubeemaljefibula, med 7 gruber og central indfattet grøn glasperle. har oprindeligt haft en 1mm bred fure langs kanten rundt, kun 5 mm af kanten er bevaret. Nåleanordning og filespor på bagsiden. Bevaret 20x18mm, oprindeligt har diameteren været 22mm. Perlens diameter 5mm.
Emaljefibel |
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) | SJM 257 x151 080710 Fingerring af kobberlegering
Genstand af kobberlegering i gennembrudt arbejde med platisk dekoration. Ikke fingerring. Anvendelse? Datering? Let forvredet form. Største mål: 3cm.
NM har vurderet den som danefæ og kaldet det for en fingerring, middelalder. |
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) | SJM 257 x228 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt, MB 544, Roskilde/Nørrejylland, 1320-29. |
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| SJM 257 x222 0903 Mønt af sølv eller kobberholdigt sølv
Romersk denar, kraftig korroderet, men tydelig kvindebuste på den ene side og stående figur på den anden. Faustina den ældre. |
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) | SJM 257 x233 0808 Nøgle eller skrinlås af kobberlegering
Del af låsecylinderen fra en cylinderlås |
![](/grafik/intetbillede.jpg) | SJM 257 x092 0800 Kobberlegering
Genstand i bronze, med gennemgående hul. Af nyere dato. Diameter: 1,7 cm. |
![](/grafik/intetbillede.jpg) | SJM 257 x093 0800 Kobberlegering
Genstand i bronze. Trekantet tværsnit. 45x13x7mm |
![](/grafik/intetbillede.jpg) | SJM 257 x137 089599
Cirkulær skive med to nitter. Helt glat eller evt. slidt. Diameter: 2 cm. |
![](/grafik/intetbillede.jpg) | SJM 257 x138 089599
Fragment af genstand af bronze. Gennembrudt, hjerteformet med afbrækket øsken eller lignende. Sikkert nyere møbelbeslag. Mål: 2,7x2,9 cm. |
![](/grafik/intetbillede.jpg) | SJM 257 x141 0811 Vægtlod af kobberlegering
Tenvægt? Vægtlod? Cirkulær, svagt hvælvet overside. diameter: 1,8 cm. |
![](/grafik/intetbillede.jpg) | SJM 257 x153 0811 Vægtlod af kobberlegering
Lille kvadratisk, fladt vægtlod. Sidelængde: ca 1 cm. |
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) | SJM 257 x216 0903 Mønt af sølv eller kobberholdigt sølv
Klipping |
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) | SJM 257 x218 0810 Mønt af kobberlegering
Klipping? |
![](/grafik/intetbillede.jpg) | SJM 257 x091 1103 Vægtlod af bly/tin
Vægtlod i bly, konisk. Bunddiameter: 1,8 cm. |
![](/grafik/intetbillede.jpg) | SJM 257 x140 1103 Vægtlod af bly/tin
Vægtlod, kvadratisk bund med skrånende sider. Mål: 1,2x1,2 cm. |
![](data:image/jpeg;base64,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) | SJM 257 x221 1110 Anden genstand af bly/tin
Sømlignende genstand. Stilk af jern, hoved af bly eller blybelagt. Hoveddiameter: 2,2 cm. |
![](data:image/jpeg;base64,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) | SJM 257 x223 1107 Tenvægt af bly/tin
Perle? mankeperle? tenvægt? af bly,. Kugleformet. Diameter:1,3 cm. |
![](data:image/jpeg;base64,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) | SJM 257 x073 080701 Fibula af kobberlegering
Trefliget fibula af bronze med hvidmetalbelægning. Mål: Længde 3 cm. Bredde 2,3 cm. Flig fra trefliget fibula af bronze med hvidmetalbelægning. Fra samme fibula som C 44823. Ornamenteret med rankeornamentik. Rester af nåleholder på bagsiden.
Samme fibel som SJM 949x171 (?) |
![](data:image/jpeg;base64,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) | SJM 257 x072 080701 Fibula af kobberlegering
Trefliget fibula af bronze med hvidmetalbelægning. Mål: Længde 3,1 cm. Bredde 2,1 cm. Flig fra trefliget fibula af bronze med hvidmetalbelægning. Fra samme fibula som C 44824. Ornamenteret med rankeornamentik. Rester af nåleholder på bagsiden. Længde: 3,3 cm.
Samme fibel som SJM 949x171 (?) |
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) | SJM 257 x013 090106 Snørenål af sølv
Snørenål/snøreendedup af sølv. Facetteret med syv facetter/kanter. Med omløbende rilledekoration og krydsskravering ved spidsen samt omløbende riller ved mundingen. To påsyningshuller ved mundingen. Længde: 27 mm. |
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Gq+Sisgl8vhWxng4HOMc8ehOFWOvMjWnL7JBFrCXIWxuIZnnWTYeNke0AtvI/kAD1Ixxg5ura8+qXEU237N9niNuwQbgAWjOSfTIIx14qzp0lrqkjTz3Qtr4jckhHZcKAPQccr68jBFVLnSw2ob7qMxyk/LKMhZSD0HHBG3kHn681znQbUdpb2uratdXkzJF50kccmxXG5SwHXkAls9efTgV2E2m2mpeD9Hayt4jqFrJJFqEZOwg8BHC9wA2CccHH48ldaXd31qI2Ed3C0jsShI3k/MeR0I5P5mul8P3Xk6HaCGCW31dfNjdmYeWwBDRbhxu+bDc98DtWbY7XOu+HskXhSx1nVri++131ta28aQwyElFZiu4g8cbj9M9B1rB8bX2oahaNL9nIt2kOMY7gHKr1HHU+9TWWlm+0a/up5DFdOfLjiwreZgqwJKjJxk9eOlUbjcwit4laadiyB5Cu0E7QCSDwM5B9x1PSoHY4fVNFntmtIUkWSW8xu8lWbaBgnPucAe2B9K6DTPskt1DBD5zA2yLIkhwAQDhd2eQWAb/CpRax6BJ9mBWW5RPNLySMhkHBypHAAJ+6ecdzXqn7N3wRuvip4git51aHT7N1mvLpY9oKAsNgPQsw9eQD7GrV5aINtT6w/Y/wDhzP4N8B3GoXqMt1qUzPGsgwViDE9O2XZzj6V75UFnaQ6faw21vGsUEKCNEUcKoGAKmr0Yx5UkcEpczuOpVpop1USOopKWmA6ikpd1AC0UUUhGAKeKjFPFWaDhTqaDxRzn0qQHjPpTlpi5z1qQCgQu3mvHPjp+zL4e+M1i8zD+z9ZjG6G6hAXL9i3H4Z/nXsgpcdKdhH5K/Gj4G+Ivhjqkkeu2clvt/wCPbU4iXhnyR97Oe3Ue/wCA4eK6nW3jtpd0lmyBWmQZMTuCffkdc/7Pev2T13w7pnibT5LHVbC31C0kGGhuIw4/Wvnfxv8AsJ+EtammufDWoXHhqaQYMJX7Tb59lYgj6A4rllR/lN41O58C+VDHqkCW100HkldjxnIc4GOG465FdJZSL/azWWoXskgZMLJIiKolbhOASPvY49M+lfQOrfsLeN9LaOXS73RtSaDiL988DEBgwJUpjIKqR83buKoX37GHj3UPJW60m0aOQD7QItQU9V2vwxHX1GOPwFc7py7G6nHueEXV0y2tkbpmkhYOoiBEbp8wBIGORuVlBxxyDis6HxK9vptv9lUyhiJHbGMSbth3+pDcgjsew6fVOi/sIeJ9bmiHiDXbKwsureUz3M4OSeAQFGc84Yc8kE1718Pf2S/h94Djhd9ObX7yP5hPqpEihvUR429fUE+9ONGTFKpFHyr8GP2aNe+MF5aanqASx8PFg8t2yhhIgJBSIhuW45PQeuRg/evgnwTpHw/8P22j6LbC2tIVAz1eQ4xuY9ycf4cVtQxJbxpHEixxoAqoowAB0AFSV106agcspuQtFFFbGY4UtIKKQDqWm06gAooopAOooooA55WzUgqNaeKssevel/nTadUgPXHHNPXNMWnimSO3BSATyelOpBS0xC0tJ196WgBRS0lLUgLS0gpaAFFLSCloAWlpKKYCilpMc0tIBaUUlLTAWlFJS0ALmikoqQMj+y7r/nl/48P8aeNMuv8Anl/48P8AGt6irJ5mYS6bcgf6v/x4f40/+z7j/nn/AOPCtqilYXMzH/s+f/nn+opVsbgdVz+IrXoosHMzLFnN/c/UUv2Ob+5+orTophzMzfscv9z9RS/ZJf7n6itGigOZmd9ll/u/qKX7LL/d/UVoUUrBzMo/ZpP7v6ij7NJ/d/UVeoosHMykLeT+7+tL9nk/u/qKuUUWDmZT+zv/AHf1pfs7/wB39at0UBzMqeQ/939aXyX9P1q1RRYOZlXyX9P1pfJf0/WrNFFg5mV/Kb0o8p/SrFFFg5mV/Kb0oqxRRYOZhRRRTJCiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigD/9k=) | SJM 257 x056 0903 Mønt af sølv eller kobberholdigt sølv
Dirhem. Kalifatet,abbaside, Bagdad, 825-826, 210 AH, hel, gennemboret, uden øsken; nicks diameter: 2,6 cm. |
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) | SJM 257 x057 089599
Bjælde. Af kraftig bronzegods. En del af den nedre halvkugle er slået af. Kraftig øsken. Diameter: 3,2 cm. |
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| SJM 257 x058 080701 Fibula af kobberlegering
En næbfibula af bronze. Mål: Længde 2,2 cm. Bredde 1,8 cm. Fragment af lille næbfibula med ubrudt spiralplade. Ornamenteret med en liste langs kanten samt midt på bøjlen. På bagsiden rester af nålefæste. Fibulaen dateres til Yngre Germansk Jernalder |
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| SJM 257 x059 0903 Mønt af sølv eller kobberholdigt sølv
Borgerkrigsmønt. Erik 6 Menved, penning, Ribe, 1286-1319, MB 463 |
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) | SJM 257 x061 080701 Fibula af kobberlegering
Fuglefibula (fuglen set ovenfra) af bronze med hvidmetalbelægning. Mål: Længde 3,2 cm. Bredde 1,2 cm. Fugefibula med lidt atypisk udformning. Bredt hoved, der er delvist afbrækket. Bred krop, der enden i et meget smalt stykke, der må have dannet overgang til den afbrække hale. Langs fibulaens kanter en smal ramme med rester af hvidmetalbelægning. Indenfor denne ornamentik med bånd - vanskelige at bestemme på grund af overfladens nedbrydning. Fibulaen dateres til Yngre Germansk Jernalder |
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| SJM 257 x062 0809 Rideudstyr eller tilbehør af kobberlegering
Tøjlebeslag til et bidsel af bronze med rund øsken i den ene ende og en stærkt afslidt øsken med knopper ved siden i modsatte ende. Længde: 6 cm., øsknernes diameter: 1,9 cm. |
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Erik 7 af Pommern, kobbersterling, 1400-1440 |
![](data:image/jpeg;base64,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| SJM 257 x068 0810 Mønt af kobberlegering
Klipping(?), stærkt korroderet |
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| SJM 257 x069 0903 Mønt af sølv eller kobberholdigt sølv
Romersk Siliqua. Sølv, med hul. Theodosius, 379-395.
Rom, Theodosius(?), siliqua, MVC (Brittanien?), 479-485, RIC mgl; Hoxne 980-984 irregulære udmøntninger grp.3 (p. 107), gennemboret fra fs foran pande |
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) | SJM 257 x071 080705 Remende af kobberlegering
Remendebeslag, gennembrudt, angelsaksisk stil? Med firsidede og runde gennembrydninger, den ene til en spændetorn, er fra middelalderen Længde: 3,5, bredde: 2,2 cm. |
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) | SJM 257 x188 1103 Vægtlod af bly/tin
Vægtlod? Konisk |
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) | SJM 257 x193 1103 Vægtlod af bly/tin
Vægtlod? Svagt konisk. Diameter: ca: 1,5 cm. |
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) | SJM 257 x117 080702 Hængesmykke af kobberlegering
Fiskehovedformet vedhæng Længde: 3,6 cm., bredde: 1,5 cm. |
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) | SJM 257 x224 0802 Sværd af kobberlegering
To stykker af bronzesværd. Længde h.h.v.: 9,8 og 6,5 cm. |
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) | SJM 257 x225 1105 Plombe af bly/tin
Klædeplombe. Intakt, bortset fra en lille stump der mangler på den ene side. Der sidder stadig rester af klæde mellem de to halvdele. Diameter: 2,5 cm. |
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| SJM 257 x204 0819 Anden genstand af kobberlegering
Fragment af bogspænde/hægte/overfald? I den ene ende bøjet i vinkel måske oprindeligt med en nu afbrækket krog. Den anden ende ender i en rektangulær, afbrækket del. Ornamenteret med indpunslet, primitiv ornamentik. Største mål: 3,6 cm., bredde: 1 cm. |